diff --git a/metadata/authors.toml b/metadata/authors.toml
--- a/metadata/authors.toml
+++ b/metadata/authors.toml
@@ -1,3551 +1,3488 @@
 
 [lange]
 name = "Christoph Lange"
 
 [lange.emails]
 lange_email = "math.semantic.web@gmail.com"
 
 [lange.homepages]
 
 [petrovic]
 name = "Danijela Petrovic"
 
 [petrovic.emails]
 
 [petrovic.homepages]
 petrovic_homepage = "http://www.matf.bg.ac.rs/~danijela"
 
 [schimpf]
 name = "Alexander Schimpf"
 
 [schimpf.emails]
 schimpf_email = "schimpfa@informatik.uni-freiburg.de"
 
 [schimpf.homepages]
 
 [murao]
 name = "H. Murao"
 
 [murao.emails]
 
 [murao.homepages]
 
 [bourke]
 name = "Timothy Bourke"
 
 [bourke.emails]
 bourke_email = "tim@tbrk.org"
 
 [bourke.homepages]
 bourke_homepage = "http://www.tbrk.org"
 
 [schaeffeler]
 name = "Maximilian Schäffeler"
 
 [schaeffeler.emails]
 schaeffeler_email = "schaeffm@in.tum.de"
 
 [schaeffeler.homepages]
 
 [liut]
 name = "Tao Liu"
 
 [liut.emails]
 
 [liut.homepages]
 
 [sickert]
 name = "Salomon Sickert"
 
 [sickert.emails]
 sickert_email = "s.sickert@tum.de"
-sickert_email1 = "sickert@in.tum.de"
 
 [sickert.homepages]
 sickert_homepage = "https://www7.in.tum.de/~sickert"
 
 [lutz]
 name = "Bianca Lutz"
 
 [lutz.emails]
 lutz_email = "sowilo@cs.tu-berlin.de"
 
 [lutz.homepages]
 
 [rizkallah]
 name = "Christine Rizkallah"
 
 [rizkallah.emails]
 
 [rizkallah.homepages]
 rizkallah_homepage = "https://www.mpi-inf.mpg.de/~crizkall/"
 
 [pollak]
 name = "Florian Pollak"
 
 [pollak.emails]
 pollak_email = "florian.pollak@gmail.com"
 
 [pollak.homepages]
 
 [sulejmani]
 name = "Ujkan Sulejmani"
 
 [sulejmani.emails]
 
 [sulejmani.homepages]
 
 [biendarra]
 name = "Julian Biendarra"
 
 [biendarra.emails]
 
 [biendarra.homepages]
 
 [saile]
 name = "Christian Saile"
 
 [saile.emails]
 
 [saile.homepages]
 saile_homepage = "http://dss.in.tum.de/staff/christian-saile.html"
 
 [friedrich]
 name = "Stefan Friedrich"
 
 [friedrich.emails]
 
 [friedrich.homepages]
 
 [maximova]
 name = "Alexandra Maximova"
 
 [maximova.emails]
 maximova_email = "amaximov@student.ethz.ch"
 
 [maximova.homepages]
 
 [stricker]
 name = "Christian Stricker"
 
 [stricker.emails]
 
 [stricker.homepages]
 stricker_homepage = "http://dss.in.tum.de/staff/christian-stricker.html"
 
 [dyckhoff]
 name = "Roy Dyckhoff"
 
 [dyckhoff.emails]
 
 [dyckhoff.homepages]
 dyckhoff_homepage = "https://rd.host.cs.st-andrews.ac.uk"
 
 [weidner]
 name = "Arno Wilhelm-Weidner"
 
 [weidner.emails]
 weidner_email = "arno.wilhelm-weidner@tu-berlin.de"
 
 [weidner.homepages]
 
 [thomson]
 name = "Fox Thomson"
 
 [thomson.emails]
 thomson_email = "foxthomson0@gmail.com"
 
 [thomson.homepages]
 
 [he]
 name = "Yijun He"
 
 [he.emails]
 he_email = "yh403@cam.ac.uk"
 
 [he.homepages]
 
 [kammueller]
 name = "Florian Kammüller"
 
 [kammueller.emails]
 kammueller_email = "flokam@cs.tu-berlin.de"
 kammueller_email1 = "florian.kammuller@gmail.com"
 
 [kammueller.homepages]
 kammueller_homepage = "http://www.cs.mdx.ac.uk/people/florian-kammueller/"
 
 [oostrom]
 name = "Vincent van Oostrom"
 
 [oostrom.emails]
 
 [oostrom.homepages]
 
 [klein]
 name = "Gerwin Klein"
 
 [klein.emails]
-klein_email = "kleing@cse.unsw.edu.au"
-klein_email1 = "kleing@unsw.edu.au"
+klein_email = "kleing@unsw.edu.au"
 
 [klein.homepages]
 klein_homepage = "http://www.cse.unsw.edu.au/~kleing/"
 
 [simic]
 name = "Danijela Simić"
 
 [simic.emails]
 simic_email = "danijela@matf.bg.ac.rs"
 
 [simic.homepages]
 simic_homepage = "http://poincare.matf.bg.ac.rs/~danijela"
 
 [gao]
 name = "Xin Gao"
 
 [gao.emails]
 
 [gao.homepages]
 
 [guttmann]
 name = "Walter Guttmann"
 
 [guttmann.emails]
 guttmann_email = "walter.guttmann@canterbury.ac.nz"
-guttmann_email1 = "walter.guttman@canterbury.ac.nz"
 
 [guttmann.homepages]
-guttmann_homepage = "http://www.cosc.canterbury.ac.nz/walter.guttmann/"
-guttmann_homepage1 = "https://www.cosc.canterbury.ac.nz/walter.guttmann/"
+guttmann_homepage = "https://www.cosc.canterbury.ac.nz/walter.guttmann/"
 
 [mantel]
 name = "Heiko Mantel"
 
 [mantel.emails]
 mantel_email = "mantel@mais.informatik.tu-darmstadt.de"
 
 [mantel.homepages]
 
 [schlichtkrull]
 name = "Anders Schlichtkrull"
 
 [schlichtkrull.emails]
 schlichtkrull_email = "andschl@dtu.dk"
 
 [schlichtkrull.homepages]
 schlichtkrull_homepage = "https://people.compute.dtu.dk/andschl/"
 
 [jaskolka]
 name = "Jason Jaskolka"
 
 [jaskolka.emails]
 jaskolka_email = "jason.jaskolka@carleton.ca"
 
 [jaskolka.homepages]
 jaskolka_homepage = "https://carleton.ca/jaskolka/"
 
 [rau]
 name = "Martin Rau"
 
 [rau.emails]
 rau_email = "martin.rau@tum.de"
 rau_email1 = "mrtnrau@googlemail.com"
 
 [rau.homepages]
 
 [bottesch]
 name = "Ralph Bottesch"
 
 [bottesch.emails]
 bottesch_email = "ralph.bottesch@uibk.ac.at"
 
 [bottesch.homepages]
 bottesch_homepage = "http://cl-informatik.uibk.ac.at/users/bottesch/"
 
 [bella]
 name = "Giampaolo Bella"
 
 [bella.emails]
 bella_email = "giamp@dmi.unict.it"
 
 [bella.homepages]
 bella_homepage = "http://www.dmi.unict.it/~giamp/"
 
 [dirix]
 name = "Stefan Dirix"
 
 [dirix.emails]
 
 [dirix.homepages]
 
 [nielsen]
 name = "Finn Nielsen"
 
 [nielsen.emails]
 nielsen_email = "finn.nielsen@uni-muenster.de"
 
 [nielsen.homepages]
 
 [mansky]
 name = "Susannah Mansky"
 
 [mansky.emails]
 mansky_email = "sjohnsn2@illinois.edu"
 mansky_email1 = "susannahej@gmail.com"
 
 [mansky.homepages]
 
 [dunaev]
 name = "Georgy Dunaev"
 
 [dunaev.emails]
 dunaev_email = "georgedunaev@gmail.com"
 
 [dunaev.homepages]
 
 [li]
 name = "Wenda Li"
 
 [li.emails]
 li_email = "wl302@cam.ac.uk"
 li_email1 = "liwenda1990@hotmail.com"
 
 [li.homepages]
 li_homepage = "https://www.cl.cam.ac.uk/~wl302/"
-li_homepage1 = "http://www.cl.cam.ac.uk/~wl302/"
 
 [stevens]
 name = "Lukas Stevens"
 
 [stevens.emails]
 
 [stevens.homepages]
 stevens_homepage = "https://www21.in.tum.de/team/stevensl"
 
 [tourret]
 name = "Sophie Tourret"
 
 [tourret.emails]
 tourret_email = "stourret@mpi-inf.mpg.de"
 
 [tourret.homepages]
 tourret_homepage = "https://www.mpi-inf.mpg.de/departments/automation-of-logic/people/sophie-tourret/"
-tourret_homepage1 = "https://www.mpi-inf.mpg.de/departments/automation-of-logic/people/sophie-tourret"
 
 [yu]
 name = "Lei Yu"
 
 [yu.emails]
 yu_email = "ly271@cam.ac.uk"
 
 [yu.homepages]
 
 [grewe]
 name = "Sylvia Grewe"
 
 [grewe.emails]
-grewe_email = "grewe@st.informatik.tu-darmstadt.de"
-grewe_email1 = "grewe@cs.tu-darmstadt.de"
+grewe_email = "grewe@cs.tu-darmstadt.de"
 
 [grewe.homepages]
 
 [coghetto]
 name = "Roland Coghetto"
 
 [coghetto.emails]
 coghetto_email = "roland_coghetto@hotmail.com"
 
 [coghetto.homepages]
 
 [schirmer]
 name = "Norbert Schirmer"
 
 [schirmer.emails]
 schirmer_email = "norbert.schirmer@web.de"
-schirmer_email1 = "schirmer@in.tum.de"
 
 [schirmer.homepages]
 
 [immler]
 name = "Fabian Immler"
 
 [immler.emails]
 immler_email = "immler@in.tum.de"
 immler_email1 = "fimmler@cs.cmu.edu"
-immler_email2 = "fimmler@andrew.cmu.edu"
 
 [immler.homepages]
-immler_homepage = "http://www21.in.tum.de/~immler"
-immler_homepage1 = "https://home.in.tum.de/~immler/"
-immler_homepage2 = "http://home.in.tum.de/~immler/"
+immler_homepage = "https://home.in.tum.de/~immler/"
 
 [tiu]
 name = "Alwen Tiu"
 
 [tiu.emails]
 tiu_email = "ATiu@ntu.edu.sg"
 
 [tiu.homepages]
 tiu_homepage = "http://users.cecs.anu.edu.au/~tiu/"
 
 [henrio]
 name = "Ludovic Henrio"
 
 [henrio.emails]
 henrio_email = "Ludovic.Henrio@sophia.inria.fr"
 
 [henrio.homepages]
 
 [urban]
 name = "Christian Urban"
 
 [urban.emails]
 urban_email = "christian.urban@kcl.ac.uk"
 
 [urban.homepages]
-urban_homepage = "http://www.inf.kcl.ac.uk/staff/urbanc/"
-urban_homepage1 = "https://nms.kcl.ac.uk/christian.urban/"
+urban_homepage = "https://nms.kcl.ac.uk/christian.urban/"
 
 [michaelis]
 name = "Julius Michaelis"
 
 [michaelis.emails]
 michaelis_email = "isabelleopenflow@liftm.de"
 michaelis_email1 = "maintainafpppt@liftm.de"
 michaelis_email2 = "bdd@liftm.de"
 michaelis_email3 = "afp@liftm.de"
 
 [michaelis.homepages]
-michaelis_homepage = "http://liftm.de"
-michaelis_homepage1 = "http://liftm.de/"
+michaelis_homepage = "http://liftm.de/"
 
 [scott]
 name = "Dana Scott"
 
 [scott.emails]
 
 [scott.homepages]
 scott_homepage = "http://www.cs.cmu.edu/~scott/"
 
 [wenzel]
 name = "Makarius Wenzel"
 
 [wenzel.emails]
 wenzel_email = "Makarius.wenzel@lri.fr"
 
 [wenzel.homepages]
 
 [dardinier]
 name = "Thibault Dardinier"
 
 [dardinier.emails]
 dardinier_email = "thibault.dardinier@inf.ethz.ch"
-dardinier_email1 = "tdardini@student.ethz.ch"
 
 [dardinier.homepages]
 dardinier_homepage = "https://dardinier.me/"
 
 [lallemand]
 name = "Joseph Lallemand"
 
 [lallemand.emails]
 lallemand_email = "joseph.lallemand@loria.fr"
 
 [lallemand.homepages]
 
 [schmoetten]
 name = "Richard Schmoetten"
 
 [schmoetten.emails]
 schmoetten_email = "s1311325@sms.ed.ac.uk"
 
 [schmoetten.homepages]
 
 [cohen]
 name = "Ernie Cohen"
 
 [cohen.emails]
 cohen_email = "ecohen@amazon.com"
 
 [cohen.homepages]
 
 [chapman]
 name = "Peter Chapman"
 
 [chapman.emails]
 chapman_email = "pc@cs.st-andrews.ac.uk"
 
 [chapman.homepages]
 
 [rickmann]
 name = "Christina Rickmann"
 
 [rickmann.emails]
 rickmann_email = "c.rickmann@tu-berlin.de"
 
 [rickmann.homepages]
 
 [raya]
 name = "Rodrigo Raya"
 
 [raya.emails]
 
 [raya.homepages]
 raya_homepage = "https://people.epfl.ch/rodrigo.raya"
 
 [kadzioka]
 name = "Jakub Kądziołka"
 
 [kadzioka.emails]
 kadzioka_email = "kuba@kadziolka.net"
 
 [kadzioka.homepages]
 
 [foster]
 name = "Michael Foster"
 
 [foster.emails]
 foster_email = "m.foster@sheffield.ac.uk"
 
 [foster.homepages]
 
 [zhann]
 name = "Naijun Zhan"
 
 [zhann.emails]
 
 [zhann.homepages]
 
 [fuenmayor]
 name = "David Fuenmayor"
 
 [fuenmayor.emails]
 fuenmayor_email = "davfuenmayor@gmail.com"
 
 [fuenmayor.homepages]
 
 [iwama]
 name = "Fumiya Iwama"
 
 [iwama.emails]
 iwama_email = "d1623001@s.konan-u.ac.jp"
 
 [iwama.homepages]
 
 [feliachi]
 name = "Abderrahmane Feliachi"
 
 [feliachi.emails]
 feliachi_email = "abderrahmane.feliachi@lri.fr"
 
 [feliachi.homepages]
 
 [sudbrock]
 name = "Henning Sudbrock"
 
 [sudbrock.emails]
 sudbrock_email = "sudbrock@mais.informatik.tu-darmstadt.de"
 
 [sudbrock.homepages]
 
 [bauer]
 name = "Gertrud Bauer"
 
 [bauer.emails]
 
 [bauer.homepages]
 
 [lux]
 name = "Alexander Lux"
 
 [lux.emails]
 lux_email = "lux@mais.informatik.tu-darmstadt.de"
 
 [lux.homepages]
 
 [seidler]
 name = "Henning Seidler"
 
 [seidler.emails]
 seidler_email = "henning.seidler@mailbox.tu-berlin.de"
 
 [seidler.homepages]
 
 [desharnais]
 name = "Martin Desharnais"
 
 [desharnais.emails]
 desharnais_email = "martin.desharnais@unibw.de"
 
 [desharnais.homepages]
 desharnais_homepage = "https://martin.desharnais.me"
 
 [wasserrab]
 name = "Daniel Wasserrab"
 
 [wasserrab.emails]
 
 [wasserrab.homepages]
 wasserrab_homepage = "http://pp.info.uni-karlsruhe.de/personhp/daniel_wasserrab.php"
 
 [fell]
 name = "Julian Fell"
 
 [fell.emails]
 fell_email = "julian.fell@uq.net.au"
 
 [fell.homepages]
 
 [zhan]
 name = "Bohua Zhan"
 
 [zhan.emails]
 zhan_email = "bzhan@ios.ac.cn"
 
 [zhan.homepages]
 zhan_homepage = "http://lcs.ios.ac.cn/~bzhan/"
 
 [stephan]
 name = "Werner Stephan"
 
 [stephan.emails]
 stephan_email = "stephan@dfki.de"
 
 [stephan.homepages]
 
 [david]
 name = "Marco David"
 
 [david.emails]
 david_email = "marco.david@hotmail.de"
 
 [david.homepages]
 
 [olm]
 name = "Markus Müller-Olm"
 
 [olm.emails]
 
 [olm.homepages]
 olm_homepage = "http://cs.uni-muenster.de/u/mmo/"
 
 [havle]
 name = "Oto Havle"
 
 [havle.emails]
 havle_email = "oha@sysgo.com"
 
 [havle.homepages]
 
 [margetson]
 name = "James Margetson"
 
 [margetson.emails]
 
 [margetson.homepages]
 
 [scharager]
 name = "Matias Scharager"
 
 [scharager.emails]
 scharager_email = "mscharag@cs.cmu.edu"
 
 [scharager.homepages]
 
 [haftmann]
 name = "Florian Haftmann"
 
 [haftmann.emails]
 haftmann_email = "florian.haftmann@informatik.tu-muenchen.de"
 
 [haftmann.homepages]
 haftmann_homepage = "http://isabelle.in.tum.de/~haftmann"
 
 [schoepe]
 name = "Daniel Schoepe"
 
 [schoepe.emails]
 schoepe_email = "daniel@schoepe.org"
 
 [schoepe.homepages]
 
 [nagele]
 name = "Julian Nagele"
 
 [nagele.emails]
 nagele_email = "julian.nagele@uibk.ac.at"
 
 [nagele.homepages]
 
 [hoefner]
 name = "Peter Höfner"
 
 [hoefner.emails]
 hoefner_email = "peter@hoefner-online.de"
 
 [hoefner.homepages]
 hoefner_homepage = "http://www.hoefner-online.de/"
 
 [derrick]
 name = "John Derrick"
 
 [derrick.emails]
 derrick_email = "j.derrick@sheffield.ac.uk"
 
 [derrick.homepages]
 
 [beeren]
 name = "Joel Beeren"
 
 [beeren.emails]
 
 [beeren.homepages]
 
 [echenim]
 name = "Mnacho Echenim"
 
 [echenim.emails]
 echenim_email = "mnacho.echenim@univ-grenoble-alpes.fr"
 
 [echenim.homepages]
-echenim_homepage = "http://lig-membres.imag.fr/mechenim/"
-echenim_homepage1 = "https://lig-membres.imag.fr/mechenim/"
+echenim_homepage = "https://lig-membres.imag.fr/mechenim/"
 
 [vytiniotis]
 name = "Dimitrios Vytiniotis"
 
 [vytiniotis.emails]
 
 [vytiniotis.homepages]
 vytiniotis_homepage = "http://research.microsoft.com/en-us/people/dimitris/"
 
 [beringer]
 name = "Lennart Beringer"
 
 [beringer.emails]
 beringer_email = "lennart.beringer@ifi.lmu.de"
 
 [beringer.homepages]
 
 [wickerson]
 name = "John Wickerson"
 
 [wickerson.emails]
 
 [wickerson.homepages]
 wickerson_homepage = "http://www.doc.ic.ac.uk/~jpw48"
 
 [eberl]
 name = "Manuel Eberl"
 
 [eberl.emails]
 eberl_email = "manuel@pruvisto.org"
 eberl_email1 = "manuel.eberl@tum.de"
 
 [eberl.homepages]
-eberl_homepage = "https://pruvisto.org"
-eberl_homepage1 = "https://pruvisto.org/"
+eberl_homepage = "https://pruvisto.org/"
 eberl_homepage2 = "https://www.in.tum.de/~eberlm"
 
 [noce]
 name = "Pasquale Noce"
 
 [noce.emails]
 noce_email = "pasquale.noce.lavoro@gmail.com"
 
 [noce.homepages]
 
 [gunther]
 name = "Emmanuel Gunther"
 
 [gunther.emails]
 gunther_email = "gunther@famaf.unc.edu.ar"
 
 [gunther.homepages]
 
 [nemouchi]
 name = "Yakoub Nemouchi"
 
 [nemouchi.emails]
 nemouchi_email = "nemouchi@lri.fr"
 nemouchi_email1 = "yakoub.nemouchi@york.ac.uk"
 
 [nemouchi.homepages]
 
 [stueber]
 name = "Anke Stüber"
 
 [stueber.emails]
 stueber_email = "anke.stueber@campus.tu-berlin.de"
 
 [stueber.homepages]
 
 [sternagel]
 name = "Christian Sternagel"
 
 [sternagel.emails]
 sternagel_email = "c.sternagel@gmail.com"
 sternagel_email1 = "christian.sternagel@uibk.ac.at"
 
 [sternagel.homepages]
 sternagel_homepage = "http://cl-informatik.uibk.ac.at/users/griff/"
 
 [sachtleben]
 name = "Robert Sachtleben"
 
 [sachtleben.emails]
 sachtleben_email = "rob_sac@uni-bremen.de"
 
 [sachtleben.homepages]
 
 [kastermans]
 name = "Bart Kastermans"
 
 [kastermans.emails]
 
 [kastermans.homepages]
 kastermans_homepage = "http://kasterma.net"
 
 [pal]
 name = "Abhik Pal"
 
 [pal.emails]
 
 [pal.homepages]
 
 [thiemann]
 name = "René Thiemann"
 
 [thiemann.emails]
 thiemann_email = "rene.thiemann@uibk.ac.at"
 
 [thiemann.homepages]
-thiemann_homepage = "http://cl-informatik.uibk.ac.at/~thiemann"
-thiemann_homepage1 = "http://cl-informatik.uibk.ac.at/~thiemann/"
-thiemann_homepage2 = "http://cl-informatik.uibk.ac.at/users/thiemann/"
+thiemann_homepage = "http://cl-informatik.uibk.ac.at/users/thiemann/"
 
 [campo]
 name = "Alejandro del Campo"
 
 [campo.emails]
 campo_email = "alejandro.del-campo@alum.unirioja.es"
 
 [campo.homepages]
 
 [raska]
 name = "Martin Raška"
 
 [raska.emails]
 
 [raska.homepages]
 
 [stannett]
 name = "Mike Stannett"
 
 [stannett.emails]
 stannett_email = "m.stannett@sheffield.ac.uk"
 
 [stannett.homepages]
 
 [back]
 name = "Ralph-Johan Back"
 
 [back.emails]
 
 [back.homepages]
 back_homepage = "http://users.abo.fi/Ralph-Johan.Back/"
 
 [bruegger]
 name = "Lukas Brügger"
 
 [bruegger.emails]
 bruegger_email = "lukas.a.bruegger@gmail.com"
 
 [bruegger.homepages]
 
 [kuncak]
 name = "Viktor Kuncak"
 
 [kuncak.emails]
 
 [kuncak.homepages]
 kuncak_homepage = "http://lara.epfl.ch/~kuncak/"
 
 [gaudel]
 name = "Marie-Claude Gaudel"
 
 [gaudel.emails]
 gaudel_email = "mcg@lri.fr"
 
 [gaudel.homepages]
 
 [sison]
 name = "Robert Sison"
 
 [sison.emails]
 
 [sison.homepages]
 
 [benzmueller]
 name = "Christoph Benzmüller"
 
 [benzmueller.emails]
 benzmueller_email = "c.benzmueller@gmail.com"
 benzmueller_email1 = "c.benzmueller@fu-berlin.de"
 
 [benzmueller.homepages]
 benzmueller_homepage = "http://christoph-benzmueller.de"
 benzmueller_homepage1 = "http://page.mi.fu-berlin.de/cbenzmueller/"
-benzmueller_homepage2 = "http://www.christoph-benzmueller.de"
 
 [from]
 name = "Asta Halkjær From"
 
 [from.emails]
 from_email = "ahfrom@dtu.dk"
 
 [from.homepages]
 from_homepage = "https://people.compute.dtu.dk/ahfrom/"
 
 [tuongj]
 name = "Joseph Tuong"
 
 [tuongj.emails]
 
 [tuongj.homepages]
 
 [zeller]
 name = "Peter Zeller"
 
 [zeller.emails]
 zeller_email = "p_zeller@cs.uni-kl.de"
 
 [zeller.homepages]
 
 [schmidinger]
 name = "Lukas Schmidinger"
 
 [schmidinger.emails]
 
 [schmidinger.homepages]
 
 [ravindran]
 name = "Binoy Ravindran"
 
 [ravindran.emails]
 
 [ravindran.homepages]
 
 [rizaldi]
 name = "Albert Rizaldi"
 
 [rizaldi.emails]
 rizaldi_email = "albert.rizaldi@ntu.edu.sg"
 
 [rizaldi.homepages]
 
 [sabouret]
 name = "Nicolas Sabouret"
 
 [sabouret.emails]
 
 [sabouret.homepages]
 
 [butler]
 name = "David Butler"
 
 [butler.emails]
 butler_email = "dbutler@turing.ac.uk"
 
 [butler.homepages]
 butler_homepage = "https://www.turing.ac.uk/people/doctoral-students/david-butler"
 
 [sprenger]
 name = "Christoph Sprenger"
 
 [sprenger.emails]
 sprenger_email = "sprenger@inf.ethz.ch"
 
 [sprenger.homepages]
 
 [bordg]
 name = "Anthony Bordg"
 
 [bordg.emails]
 bordg_email = "apdb3@cam.ac.uk"
 
 [bordg.homepages]
 bordg_homepage = "https://sites.google.com/site/anthonybordg/"
 
 [bhatt]
 name = "Bhargav Bhatt"
 
 [bhatt.emails]
 bhatt_email = "bhargav.bhatt@inf.ethz.ch"
 
 [bhatt.homepages]
 
 [gonzalez]
 name = "Edgar Gonzàlez"
 
 [gonzalez.emails]
 gonzalez_email = "edgargip@google.com"
 
 [gonzalez.homepages]
 
 [adelsberger]
 name = "Stephan Adelsberger"
 
 [adelsberger.emails]
 adelsberger_email = "stvienna@gmail.com"
 
 [adelsberger.homepages]
 adelsberger_homepage = "http://nm.wu.ac.at/nm/sadelsbe"
 
 [schleicher]
 name = "Dierk Schleicher"
 
 [schleicher.emails]
 
 [schleicher.homepages]
 
 [ying]
 name = "Shenggang Ying"
 
 [ying.emails]
 
 [ying.homepages]
 
 [brien]
 name = "Nicolas Robinson-O'Brien"
 
 [brien.emails]
 
 [brien.homepages]
 
 [kobayashi]
 name = "Hidetsune Kobayashi"
 
 [kobayashi.emails]
 
 [kobayashi.homepages]
 
 [krauss]
 name = "Alexander Krauss"
 
 [krauss.emails]
 krauss_email = "krauss@in.tum.de"
 
 [krauss.homepages]
 krauss_homepage = "http://www.in.tum.de/~krauss"
 
 [somaini]
 name = "Ivano Somaini"
 
 [somaini.emails]
 
 [somaini.homepages]
 
 [seidl]
 name = "Benedikt Seidl"
 
 [seidl.emails]
 seidl_email = "benedikt.seidl@tum.de"
 
 [seidl.homepages]
 
 [edmonds]
 name = "Chelsea Edmonds"
 
 [edmonds.emails]
 edmonds_email = "cle47@cam.ac.uk"
 
 [edmonds.homepages]
 edmonds_homepage = "https://www.cst.cam.ac.uk/people/cle47"
 
 [debrat]
 name = "Henri Debrat"
 
 [debrat.emails]
 debrat_email = "henri.debrat@loria.fr"
 
 [debrat.homepages]
 
 [holub]
 name = "Štěpán Holub"
 
 [holub.emails]
 holub_email = "holub@karlin.mff.cuni.cz"
 
 [holub.homepages]
 holub_homepage = "https://www2.karlin.mff.cuni.cz/~holub/"
 
 [beresford]
 name = "Alastair R. Beresford"
 
 [beresford.emails]
 beresford_email = "arb33@cam.ac.uk"
-beresford_email1 = "arb33@cl.cam.ac.uk"
 
 [beresford.homepages]
 
 [terraf]
 name = "Pedro Sánchez Terraf"
 
 [terraf.emails]
-terraf_email = "sterraf@famaf.unc.edu.ar"
-terraf_email1 = "psterraf@unc.edu.ar"
+terraf_email = "psterraf@unc.edu.ar"
 
 [terraf.homepages]
 terraf_homepage = "https://cs.famaf.unc.edu.ar/~pedro/home_en.html"
-terraf_homepage1 = "https://cs.famaf.unc.edu.ar/~pedro/home_en"
-terraf_homepage2 = "https://cs.famaf.unc.edu.ar/~pedro"
 
 [raumer]
 name = "Jakob von Raumer"
 
 [raumer.emails]
 raumer_email = "psxjv4@nottingham.ac.uk"
 
 [raumer.homepages]
 
 [pagano]
 name = "Miguel Pagano"
 
 [pagano.emails]
-pagano_email = "pagano@famaf.unc.edu.ar"
-pagano_email1 = "miguel.pagano@unc.edu.ar"
+pagano_email = "miguel.pagano@unc.edu.ar"
 
 [pagano.homepages]
 pagano_homepage = "https://cs.famaf.unc.edu.ar/~mpagano/"
 
 [coglio]
 name = "Alessandro Coglio"
 
 [coglio.emails]
 coglio_email = "coglio@kestrel.edu"
 
 [coglio.homepages]
 coglio_homepage = "http://www.kestrel.edu/~coglio"
 
 [caballero]
 name = "José Manuel Rodríguez Caballero"
 
 [caballero.emails]
 caballero_email = "jose.manuel.rodriguez.caballero@ut.ee"
 
 [caballero.homepages]
 caballero_homepage = "https://josephcmac.github.io/"
 
 [grechuk]
 name = "Bogdan Grechuk"
 
 [grechuk.emails]
 grechuk_email = "grechukbogdan@yandex.ru"
 
 [grechuk.homepages]
 
 [sewell]
 name = "Thomas Sewell"
 
 [sewell.emails]
 
 [sewell.homepages]
 
 [leustean]
 name = "Laurentiu Leustean"
 
 [leustean.emails]
 
 [leustean.homepages]
 
 [rosskopf]
 name = "Simon Roßkopf"
 
 [rosskopf.emails]
 rosskopf_email = "rosskops@in.tum.de"
 
 [rosskopf.homepages]
 rosskopf_homepage = "http://www21.in.tum.de/~rosskops"
 
 [aspinall]
 name = "David Aspinall"
 
 [aspinall.emails]
 
 [aspinall.homepages]
 aspinall_homepage = "http://homepages.inf.ed.ac.uk/da/"
 
 [ausaf]
 name = "Fahad Ausaf"
 
 [ausaf.emails]
 
 [ausaf.homepages]
 ausaf_homepage = "http://kcl.academia.edu/FahadAusaf"
 
 [diekmann]
 name = "Cornelius Diekmann"
 
 [diekmann.emails]
 diekmann_email = "diekmann@net.in.tum.de"
 
 [diekmann.homepages]
 diekmann_homepage = "http://net.in.tum.de/~diekmann"
 
 [fouillard]
 name = "Valentin Fouillard"
 
 [fouillard.emails]
 fouillard_email = "valentin.fouillard@limsi.fr"
 
 [fouillard.homepages]
 
 [willenbrink]
 name = "Sebastian Willenbrink"
 
 [willenbrink.emails]
 willenbrink_email = "sebastian.willenbrink@tum.de"
 
 [willenbrink.homepages]
 
 [xu]
 name = "Jian Xu"
 
 [xu.emails]
 
 [xu.homepages]
 
 [wang]
 name = "Shuling Wang"
 
 [wang.emails]
 
 [wang.homepages]
 
 [ridge]
 name = "Tom Ridge"
 
 [ridge.emails]
 
 [ridge.homepages]
 
 [kleppmann]
 name = "Martin Kleppmann"
 
 [kleppmann.emails]
 kleppmann_email = "martin.kleppmann@cl.cam.ac.uk"
-kleppmann_email1 = "mk428@cl.cam.ac.uk"
 
 [kleppmann.homepages]
 
 [kreuzer]
 name = "Katharina Kreuzer"
 
 [kreuzer.emails]
 kreuzer_email = "kreuzerk@in.tum.de"
 
 [kreuzer.homepages]
 kreuzer_homepage = "https://www21.in.tum.de/team/kreuzer/"
 
 [traut]
 name = "Christoph Traut"
 
 [traut.emails]
 
 [traut.homepages]
 
 [blanchette]
 name = "Jasmin Christian Blanchette"
 
 [blanchette.emails]
 blanchette_email = "jasmin.blanchette@gmail.com"
 blanchette_email1 = "j.c.blanchette@vu.nl"
 
 [blanchette.homepages]
 blanchette_homepage = "http://www21.in.tum.de/~blanchet"
 blanchette_homepage1 = "https://www.cs.vu.nl/~jbe248/"
 
 [van]
 name = "Hai Nguyen Van"
 
 [van.emails]
 van_email = "hai.nguyenvan.phie@gmail.com"
 
 [van.homepages]
 
 [brunner]
 name = "Julian Brunner"
 
 [brunner.emails]
 brunner_email = "brunnerj@in.tum.de"
 
 [brunner.homepages]
 brunner_homepage = "http://www21.in.tum.de/~brunnerj/"
 
 [reiche]
 name = "Sebastian Reiche"
 
 [reiche.emails]
 
 [reiche.homepages]
 reiche_homepage = "https://www.linkedin.com/in/sebastian-reiche-0b2093178"
 
 [eriksson]
 name = "Lars-Henrik Eriksson"
 
 [eriksson.emails]
 eriksson_email = "lhe@it.uu.se"
 
 [eriksson.homepages]
 
 [nipkow]
 name = "Tobias Nipkow"
 
 [nipkow.emails]
 nipkow_email = "nipkow@in.tum.de"
 
 [nipkow.homepages]
-nipkow_homepage = "http://www21.in.tum.de/~nipkow"
-nipkow_homepage1 = "http://www.in.tum.de/~nipkow/"
-nipkow_homepage2 = "http://www.in.tum.de/~nipkow"
-nipkow_homepage3 = "https://www.in.tum.de/~nipkow"
-nipkow_homepage4 = "http://www21.in.tum.de/~nipkow/"
+nipkow_homepage = "https://www21.in.tum.de/~nipkow/"
 
 [divason]
 name = "Jose Divasón"
 
 [divason.emails]
-divason_email = "jose.divasonm@unirioja.es"
-divason_email1 = "jose.divason@unirioja.es"
+divason_email = "jose.divason@unirioja.es"
 
 [divason.homepages]
-divason_homepage = "http://www.unirioja.es/cu/jodivaso"
-divason_homepage1 = "http://www.unirioja.es/cu/jodivaso/"
-divason_homepage2 = "https://www.unirioja.es/cu/jodivaso/"
+divason_homepage = "https://www.unirioja.es/cu/jodivaso/"
 
 [barsotti]
 name = "Damián Barsotti"
 
 [barsotti.emails]
 
 [barsotti.homepages]
 barsotti_homepage = "http://www.cs.famaf.unc.edu.ar/~damian/"
 
 [nagashima]
 name = "Yutaka Nagashima"
 
 [nagashima.emails]
 nagashima_email = "Yutaka.Nagashima@data61.csiro.au"
 
 [nagashima.homepages]
 
 [avigad]
 name = "Jeremy Avigad"
 
 [avigad.emails]
 avigad_email = "avigad@cmu.edu"
 
 [avigad.homepages]
 avigad_homepage = "http://www.andrew.cmu.edu/user/avigad/"
 
 [abdulaziz]
 name = "Mohammad Abdulaziz"
 
 [abdulaziz.emails]
-abdulaziz_email = "mansour@in.tum.de"
+abdulaziz_email = "mohammad.abdulaziz@in.tum.de"
 abdulaziz_email1 = "mohammad.abdulaziz8@gmail.com"
-abdulaziz_email2 = "mohammad.abdulaziz@in.tum.de"
 
 [abdulaziz.homepages]
 abdulaziz_homepage = "http://home.in.tum.de/~mansour/"
 
 [kuncar]
 name = "Ondřej Kunčar"
 
 [kuncar.emails]
 
 [kuncar.homepages]
 kuncar_homepage = "http://www21.in.tum.de/~kuncar/"
 
 [borgstroem]
 name = "Johannes Borgström"
 
 [borgstroem.emails]
 borgstroem_email = "johannes.borgstrom@it.uu.se"
 
 [borgstroem.homepages]
 
 [kurz]
 name = "Friedrich Kurz"
 
 [kurz.emails]
 kurz_email = "friedrich.kurz@tum.de"
 
 [kurz.homepages]
 
 [noschinski]
 name = "Lars Noschinski"
 
 [noschinski.emails]
 noschinski_email = "noschinl@gmail.com"
 
 [noschinski.homepages]
 noschinski_homepage = "http://www21.in.tum.de/~noschinl/"
 
 [liy]
 name = "Yangjia Li"
 
 [liy.emails]
 
 [liy.homepages]
 
 [wimmer]
 name = "Simon Wimmer"
 
 [wimmer.emails]
 wimmer_email = "simon.wimmer@tum.de"
-wimmer_email1 = "wimmers@in.tum.de"
 
 [wimmer.homepages]
-wimmer_homepage = "http://in.tum.de/~wimmers"
-wimmer_homepage1 = "http://home.in.tum.de/~wimmers/"
+wimmer_homepage = "http://home.in.tum.de/~wimmers/"
 
 [gammie]
 name = "Peter Gammie"
 
 [gammie.emails]
 gammie_email = "peteg42@gmail.com"
 
 [gammie.homepages]
 gammie_homepage = "http://peteg.org"
 
 [snelting]
 name = "Gregor Snelting"
 
 [snelting.emails]
 
 [snelting.homepages]
 snelting_homepage = "http://pp.info.uni-karlsruhe.de/personhp/gregor_snelting.php"
 
 [stark]
 name = "Eugene W. Stark"
 
 [stark.emails]
 stark_email = "stark@cs.stonybrook.edu"
 
 [stark.homepages]
 
 [engelhardt]
 name = "Kai Engelhardt"
 
 [engelhardt.emails]
 
 [engelhardt.homepages]
 
 [fleury]
 name = "Mathias Fleury"
 
 [fleury.emails]
 fleury_email = "fleury@mpi-inf.mpg.de"
 fleury_email1 = "mathias.fleury@jku.at"
 
 [fleury.homepages]
 fleury_homepage = "http://fmv.jku.at/fleury"
 
 [griebel]
 name = "Simon Griebel"
 
 [griebel.emails]
 griebel_email = "s.griebel@tum.de"
 
 [griebel.homepages]
 
 [zhang]
 name = "Yu Zhang"
 
 [zhang.emails]
 
 [zhang.homepages]
 
 [spichkova]
 name = "Maria Spichkova"
 
 [spichkova.emails]
 spichkova_email = "maria.spichkova@rmit.edu.au"
 
 [spichkova.homepages]
 
 [andronick]
 name = "June Andronick"
 
 [andronick.emails]
 
 [andronick.homepages]
 
 [lammich]
 name = "Peter Lammich"
 
 [lammich.emails]
 lammich_email = "lammich@in.tum.de"
 lammich_email1 = "peter.lammich@uni-muenster.de"
 
 [lammich.homepages]
 lammich_homepage = "http://www21.in.tum.de/~lammich"
 
 [maricf]
 name = "Filip Marić"
 
 [maricf.emails]
 maricf_email = "filip@matf.bg.ac.rs"
 
 [maricf.homepages]
 maricf_homepage = "http://www.matf.bg.ac.rs/~filip"
-maricf_homepage1 = "http://poincare.matf.bg.ac.rs/~filip/"
 
 [popescu]
 name = "Andrei Popescu"
 
 [popescu.emails]
 popescu_email = "a.popescu@sheffield.ac.uk"
 popescu_email1 = "uuomul@yahoo.com"
 popescu_email2 = "a.popescu@mdx.ac.uk"
 
 [popescu.homepages]
 popescu_homepage = "https://www.andreipopescu.uk"
 
 [chen]
 name = "L. Chen"
 
 [chen.emails]
 
 [chen.homepages]
 
 [helke]
 name = "Steffen Helke"
 
 [helke.emails]
 helke_email = "helke@cs.tu-berlin.de"
 
 [helke.homepages]
 
 [pohjola]
 name = "Johannes Åman Pohjola"
 
 [pohjola.emails]
 
 [pohjola.homepages]
 
 [yingm]
 name = "Mingsheng Ying"
 
 [yingm.emails]
 
 [yingm.homepages]
 
 [fosterj]
 name = "J. Nathan Foster"
 
 [fosterj.emails]
 
 [fosterj.homepages]
 fosterj_homepage = "http://www.cs.cornell.edu/~jnfoster/"
 
 [verbeek]
 name = "Freek Verbeek"
 
 [verbeek.emails]
 verbeek_email = "Freek.Verbeek@ou.nl"
 verbeek_email1 = "freek@vt.edu"
 
 [verbeek.homepages]
 
 [struth]
 name = "Georg Struth"
 
 [struth.emails]
 struth_email = "g.struth@sheffield.ac.uk"
-struth_email1 = "g.struth@dcs.shef.ac.uk"
 
 [struth.homepages]
-struth_homepage = "http://www.dcs.shef.ac.uk/~georg"
-struth_homepage1 = "http://staffwww.dcs.shef.ac.uk/people/G.Struth/"
+struth_homepage = "http://staffwww.dcs.shef.ac.uk/people/G.Struth/"
 
 [mitsch]
 name = "Stefan Mitsch"
 
 [mitsch.emails]
 mitsch_email = "smitsch@cs.cmu.edu"
 
 [mitsch.homepages]
 
 [nordhoff]
 name = "Benedikt Nordhoff"
 
 [nordhoff.emails]
 nordhoff_email = "b.n@wwu.de"
 nordhoff_email1 = "b_nord01@uni-muenster.de"
 
 [nordhoff.homepages]
 
 [kirchner]
 name = "Daniel Kirchner"
 
 [kirchner.emails]
 kirchner_email = "daniel@ekpyron.org"
 
 [kirchner.homepages]
 
 [merz]
 name = "Stephan Merz"
 
 [merz.emails]
 merz_email = "Stephan.Merz@loria.fr"
 
 [merz.homepages]
 merz_homepage = "http://www.loria.fr/~merz"
 
 [fernandez]
 name = "Matthew Fernandez"
 
 [fernandez.emails]
 
 [fernandez.homepages]
 
 [kolanski]
 name = "Rafal Kolanski"
 
 [kolanski.emails]
 kolanski_email = "rafal.kolanski@nicta.com.au"
 
 [kolanski.homepages]
 
 [strnisa]
 name = "Rok Strniša"
 
 [strnisa.emails]
 strnisa_email = "rok@strnisa.com"
 
 [strnisa.homepages]
 strnisa_homepage = "http://rok.strnisa.com/lj/"
 
 [liuy]
 name = "Yang Liu"
 
 [liuy.emails]
 liuy_email = "yangliu@ntu.edu.sg"
 
 [liuy.homepages]
 
 [jacobsen]
 name = "Frederik Krogsdal Jacobsen"
 
 [jacobsen.emails]
 jacobsen_email = "fkjac@dtu.dk"
 
 [jacobsen.homepages]
 jacobsen_homepage = "http://people.compute.dtu.dk/fkjac/"
 
 [crighton]
 name = "Aaron Crighton"
 
 [crighton.emails]
 crighton_email = "crightoa@mcmaster.ca"
 
 [crighton.homepages]
 
 [matiyasevich]
 name = "Yuri Matiyasevich"
 
 [matiyasevich.emails]
 
 [matiyasevich.homepages]
 
 [kaliszyk]
 name = "Cezary Kaliszyk"
 
 [kaliszyk.emails]
 kaliszyk_email = "cezary.kaliszyk@uibk.ac.at"
 
 [kaliszyk.homepages]
 kaliszyk_homepage = "http://cl-informatik.uibk.ac.at/users/cek/"
-kaliszyk_homepage1 = "http://cl-informatik.uibk.ac.at/cek/"
 
 [voisin]
 name = "Frederic Voisin"
 
 [voisin.emails]
 
 [voisin.homepages]
 
 [kaufmann]
 name = "Daniela Kaufmann"
 
 [kaufmann.emails]
 
 [kaufmann.homepages]
 kaufmann_homepage = "http://fmv.jku.at/kaufmann"
 
 [milehins]
 name = "Mihails Milehins"
 
 [milehins.emails]
 milehins_email = "user9716869@gmail.com"
 milehins_email1 = "mihailsmilehins@gmail.com"
 
 [milehins.homepages]
 
 [cordwell]
 name = "Katherine Cordwell"
 
 [cordwell.emails]
 cordwell_email = "kcordwel@cs.cmu.edu"
 
 [cordwell.homepages]
 cordwell_homepage = "https://www.cs.cmu.edu/~kcordwel/"
 
 [smaus]
 name = "Jan-Georg Smaus"
 
 [smaus.emails]
 
 [smaus.homepages]
 smaus_homepage = "http://www.irit.fr/~Jan-Georg.Smaus"
 
 [sefidgar]
 name = "S. Reza Sefidgar"
 
 [sefidgar.emails]
 sefidgar_email = "reza.sefidgar@inf.ethz.ch"
 
 [sefidgar.homepages]
 
 [steinberg]
 name = "Matías Steinberg"
 
 [steinberg.emails]
 steinberg_email = "matias.steinberg@mi.unc.edu.ar"
 
 [steinberg.homepages]
 
 [furusawa]
 name = "Hitoshi Furusawa"
 
 [furusawa.emails]
 
 [furusawa.homepages]
 furusawa_homepage = "http://www.sci.kagoshima-u.ac.jp/~furusawa/"
 
 [unruh]
 name = "Dominique Unruh"
 
 [unruh.emails]
 unruh_email = "unruh@ut.ee"
 
 [unruh.homepages]
-unruh_homepage = "http://kodu.ut.ee/~unruh/"
-unruh_homepage1 = "https://www.ut.ee/~unruh/"
+unruh_homepage = "https://www.ut.ee/~unruh/"
 
 [yamada]
 name = "Akihisa Yamada"
 
 [yamada.emails]
 yamada_email = "akihisa.yamada@uibk.ac.at"
 yamada_email1 = "ayamada@trs.cm.is.nagoya-u.ac.jp"
 yamada_email2 = "akihisa.yamada@aist.go.jp"
 yamada_email3 = "akihisayamada@nii.ac.jp"
 
 [yamada.homepages]
 yamada_homepage = "http://group-mmm.org/~ayamada/"
 
 [smola]
 name = "Filip Smola"
 
 [smola.emails]
 smola_email = "f.smola@sms.ed.ac.uk"
 
 [smola.homepages]
 
 [pusch]
 name = "Cornelia Pusch"
 
 [pusch.emails]
 
 [pusch.homepages]
 
 [ogawa]
 name = "Mizuhito Ogawa"
 
 [ogawa.emails]
 
 [ogawa.homepages]
 
 [bulwahn]
 name = "Lukas Bulwahn"
 
 [bulwahn.emails]
 bulwahn_email = "lukas.bulwahn@gmail.com"
 
 [bulwahn.homepages]
 
 [obua]
 name = "Steven Obua"
 
 [obua.emails]
 obua_email = "steven@recursivemind.com"
 
 [obua.homepages]
 
 [bayer]
 name = "Jonas Bayer"
 
 [bayer.emails]
 bayer_email = "jonas.bayer999@gmail.com"
 
 [bayer.homepages]
 
 [brun]
 name = "Matthias Brun"
 
 [brun.emails]
 brun_email = "matthias.brun@inf.ethz.ch"
 
 [brun.homepages]
 
 [aransay]
 name = "Jesús Aransay"
 
 [aransay.emails]
 aransay_email = "jesus-maria.aransay@unirioja.es"
 
 [aransay.homepages]
-aransay_homepage = "http://www.unirioja.es/cu/jearansa"
-aransay_homepage1 = "https://www.unirioja.es/cu/jearansa"
+aransay_homepage = "https://www.unirioja.es/cu/jearansa"
 
 [gioiosa]
 name = "Gianpaolo Gioiosa"
 
 [gioiosa.emails]
 
 [gioiosa.homepages]
 
 [karayel]
 name = "Emin Karayel"
 
 [karayel.emails]
 karayel_email = "me@eminkarayel.de"
 karayel_email1 = "eminkarayel@google.com"
 
 [karayel.homepages]
 karayel_homepage = "https://orcid.org/0000-0003-3290-5034"
 
 [koller]
 name = "Lukas Koller"
 
 [koller.emails]
 koller_email = "lukas.koller@tum.de"
 
 [koller.homepages]
 
 [starosta]
 name = "Štěpán Starosta"
 
 [starosta.emails]
 starosta_email = "stepan.starosta@fit.cvut.cz"
 
 [starosta.homepages]
 starosta_homepage = "https://users.fit.cvut.cz/~staroste/"
 
 [zhangx]
 name = "Xingyuan Zhang"
 
 [zhangx.emails]
 
 [zhangx.homepages]
 
 [katovsky]
 name = "Alexander Katovsky"
 
 [katovsky.emails]
 katovsky_email = "apk32@cam.ac.uk"
 katovsky_email1 = "alexander.katovsky@cantab.net"
 
 [katovsky.homepages]
 
 [roessle]
 name = "Ian Roessle"
 
 [roessle.emails]
 
 [roessle.homepages]
 
 [schoepf]
 name = "Jonas Schöpf"
 
 [schoepf.emails]
 schoepf_email = "jonas.schoepf@uibk.ac.at"
 
 [schoepf.homepages]
 
 [gheri]
 name = "Lorenzo Gheri"
 
 [gheri.emails]
 gheri_email = "lor.gheri@gmail.com"
 
 [gheri.homepages]
 
 [oosterhuis]
 name = "Roelof Oosterhuis"
 
 [oosterhuis.emails]
 oosterhuis_email = "roelofoosterhuis@gmail.com"
 
 [oosterhuis.homepages]
 
 [robillard]
 name = "Simon Robillard"
 
 [robillard.emails]
 
 [robillard.homepages]
 robillard_homepage = "https://simon-robillard.net/"
 
 [rauch]
 name = "Nicole Rauch"
 
 [rauch.emails]
 rauch_email = "rauch@informatik.uni-kl.de"
 
 [rauch.homepages]
 
 [wolff]
 name = "Burkhart Wolff"
 
 [wolff.emails]
-wolff_email = "wolff@lri.fr"
-wolff_email1 = "burkhart.wolff@lri.fr"
+wolff_email = "burkhart.wolff@lri.fr"
 
 [wolff.homepages]
 wolff_homepage = "https://www.lri.fr/~wolff/"
 
 [lattuada]
 name = "Andrea Lattuada"
 
 [lattuada.emails]
 
 [lattuada.homepages]
 lattuada_homepage = "https://andrea.lattuada.me"
 
 [pierzchalski]
 name = "Edward Pierzchalski"
 
 [pierzchalski.emails]
 
 [pierzchalski.homepages]
 
 [chaieb]
 name = "Amine Chaieb"
 
 [chaieb.emails]
 
 [chaieb.homepages]
 
 [raszyk]
 name = "Martin Raszyk"
 
 [raszyk.emails]
 raszyk_email = "martin.raszyk@inf.ethz.ch"
 raszyk_email1 = "m.raszyk@gmail.com"
 
 [raszyk.homepages]
 
 [zee]
 name = "Karen Zee"
 
 [zee.emails]
 zee_email = "kkz@mit.edu"
 
 [zee.homepages]
 zee_homepage = "http://www.mit.edu/~kkz/"
 
 [jensen]
 name = "Alexander Birch Jensen"
 
 [jensen.emails]
 jensen_email = "aleje@dtu.dk"
 
 [jensen.homepages]
 jensen_homepage = "https://people.compute.dtu.dk/aleje/"
 
 [murray]
 name = "Toby Murray"
 
 [murray.emails]
 murray_email = "toby.murray@unimelb.edu.au"
 
 [murray.homepages]
-murray_homepage = "http://people.eng.unimelb.edu.au/tobym/"
-murray_homepage1 = "https://people.eng.unimelb.edu.au/tobym/"
+murray_homepage = "https://people.eng.unimelb.edu.au/tobym/"
 
 [hupel]
 name = "Lars Hupel"
 
 [hupel.emails]
 hupel_email = "hupel@in.tum.de"
 hupel_email1 = "lars@hupel.info"
 
 [hupel.homepages]
 hupel_homepage = "https://www21.in.tum.de/~hupel/"
 hupel_homepage1 = "https://lars.hupel.info/"
 
 [rowat]
 name = "Colin Rowat"
 
 [rowat.emails]
 rowat_email = "c.rowat@bham.ac.uk"
 
 [rowat.homepages]
 
 [schneider]
 name = "Joshua Schneider"
 
 [schneider.emails]
 schneider_email = "joshua.schneider@inf.ethz.ch"
 
 [schneider.homepages]
 
 [cousin]
 name = "Marie Cousin"
 
 [cousin.emails]
 cousin_email = "marie.cousin@grenoble-inp.org"
 
 [cousin.homepages]
 
 [parsert]
 name = "Julian Parsert"
 
 [parsert.emails]
 parsert_email = "julian.parsert@gmail.com"
 parsert_email1 = "julian.parsert@uibk.ac.at"
 
 [parsert.homepages]
 parsert_homepage = "http://www.parsert.com/"
 
 [aehlig]
 name = "Klaus Aehlig"
 
 [aehlig.emails]
 
 [aehlig.homepages]
 aehlig_homepage = "http://www.linta.de/~aehlig/"
 
 [argyraki]
 name = "Angeliki Koutsoukou-Argyraki"
 
 [argyraki.emails]
 argyraki_email = "ak2110@cam.ac.uk"
 
 [argyraki.homepages]
 argyraki_homepage = "https://www.cl.cam.ac.uk/~ak2110/"
-argyraki_homepage1 = "http://www.cl.cam.ac.uk/~ak2110/"
 argyraki_homepage2 = "https://www.cst.cam.ac.uk/people/ak2110"
 
 [ye]
 name = "Lina Ye"
 
 [ye.emails]
 ye_email = "lina.ye@lri.fr"
 
 [ye.homepages]
 
 [moeller]
 name = "Bernhard Möller"
 
 [moeller.emails]
 
 [moeller.homepages]
 moeller_homepage = "https://www.informatik.uni-augsburg.de/en/chairs/dbis/pmi/staff/moeller/"
 
 [zankl]
 name = "Harald Zankl"
 
 [zankl.emails]
 zankl_email = "Harald.Zankl@uibk.ac.at"
 
 [zankl.homepages]
 zankl_homepage = "http://cl-informatik.uibk.ac.at/users/hzankl"
 
 [langenstein]
 name = "Bruno Langenstein"
 
 [langenstein.emails]
 langenstein_email = "langenstein@dfki.de"
 
 [langenstein.homepages]
 
 [breitner]
 name = "Joachim Breitner"
 
 [breitner.emails]
 breitner_email = "mail@joachim-breitner.de"
 breitner_email1 = "joachim@cis.upenn.edu"
 
 [breitner.homepages]
 breitner_homepage = "http://pp.ipd.kit.edu/~breitner"
 
 [thommes]
 name = "Joseph Thommes"
 
 [thommes.emails]
 thommes_email = "joseph-thommes@gmx.de"
 
 [thommes.homepages]
 
 [loibl]
 name = "Matthias Loibl"
 
 [loibl.emails]
 
 [loibl.homepages]
 
 [cock]
 name = "David Cock"
 
 [cock.emails]
 cock_email = "david.cock@nicta.com.au"
 
 [cock.homepages]
 
 [stuewe]
 name = "Daniel Stüwe"
 
 [stuewe.emails]
 
 [stuewe.homepages]
 
 [decova]
 name = "Sára Decova"
 
 [decova.emails]
 
 [decova.homepages]
 
 [nikiforov]
 name = "Denis Nikiforov"
 
 [nikiforov.emails]
 nikiforov_email = "denis.nikif@gmail.com"
 
 [nikiforov.homepages]
 
 [traytel]
 name = "Dmitriy Traytel"
 
 [traytel.emails]
 traytel_email = "traytel@in.tum.de"
 traytel_email1 = "traytel@inf.ethz.ch"
 traytel_email2 = "traytel@di.ku.dk"
 
 [traytel.homepages]
-traytel_homepage = "https://traytel.bitbucket.io"
-traytel_homepage1 = "https://traytel.bitbucket.io/"
+traytel_homepage = "https://traytel.bitbucket.io/"
 
 [tverdyshev]
 name = "Sergey Tverdyshev"
 
 [tverdyshev.emails]
 tverdyshev_email = "stv@sysgo.com"
 
 [tverdyshev.homepages]
 
 [wassell]
 name = "Mark Wassell"
 
 [wassell.emails]
 wassell_email = "mpwassell@gmail.com"
 
 [wassell.homepages]
 
 [ijbema]
 name = "Mark Ijbema"
 
 [ijbema.emails]
 ijbema_email = "ijbema@fmf.nl"
 
 [ijbema.homepages]
 
 [wirt]
 name = "Kai Wirt"
 
 [wirt.emails]
 
 [wirt.homepages]
 
 [matache]
 name = "Cristina Matache"
 
 [matache.emails]
 matache_email = "cris.matache@gmail.com"
 
 [matache.homepages]
 
 [ito]
 name = "Yosuke Ito"
 
 [ito.emails]
 ito_email = "glacier345@gmail.com"
 
 [ito.homepages]
 
 [maric]
 name = "Ognjen Marić"
 
 [maric.emails]
 maric_email = "ogi.afp@mynosefroze.com"
 
 [maric.homepages]
 
 [heimes]
 name = "Lukas Heimes"
 
 [heimes.emails]
 heimes_email = "heimesl@student.ethz.ch"
 
 [heimes.homepages]
 
 [parrow]
 name = "Joachim Parrow"
 
 [parrow.emails]
 parrow_email = "joachim.parrow@it.uu.se"
 
 [parrow.homepages]
 
 [naraschewski]
 name = "Wolfgang Naraschewski"
 
 [naraschewski.emails]
 
 [naraschewski.homepages]
 
 [amani]
 name = "Sidney Amani"
 
 [amani.emails]
 amani_email = "sidney.amani@data61.csiro.au"
 
 [amani.homepages]
 
 [palmer]
 name = "Jake Palmer"
 
 [palmer.emails]
 palmer_email = "jake.palmer@ed.ac.uk"
 
 [palmer.homepages]
 
 [bockenek]
 name = "Joshua Bockenek"
 
 [bockenek.emails]
 
 [bockenek.homepages]
 
 [lachnitt]
 name = "Hanna Lachnitt"
 
 [lachnitt.emails]
 lachnitt_email = "lachnitt@stanford.edu"
 
 [lachnitt.homepages]
 
 [rabe]
 name = "Markus N. Rabe"
 
 [rabe.emails]
 
 [rabe.homepages]
 rabe_homepage = "http://www.react.uni-saarland.de/people/rabe.html"
 
 [munive]
 name = "Jonathan Julian Huerta y Munive"
 
 [munive.emails]
 munive_email = "jjhuertaymunive1@sheffield.ac.uk"
 munive_email1 = "jonjulian23@gmail.com"
 
 [munive.homepages]
 
 [gouezel]
 name = "Sebastien Gouezel"
 
 [gouezel.emails]
 gouezel_email = "sebastien.gouezel@univ-rennes1.fr"
 
 [gouezel.homepages]
 gouezel_homepage = "http://www.math.sciences.univ-nantes.fr/~gouezel/"
 
 [brucker]
 name = "Achim D. Brucker"
 
 [brucker.emails]
 brucker_email = "a.brucker@exeter.ac.uk"
 brucker_email1 = "brucker@spamfence.net"
 brucker_email2 = "adbrucker@0x5f.org"
 
 [brucker.homepages]
 brucker_homepage = "https://www.brucker.ch/"
-brucker_homepage1 = "https://www.brucker.ch"
 
 [sato]
 name = "Tetsuya Sato"
 
 [sato.emails]
 sato_email = "tsato@c.titech.ac.jp"
 
 [sato.homepages]
 sato_homepage = "https://sites.google.com/view/tetsuyasato/"
 
 [huffman]
 name = "Brian Huffman"
 
 [huffman.emails]
 huffman_email = "huffman@in.tum.de"
 huffman_email1 = "brianh@cs.pdx.edu"
 
 [huffman.homepages]
-huffman_homepage = "http://web.cecs.pdx.edu/~brianh/"
-huffman_homepage1 = "http://cs.pdx.edu/~brianh"
+huffman_homepage = "http://cs.pdx.edu/~brianh/"
 
 [fleuriot]
 name = "Jacques D. Fleuriot"
 
 [fleuriot.emails]
 fleuriot_email = "Jacques.Fleuriot@ed.ac.uk"
 fleuriot_email1 = "jdf@ed.ac.uk"
 
 [fleuriot.homepages]
 fleuriot_homepage = "https://www.inf.ed.ac.uk/people/staff/Jacques_Fleuriot.html"
 
 [hess]
 name = "Andreas V. Hess"
 
 [hess.emails]
 hess_email = "avhe@dtu.dk"
 hess_email1 = "andreasvhess@gmail.com"
 
 [hess.homepages]
 
 [marmsoler]
 name = "Diego Marmsoler"
 
 [marmsoler.emails]
 marmsoler_email = "diego.marmsoler@tum.de"
 
 [marmsoler.homepages]
 marmsoler_homepage = "http://marmsoler.com"
 
 [hibon]
 name = "Quentin Hibon"
 
 [hibon.emails]
 hibon_email = "qh225@cl.cam.ac.uk"
 
 [hibon.homepages]
 
 [tasch]
 name = "Markus Tasch"
 
 [tasch.emails]
 tasch_email = "tasch@mais.informatik.tu-darmstadt.de"
 
 [tasch.homepages]
 
 [doty]
 name = "Matthew Wampler-Doty"
 
 [doty.emails]
 
 [doty.homepages]
 
 [berghofer]
 name = "Stefan Berghofer"
 
 [berghofer.emails]
 berghofer_email = "berghofe@in.tum.de"
 
 [berghofer.homepages]
 berghofer_homepage = "http://www.in.tum.de/~berghofe"
 
 [hirata]
 name = "Michikazu Hirata"
 
 [hirata.emails]
 hirata_email = "hirata.m.ac@m.titech.ac.jp"
 
 [hirata.homepages]
 
 [sylvestre]
 name = "Jeremy Sylvestre"
 
 [sylvestre.emails]
 sylvestre_email = "jeremy.sylvestre@ualberta.ca"
 sylvestre_email1 = "jsylvest@ualberta.ca"
 
 [sylvestre.homepages]
 sylvestre_homepage = "http://ualberta.ca/~jsylvest/"
 
 [lindenberg]
 name = "Christina Lindenberg"
 
 [lindenberg.emails]
 
 [lindenberg.homepages]
 
 [joosten]
 name = "Sebastiaan J. C. Joosten"
 
 [joosten.emails]
 joosten_email = "sebastiaan.joosten@uibk.ac.at"
 joosten_email1 = "sjcjoosten@gmail.com"
 joosten_email2 = "s.j.c.joosten@utwente.nl"
 
 [joosten.homepages]
-joosten_homepage = "https://sjcjoosten.nl"
-joosten_homepage1 = "https://sjcjoosten.nl/"
+joosten_homepage = "https://sjcjoosten.nl/"
 
 [blumson]
 name = "Ben Blumson"
 
 [blumson.emails]
 blumson_email = "benblumson@gmail.com"
 
 [blumson.homepages]
-blumson_homepage = "https://philpapers.org/profile/805"
-blumson_homepage1 = "https://philpeople.org/profiles/ben-blumson"
+blumson_homepage = "https://philpeople.org/profiles/ben-blumson"
 
 [hosking]
 name = "Tony Hosking"
 
 [hosking.emails]
 
 [hosking.homepages]
 hosking_homepage = "https://www.cs.purdue.edu/homes/hosking/"
 
 [preoteasa]
 name = "Viorel Preoteasa"
 
 [preoteasa.emails]
 preoteasa_email = "viorel.preoteasa@aalto.fi"
 
 [preoteasa.homepages]
 preoteasa_homepage = "http://users.abo.fi/vpreotea/"
 
 [gutkovas]
 name = "Ramunas Gutkovas"
 
 [gutkovas.emails]
 gutkovas_email = "ramunas.gutkovas@it.uu.se"
 
 [gutkovas.homepages]
 
 [minamide]
 name = "Yasuhiko Minamide"
 
 [minamide.emails]
 minamide_email = "minamide@is.titech.ac.jp"
 
 [minamide.homepages]
 minamide_homepage = "https://sv.c.titech.ac.jp/minamide/index.en.html"
 
 [waldmann]
 name = "Uwe Waldmann"
 
 [waldmann.emails]
 waldmann_email = "waldmann@mpi-inf.mpg.de"
-waldmann_email1 = "uwe@mpi-inf.mpg.de"
 
 [waldmann.homepages]
 
 [lewis]
 name = "Corey Lewis"
 
 [lewis.emails]
 lewis_email = "corey.lewis@data61.csiro.au"
 
 [lewis.homepages]
 
 [peters]
 name = "Kirstin Peters"
 
 [peters.emails]
 peters_email = "kirstin.peters@tu-berlin.de"
 
 [peters.homepages]
 
 [ortner]
 name = "Veronika Ortner"
 
 [ortner.emails]
 
 [ortner.homepages]
 
 [fiedler]
 name = "Ben Fiedler"
 
 [fiedler.emails]
 fiedler_email = "ben.fiedler@inf.ethz.ch"
 
 [fiedler.homepages]
 
 [becker]
 name = "Heiko Becker"
 
 [becker.emails]
 becker_email = "hbecker@mpi-sws.org"
 
 [becker.homepages]
 
 [bracevac]
 name = "Oliver Bračevac"
 
 [bracevac.emails]
 bracevac_email = "bracevac@st.informatik.tu-darmstadt.de"
 
 [bracevac.homepages]
 
 [bohrer]
 name = "Rose Bohrer"
 
 [bohrer.emails]
 bohrer_email = "rose.bohrer.cs@gmail.com"
 
 [bohrer.homepages]
 
 [londono]
 name = "Alejandro Gómez-Londoño"
 
 [londono.emails]
 londono_email = "alejandro.gomez@chalmers.se"
 
 [londono.homepages]
 
 [armstrong]
 name = "Alasdair Armstrong"
 
 [armstrong.emails]
 
 [armstrong.homepages]
 
 [glabbeek]
 name = "Rob van Glabbeek"
 
 [glabbeek.emails]
 
 [glabbeek.homepages]
 glabbeek_homepage = "http://theory.stanford.edu/~rvg/"
 
 [jiangd]
 name = "Dongchen Jiang"
 
 [jiangd.emails]
 jiangd_email = "dongchenjiang@googlemail.com"
 
 [jiangd.homepages]
 
 [meis]
 name = "Rene Meis"
 
 [meis.emails]
 meis_email = "rene.meis@uni-muenster.de"
 meis_email1 = "rene.meis@uni-due.de"
 
 [meis.homepages]
 
 [hofmann]
 name = "Martin Hofmann"
 
 [hofmann.emails]
 
 [hofmann.homepages]
 hofmann_homepage = "http://www.tcs.informatik.uni-muenchen.de/~mhofmann"
 
 [kerber]
 name = "Manfred Kerber"
 
 [kerber.emails]
 kerber_email = "mnfrd.krbr@gmail.com"
 
 [kerber.homepages]
 kerber_homepage = "http://www.cs.bham.ac.uk/~mmk"
 
 [linker]
 name = "Sven Linker"
 
 [linker.emails]
 linker_email = "s.linker@liverpool.ac.uk"
 
 [linker.homepages]
 
 [balbach]
 name = "Frank J. Balbach"
 
 [balbach.emails]
 balbach_email = "frank-balbach@gmx.de"
 
 [balbach.homepages]
 
 [weber]
 name = "Tjark Weber"
 
 [weber.emails]
 weber_email = "tjark.weber@it.uu.se"
 
 [weber.homepages]
 weber_homepage = "http://user.it.uu.se/~tjawe125/"
 
 [hellauer]
 name = "Fabian Hellauer"
 
 [hellauer.emails]
 hellauer_email = "hellauer@in.tum.de"
 
 [hellauer.homepages]
 
 [reiter]
 name = "Markus Reiter"
 
 [reiter.emails]
 
 [reiter.homepages]
 
 [herzberg]
 name = "Michael Herzberg"
 
 [herzberg.emails]
 herzberg_email = "mail@michael-herzberg.de"
 
 [herzberg.homepages]
 herzberg_homepage = "http://www.dcs.shef.ac.uk/cgi-bin/makeperson?M.Herzberg"
 
 [overbeek]
 name = "Roy Overbeek"
 
 [overbeek.emails]
 overbeek_email = "Roy.Overbeek@cwi.nl"
 
 [overbeek.homepages]
 
 [koerner]
 name = "Stefan Körner"
 
 [koerner.emails]
 koerner_email = "s_koer03@uni-muenster.de"
 
 [koerner.homepages]
 
 [tan]
 name = "Yong Kiam Tan"
 
 [tan.emails]
 tan_email = "yongkiat@cs.cmu.edu"
 
 [tan.homepages]
 tan_homepage = "https://www.cs.cmu.edu/~yongkiat/"
 
 [esparza]
 name = "Javier Esparza"
 
 [esparza.emails]
 
 [esparza.homepages]
 esparza_homepage = "https://www7.in.tum.de/~esparza/"
 
 [platzer]
 name = "André Platzer"
 
 [platzer.emails]
 platzer_email = "aplatzer@cs.cmu.edu"
 
 [platzer.homepages]
 platzer_homepage = "https://www.cs.cmu.edu/~aplatzer/"
-platzer_homepage1 = "http://www.cs.cmu.edu/~aplatzer/"
 
 [matichuk]
 name = "Daniel Matichuk"
 
 [matichuk.emails]
 
 [matichuk.homepages]
 
 [rawson]
 name = "Michael Rawson"
 
 [rawson.emails]
 rawson_email = "michaelrawson76@gmail.com"
 rawson_email1 = "mr644@cam.ac.uk"
 
 [rawson.homepages]
 
 [bisping]
 name = "Benjamin Bisping"
 
 [bisping.emails]
 bisping_email = "benjamin.bisping@campus.tu-berlin.de"
 
 [bisping.homepages]
 
 [sanan]
 name = "David Sanan"
 
 [sanan.emails]
 sanan_email = "sanan@ntu.edu.sg"
 
 [sanan.homepages]
 
 [jungnickel]
 name = "Tim Jungnickel"
 
 [jungnickel.emails]
 jungnickel_email = "tim.jungnickel@tu-berlin.de"
 
 [jungnickel.homepages]
 
 [ammer]
 name = "Thomas Ammer"
 
 [ammer.emails]
 
 [ammer.homepages]
 
 [mulligan]
 name = "Dominic P. Mulligan"
 
 [mulligan.emails]
 mulligan_email = "dominic.p.mulligan@googlemail.com"
 mulligan_email1 = "Dominic.Mulligan@arm.com"
 
 [mulligan.homepages]
 
 [georgescu]
 name = "George Georgescu"
 
 [georgescu.emails]
 
 [georgescu.homepages]
 
 [aissat]
 name = "Romain Aissat"
 
 [aissat.emails]
 
 [aissat.homepages]
 
 [gore]
 name = "Rajeev Gore"
 
 [gore.emails]
 gore_email = "rajeev.gore@anu.edu.au"
 
 [gore.homepages]
 
 [gomes]
 name = "Victor B. F. Gomes"
 
 [gomes.emails]
 gomes_email = "victor.gomes@cl.cam.ac.uk"
-gomes_email1 = "vb358@cam.ac.uk"
 gomes_email2 = "victorborgesfg@gmail.com"
-gomes_email3 = "vb358@cl.cam.ac.uk"
 gomes_email4 = "vborgesferreiragomes1@sheffield.ac.uk"
 
 [gomes.homepages]
 gomes_homepage = "http://www.dcs.shef.ac.uk/~victor"
 
 [trachtenherz]
 name = "David Trachtenherz"
 
 [trachtenherz.emails]
 
 [trachtenherz.homepages]
 
 [lohner]
 name = "Denis Lohner"
 
 [lohner.emails]
 lohner_email = "denis.lohner@kit.edu"
 
 [lohner.homepages]
 lohner_homepage = "http://pp.ipd.kit.edu/person.php?id=88"
 
 [richter]
 name = "Stefan Richter"
 
 [richter.emails]
 richter_email = "richter@informatik.rwth-aachen.de"
 
 [richter.homepages]
 richter_homepage = "http://www-lti.informatik.rwth-aachen.de/~richter/"
 
 [nemeti]
 name = "István Németi"
 
 [nemeti.emails]
 
 [nemeti.homepages]
 nemeti_homepage = "http://www.renyi.hu/~nemeti/"
 
 [bentkamp]
 name = "Alexander Bentkamp"
 
 [bentkamp.emails]
 bentkamp_email = "bentkamp@gmail.com"
 bentkamp_email1 = "a.bentkamp@vu.nl"
 
 [bentkamp.homepages]
 bentkamp_homepage = "https://www.cs.vu.nl/~abp290/"
 
 [zeyda]
 name = "Frank Zeyda"
 
 [zeyda.emails]
 zeyda_email = "frank.zeyda@york.ac.uk"
 
 [zeyda.homepages]
 
 [tuerk]
 name = "Thomas Tuerk"
 
 [tuerk.emails]
 
 [tuerk.homepages]
 
 [ribeiro]
 name = "Pedro Ribeiro"
 
 [ribeiro.emails]
 
 [ribeiro.homepages]
 
 [raedle]
 name = "Jonas Rädle"
 
 [raedle.emails]
 raedle_email = "jonas.raedle@gmail.com"
 raedle_email1 = "jonas.raedle@tum.de"
 
 [raedle.homepages]
 
 [peltier]
 name = "Nicolas Peltier"
 
 [peltier.emails]
 peltier_email = "Nicolas.Peltier@imag.fr"
 
 [peltier.homepages]
 peltier_homepage = "http://membres-lig.imag.fr/peltier/"
 
 [kappelmann]
 name = "Kevin Kappelmann"
 
 [kappelmann.emails]
 kappelmann_email = "kevin.kappelmann@tum.de"
 
 [kappelmann.homepages]
 kappelmann_homepage = "https://www21.in.tum.de/team/kappelmk/"
 
 [hoelzl]
 name = "Johannes Hölzl"
 
 [hoelzl.emails]
 hoelzl_email = "hoelzl@in.tum.de"
 
 [hoelzl.homepages]
-hoelzl_homepage = "http://in.tum.de/~hoelzl"
-hoelzl_homepage1 = "http://home.in.tum.de/~hoelzl"
+hoelzl_homepage = "http://home.in.tum.de/~hoelzl"
 
 [ballarin]
 name = "Clemens Ballarin"
 
 [ballarin.emails]
 ballarin_email = "ballarin@in.tum.de"
 
 [ballarin.homepages]
 ballarin_homepage = "http://www21.in.tum.de/~ballarin/"
 
 [wu]
 name = "Chunhan Wu"
 
 [wu.emails]
 
 [wu.homepages]
 
 [paulson]
 name = "Lawrence C. Paulson"
 
 [paulson.emails]
 paulson_email = "lp15@cam.ac.uk"
-paulson_email1 = "lcp@cl.cam.ac.uk"
 
 [paulson.homepages]
-paulson_homepage = "http://www.cl.cam.ac.uk/~lp15/"
-paulson_homepage1 = "https://www.cl.cam.ac.uk/~lp15/"
+paulson_homepage = "https://www.cl.cam.ac.uk/~lp15/"
 
 [paleo]
 name = "Bruno Woltzenlogel Paleo"
 
 [paleo.emails]
 
 [paleo.homepages]
 paleo_homepage = "http://www.logic.at/staff/bruno/"
 
 [wagner]
 name = "Max Wagner"
 
 [wagner.emails]
 wagner_email = "max@trollbu.de"
 
 [wagner.homepages]
 
 [lochbihler]
 name = "Andreas Lochbihler"
 
 [lochbihler.emails]
 lochbihler_email = "andreas.lochbihler@digitalasset.com"
 lochbihler_email1 = "mail@andreas-lochbihler.de"
 
 [lochbihler.homepages]
-lochbihler_homepage = "http://www.andreas-lochbihler.de"
-lochbihler_homepage1 = "http://www.andreas-lochbihler.de/"
+lochbihler_homepage = "http://www.andreas-lochbihler.de/"
 
 [porter]
 name = "Benjamin Porter"
 
 [porter.emails]
 
 [porter.homepages]
 
 [boehme]
 name = "Sascha Böhme"
 
 [boehme.emails]
 boehme_email = "boehmes@in.tum.de"
 
 [boehme.homepages]
 boehme_homepage = "http://www21.in.tum.de/~boehmes/"
 
 [hou]
 name = "Zhe Hou"
 
 [hou.emails]
 hou_email = "zhe.hou@ntu.edu.sg"
 
 [hou.homepages]
 
 [mitchell]
 name = "Neil Mitchell"
 
 [mitchell.emails]
 
 [mitchell.homepages]
 
 [gay]
 name = "Richard Gay"
 
 [gay.emails]
 gay_email = "gay@mais.informatik.tu-darmstadt.de"
 
 [gay.homepages]
 
 [oldenburg]
 name = "Lennart Oldenburg"
 
 [oldenburg.emails]
 
 [oldenburg.homepages]
 
 [lochmann]
 name = "Alexander Lochmann"
 
 [lochmann.emails]
 lochmann_email = "alexander.lochmann@uibk.ac.at"
 
 [lochmann.homepages]
 
 [lim]
 name = "Japheth Lim"
 
 [lim.emails]
 
 [lim.homepages]
 
 [keinholz]
 name = "Jonas Keinholz"
 
 [keinholz.emails]
 
 [keinholz.homepages]
 
 [taylor]
 name = "Ramsay G. Taylor"
 
 [taylor.emails]
 taylor_email = "r.g.taylor@sheffield.ac.uk"
 
 [taylor.homepages]
 
 [bauereiss]
 name = "Thomas Bauereiss"
 
 [bauereiss.emails]
 bauereiss_email = "thomas@bauereiss.name"
 
 [bauereiss.homepages]
 
 [lee]
 name = "Holden Lee"
 
 [lee.emails]
 lee_email = "holdenl@princeton.edu"
 
 [lee.homepages]
 
 [weerwag]
 name = "Timmy Weerwag"
 
 [weerwag.emails]
 
 [weerwag.homepages]
 
 [sudhof]
 name = "Henry Sudhof"
 
 [sudhof.emails]
 sudhof_email = "hsudhof@cs.tu-berlin.de"
 
 [sudhof.homepages]
 
 [nedzelsky]
 name = "Michael Nedzelsky"
 
 [nedzelsky.emails]
 nedzelsky_email = "MichaelNedzelsky@yandex.ru"
 
 [nedzelsky.homepages]
 
 [romanos]
 name = "Ralph Romanos"
 
 [romanos.emails]
 romanos_email = "ralph.romanos@student.ecp.fr"
 
 [romanos.homepages]
 
 [doczkal]
 name = "Christian Doczkal"
 
 [doczkal.emails]
 doczkal_email = "doczkal@ps.uni-saarland.de"
 
 [doczkal.homepages]
 
 [buyse]
 name = "Maxime Buyse"
 
 [buyse.emails]
 buyse_email = "maxime.buyse@polytechnique.edu"
 
 [buyse.homepages]
 
 [guiol]
 name = "Hervé Guiol"
 
 [guiol.emails]
 guiol_email = "herve.guiol@univ-grenoble-alpes.fr"
 
 [guiol.homepages]
 
 [brodmann]
 name = "Paul-David Brodmann"
 
 [brodmann.emails]
 brodmann_email = "p.brodmann@tu-berlin.de"
 
 [brodmann.homepages]
 
 [moedersheim]
 name = "Sebastian Mödersheim"
 
 [moedersheim.emails]
 moedersheim_email = "samo@dtu.dk"
 
 [moedersheim.homepages]
 moedersheim_homepage = "https://people.compute.dtu.dk/samo/"
 
 [hu]
 name = "Shuwei Hu"
 
 [hu.emails]
 hu_email = "shuwei.hu@tum.de"
 
 [hu.homepages]
 
 [wand]
 name = "Daniel Wand"
 
 [wand.emails]
 wand_email = "dwand@mpi-inf.mpg.de"
 
 [wand.homepages]
 
 [velykis]
 name = "Andrius Velykis"
 
 [velykis.emails]
 
 [velykis.homepages]
 velykis_homepage = "http://andrius.velykis.lt"
 
 [felgenhauer]
 name = "Bertram Felgenhauer"
 
 [felgenhauer.emails]
 felgenhauer_email = "bertram.felgenhauer@uibk.ac.at"
 felgenhauer_email1 = "int-e@gmx.de"
 
 [felgenhauer.homepages]
 
 [sauer]
 name = "Jens Sauer"
 
 [sauer.emails]
 sauer_email = "sauer@mais.informatik.tu-darmstadt.de"
 
 [sauer.homepages]
 
 [dittmann]
 name = "Christoph Dittmann"
 
 [dittmann.emails]
 dittmann_email = "isabelle@christoph-d.de"
 
 [dittmann.homepages]
 dittmann_homepage = "http://logic.las.tu-berlin.de/Members/Dittmann/"
 
 [muendler]
 name = "Niels Mündler"
 
 [muendler.emails]
 muendler_email = "n.muendler@tum.de"
 
 [muendler.homepages]
 
 [somogyi]
 name = "Dániel Somogyi"
 
 [somogyi.emails]
 
 [somogyi.homepages]
 
 [makarios]
 name = "T. J. M. Makarios"
 
 [makarios.emails]
 makarios_email = "tjm1983@gmail.com"
 
 [makarios.homepages]
 
 [nishihara]
 name = "Toshiaki Nishihara"
 
 [nishihara.emails]
 
 [nishihara.homepages]
 
 [losa]
 name = "Giuliano Losa"
 
 [losa.emails]
 losa_email = "giuliano.losa@epfl.ch"
 losa_email1 = "giuliano@galois.com"
 losa_email2 = "giuliano@losa.fr"
 
 [losa.homepages]
 
 [grov]
 name = "Gudmund Grov"
 
 [grov.emails]
 grov_email = "ggrov@inf.ed.ac.uk"
 
 [grov.homepages]
 grov_homepage = "http://homepages.inf.ed.ac.uk/ggrov"
 
 [bharadwaj]
 name = "Abhijith Bharadwaj"
 
 [bharadwaj.emails]
 
 [bharadwaj.homepages]
 
 [clouston]
 name = "Ranald Clouston"
 
 [clouston.emails]
 clouston_email = "ranald.clouston@cs.au.dk"
 
 [clouston.homepages]
 
 [jaskelioff]
 name = "Mauro Jaskelioff"
 
 [jaskelioff.emails]
 
 [jaskelioff.homepages]
 jaskelioff_homepage = "http://www.fceia.unr.edu.ar/~mauro/"
 
 [caminati]
 name = "Marco B. Caminati"
 
 [caminati.emails]
 
 [caminati.homepages]
 
 [bengtson]
 name = "Jesper Bengtson"
 
 [bengtson.emails]
 
 [bengtson.homepages]
 bengtson_homepage = "http://www.itu.dk/people/jebe"
 
 [boutry]
 name = "Pierre Boutry"
 
 [boutry.emails]
 boutry_email = "boutry@unistra.fr"
 
 [boutry.homepages]
 
 [sternagelt]
 name = "Thomas Sternagel"
 
 [sternagelt.emails]
 
 [sternagelt.homepages]
 
 [guerraoui]
 name = "Rachid Guerraoui"
 
 [guerraoui.emails]
 guerraoui_email = "rachid.guerraoui@epfl.ch"
 
 [guerraoui.homepages]
 
 [dongol]
 name = "Brijesh Dongol"
 
 [dongol.emails]
 dongol_email = "brijesh.dongol@brunel.ac.uk"
 
 [dongol.homepages]
 
 [tuong]
 name = "Frédéric Tuong"
 
 [tuong.emails]
 tuong_email = "tuong@users.gforge.inria.fr"
 tuong_email1 = "ftuong@lri.fr"
 
 [tuong.homepages]
 tuong_homepage = "https://www.lri.fr/~ftuong/"
 
 [ullrich]
 name = "Sebastian Ullrich"
 
 [ullrich.emails]
 ullrich_email = "sebasti@nullri.ch"
 
 [ullrich.homepages]
 
 [essmann]
 name = "Robin Eßmann"
 
 [essmann.emails]
 essmann_email = "robin.essmann@tum.de"
 
 [essmann.homepages]
 
 [liu]
 name = "Junyi Liu"
 
 [liu.emails]
 
 [liu.homepages]
 
 [villadsen]
 name = "Jørgen Villadsen"
 
 [villadsen.emails]
 villadsen_email = "jovi@dtu.dk"
 
 [villadsen.homepages]
 villadsen_homepage = "https://people.compute.dtu.dk/jovi/"
 
 [fosters]
 name = "Simon Foster"
 
 [fosters.emails]
 fosters_email = "simon.foster@york.ac.uk"
 
 [fosters.homepages]
 fosters_homepage = "https://www-users.cs.york.ac.uk/~simonf/"
-fosters_homepage1 = "http://www-users.cs.york.ac.uk/~simonf"
 
 [dubut]
 name = "Jérémy Dubut"
 
 [dubut.emails]
 dubut_email = "dubut@nii.ac.jp"
 
 [dubut.homepages]
 dubut_homepage = "http://group-mmm.org/~dubut/"
 
 [jiang]
 name = "Nan Jiang"
 
 [jiang.emails]
 jiang_email = "nanjiang@whu.edu.cn"
 
 [jiang.homepages]
 
 [hetzl]
 name = "Stefan Hetzl"
 
 [hetzl.emails]
 hetzl_email = "hetzl@logic.at"
 
 [hetzl.homepages]
 hetzl_homepage = "http://www.logic.at/people/hetzl/"
 
 [parkinson]
 name = "Matthew Parkinson"
 
 [parkinson.emails]
 
 [parkinson.homepages]
 parkinson_homepage = "http://research.microsoft.com/people/mattpark/"
 
 [maletzky]
 name = "Alexander Maletzky"
 
 [maletzky.emails]
 maletzky_email = "alexander.maletzky@risc.jku.at"
 maletzky_email1 = "alexander.maletzky@risc-software.at"
 
 [maletzky.homepages]
 maletzky_homepage = "https://risc.jku.at/m/alexander-maletzky/"
 
 [keefe]
 name = "Greg O'Keefe"
 
 [keefe.emails]
 
 [keefe.homepages]
 keefe_homepage = "http://users.rsise.anu.edu.au/~okeefe/"
 
 [brandt]
 name = "Felix Brandt"
 
 [brandt.emails]
 
 [brandt.homepages]
 brandt_homepage = "http://dss.in.tum.de/staff/brandt.html"
 
 [blasum]
 name = "Holger Blasum"
 
 [blasum.emails]
 blasum_email = "holger.blasum@sysgo.com"
 
 [blasum.homepages]
 
 [messner]
 name = "Florian Messner"
 
 [messner.emails]
 messner_email = "florian.g.messner@uibk.ac.at"
 
 [messner.homepages]
 
 [diaz]
 name = "Javier Díaz"
 
 [diaz.emails]
 diaz_email = "javier.diaz.manzi@gmail.com"
 
 [diaz.homepages]
 
 [prathamesh]
 name = "T.V.H. Prathamesh"
 
 [prathamesh.emails]
 prathamesh_email = "prathamesh@imsc.res.in"
 
 [prathamesh.homepages]
 
 [nestmann]
 name = "Uwe Nestmann"
 
 [nestmann.emails]
 
 [nestmann.homepages]
 nestmann_homepage = "https://www.mtv.tu-berlin.de/nestmann/"
 
 [siek]
 name = "Jeremy Siek"
 
 [siek.emails]
 siek_email = "jsiek@indiana.edu"
 
 [siek.homepages]
 siek_homepage = "http://homes.soic.indiana.edu/jsiek/"
 
 [stock]
 name = "Benedikt Stock"
 
 [stock.emails]
 stock_email = "benedikt1999@freenet.de"
 
 [stock.homepages]
 
 [boyton]
 name = "Andrew Boyton"
 
 [boyton.emails]
 boyton_email = "andrew.boyton@nicta.com.au"
 
 [boyton.homepages]
 
 [taha]
 name = "Safouan Taha"
 
 [taha.emails]
 taha_email = "safouan.taha@lri.fr"
 
 [taha.homepages]
 
 [ghourabi]
 name = "Fadoua Ghourabi"
 
 [ghourabi.emails]
 ghourabi_email = "fadouaghourabi@gmail.com"
 
 [ghourabi.homepages]
 
 [brinkop]
 name = "Hauke Brinkop"
 
 [brinkop.emails]
 brinkop_email = "hauke.brinkop@googlemail.com"
 
 [brinkop.homepages]
 
 [neumann]
 name = "René Neumann"
 
 [neumann.emails]
-neumann_email = "neumannr@in.tum.de"
-neumann_email1 = "rene.neumann@in.tum.de"
+neumann_email = "rene.neumann@in.tum.de"
 
 [neumann.homepages]
 
 [schmaltz]
 name = "Julien Schmaltz"
 
 [schmaltz.emails]
 schmaltz_email = "Julien.Schmaltz@ou.nl"
 
 [schmaltz.homepages]
 
 [haslbeck]
 name = "Max W. Haslbeck"
 
 [haslbeck.emails]
 haslbeck_email = "maximilian.haslbeck@uibk.ac.at"
 haslbeck_email1 = "haslbecm@in.tum.de"
 haslbeck_email2 = "max.haslbeck@gmx.de"
 
 [haslbeck.homepages]
 haslbeck_homepage = "http://cl-informatik.uibk.ac.at/users/mhaslbeck/"
-haslbeck_homepage1 = "http://cl-informatik.uibk.ac.at/users/mhaslbeck//"
 
 [reynaud]
 name = "Alban Reynaud"
 
 [reynaud.emails]
 
 [reynaud.homepages]
 
 [boulanger]
 name = "Frédéric Boulanger"
 
 [boulanger.emails]
 boulanger_email = "frederic.boulanger@centralesupelec.fr"
 
 [boulanger.homepages]
 
 [spasic]
 name = "Mirko Spasić"
 
 [spasic.emails]
 spasic_email = "mirko@matf.bg.ac.rs"
 
 [spasic.homepages]
 
 [heller]
 name = "Armin Heller"
 
 [heller.emails]
 
 [heller.homepages]
 
 [watt]
 name = "Conrad Watt"
 
 [watt.emails]
 watt_email = "caw77@cam.ac.uk"
 
 [watt.homepages]
 watt_homepage = "http://www.cl.cam.ac.uk/~caw77/"
 
 [hayes]
 name = "Ian J. Hayes"
 
 [hayes.emails]
 hayes_email = "ian.hayes@itee.uq.edu.au"
-hayes_email1 = "Ian.Hayes@itee.uq.edu.au"
 
 [hayes.homepages]
 
 [haslbeckm]
 name = "Maximilian P. L. Haslbeck"
 
 [haslbeckm.emails]
 haslbeckm_email = "haslbema@in.tum.de"
 
 [haslbeckm.homepages]
-haslbeckm_homepage = "http://www.in.tum.de/~haslbema"
-haslbeckm_homepage1 = "http://in.tum.de/~haslbema/"
+haslbeckm_homepage = "http://in.tum.de/~haslbema/"
 
 [bortin]
 name = "Maksym Bortin"
 
 [bortin.emails]
-bortin_email = "Maksym.Bortin@nicta.com.au"
-bortin_email1 = "maksym.bortin@nicta.com.au"
+bortin_email = "maksym.bortin@nicta.com.au"
 
 [bortin.homepages]
diff --git a/metadata/entries/Approximation_Algorithms.toml b/metadata/entries/Approximation_Algorithms.toml
--- a/metadata/entries/Approximation_Algorithms.toml
+++ b/metadata/entries/Approximation_Algorithms.toml
@@ -1,36 +1,36 @@
 title = "Verified Approximation Algorithms"
 date = 2020-01-16
 topics = [
   "Computer science/Algorithms/Approximation",
 ]
 abstract = """
 We present the first formal verification of approximation algorithms
 for NP-complete optimization problems: vertex cover, set cover, independent set,
 center selection, load balancing, and bin packing. The proofs correct incompletenesses
 in existing proofs and improve the approximation ratio in one case.
 A detailed description of our work (excluding center selection) has been published in the proceedings of
 <a href=\"https://doi.org/10.1007/978-3-030-51054-1_17\">IJCAR 2020</a>."""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.essmann]
 email = "essmann_email"
 
 [authors.nipkow]
-homepage = "nipkow_homepage1"
+homepage = "nipkow_homepage"
 
 [authors.robillard]
 homepage = "robillard_homepage"
 
 [authors.sulejmani]
 
 [contributors]
 
 [notify]
 nipkow = "nipkow_email"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/CAVA_LTL_Modelchecker.toml b/metadata/entries/CAVA_LTL_Modelchecker.toml
--- a/metadata/entries/CAVA_LTL_Modelchecker.toml
+++ b/metadata/entries/CAVA_LTL_Modelchecker.toml
@@ -1,53 +1,53 @@
 title = "A Fully Verified Executable LTL Model Checker"
 date = 2014-05-28
 topics = [
   "Computer science/Automata and formal languages",
 ]
 abstract = """
 We present an LTL model checker whose code has been completely verified
 using the Isabelle theorem prover. The checker consists of over 4000
 lines of ML code. The code is produced using the Isabelle Refinement
 Framework, which allows us to split its correctness proof into (1) the
 proof of an abstract version of the checker, consisting of a few hundred
 lines of ``formalized pseudocode'', and (2) a verified refinement step
 in which mathematical sets and other abstract structures are replaced by
 implementations of efficient structures like red-black trees and
 functional arrays. This leads to a checker that,
 while still slower than unverified checkers, can already be used as a
 trusted reference implementation against which advanced implementations
 can be tested.
 <p>
 An early version of this model checker is described in the
 <a href=\"http://www21.in.tum.de/~nipkow/pubs/cav13.html\">CAV 2013 paper</a>
 with the same title."""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.esparza]
 homepage = "esparza_homepage"
 
 [authors.lammich]
 homepage = "lammich_homepage"
 
 [authors.neumann]
-email = "neumann_email1"
+email = "neumann_email"
 
 [authors.nipkow]
 homepage = "nipkow_homepage"
 
 [authors.schimpf]
 email = "schimpf_email"
 
 [authors.smaus]
 homepage = "smaus_homepage"
 
 [contributors]
 
 [notify]
 lammich = "lammich_email"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/CRDT.toml b/metadata/entries/CRDT.toml
--- a/metadata/entries/CRDT.toml
+++ b/metadata/entries/CRDT.toml
@@ -1,47 +1,47 @@
 title = "A framework for establishing Strong Eventual Consistency for Conflict-free Replicated Datatypes"
 date = 2017-07-07
 topics = [
   "Computer science/Algorithms/Distributed",
   "Computer science/Data structures",
 ]
 abstract = """
 In this work, we focus on the correctness of Conflict-free Replicated
 Data Types (CRDTs), a class of algorithm that provides strong eventual
 consistency guarantees for replicated data. We develop a modular and
 reusable framework for verifying the correctness of CRDT algorithms.
 We avoid correctness issues that have dogged previous mechanised
 proofs in this area by including a network model in our formalisation,
 and proving that our theorems hold in all possible network behaviours.
 Our axiomatic network model is a standard abstraction that accurately
 reflects the behaviour of real-world computer networks. Moreover, we
 identify an abstract convergence theorem, a property of order
 relations, which provides a formal definition of strong eventual
 consistency. We then obtain the first machine-checked correctness
 theorems for three concrete CRDTs: the Replicated Growable Array, the
 Observed-Remove Set, and an Increment-Decrement Counter."""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.gomes]
-email = "gomes_email1"
+email = "gomes_email"
 
 [authors.kleppmann]
 email = "kleppmann_email"
 
 [authors.mulligan]
 email = "mulligan_email"
 
 [authors.beresford]
 email = "beresford_email"
 
 [contributors]
 
 [notify]
-gomes = "gomes_email1"
+gomes = "gomes_email"
 mulligan = "mulligan_email"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/CYK.toml b/metadata/entries/CYK.toml
--- a/metadata/entries/CYK.toml
+++ b/metadata/entries/CYK.toml
@@ -1,28 +1,28 @@
 title = "A formalisation of the Cocke-Younger-Kasami algorithm"
 date = 2016-04-27
 topics = [
   "Computer science/Algorithms",
   "Computer science/Automata and formal languages",
 ]
 abstract = """
 The theory provides a formalisation of the Cocke-Younger-Kasami
 algorithm (CYK for short), an approach to solving the word problem
 for context-free languages.  CYK decides if a word is in the
 languages generated by a context-free grammar in Chomsky normal form.
 The formalized algorithm is executable."""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.bortin]
 email = "bortin_email"
 
 [contributors]
 
 [notify]
-bortin = "bortin_email1"
+bortin = "bortin_email"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/Category.toml b/metadata/entries/Category.toml
--- a/metadata/entries/Category.toml
+++ b/metadata/entries/Category.toml
@@ -1,23 +1,23 @@
 title = "Category Theory to Yoneda's Lemma"
 date = 2005-04-21
 topics = [
   "Mathematics/Category theory",
 ]
 abstract = "This development proves Yoneda's lemma and aims to be readable by humans. It only defines what is needed for the lemma: categories, functors and natural transformations. Limits, adjunctions and other important concepts are not included."
 license = "lgpl"
 note = ""
 
 [authors]
 
 [authors.keefe]
 homepage = "keefe_homepage"
 
 [contributors]
 
 [notify]
-paulson = "paulson_email1"
+paulson = "paulson_email"
 
 [history]
 2010-04-23 = "The definition of the constant <tt>equinumerous</tt> was slightly too weak in the original submission and has been fixed in revision <a href=\"https://foss.heptapod.net/isa-afp/afp-devel/-/commit/3498bb1e4c7ba468db8588eb7184c1849641f7d3\">8c2b5b3c995f</a>."
 
 [extra]
diff --git a/metadata/entries/Closest_Pair_Points.toml b/metadata/entries/Closest_Pair_Points.toml
--- a/metadata/entries/Closest_Pair_Points.toml
+++ b/metadata/entries/Closest_Pair_Points.toml
@@ -1,33 +1,33 @@
 title = "Closest Pair of Points Algorithms"
 date = 2020-01-13
 topics = [
   "Computer science/Algorithms/Geometry",
 ]
 abstract = """
 This entry provides two related verified divide-and-conquer algorithms
 solving the fundamental <em>Closest Pair of Points</em>
 problem in Computational Geometry. Functional correctness and the
 optimal running time of <em>O</em>(<em>n</em> log <em>n</em>) are
 proved. Executable code is generated which is empirically competitive
 with handwritten reference implementations."""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.rau]
 email = "rau_email"
 
 [authors.nipkow]
-homepage = "nipkow_homepage2"
+homepage = "nipkow_homepage"
 
 [contributors]
 
 [notify]
 rau = "rau_email"
 nipkow = "nipkow_email"
 
 [history]
 2020-04-14 = "Incorporate Time_Monad of the AFP entry Root_Balanced_Tree."
 
 [extra]
diff --git a/metadata/entries/Complex_Bounded_Operators.toml b/metadata/entries/Complex_Bounded_Operators.toml
--- a/metadata/entries/Complex_Bounded_Operators.toml
+++ b/metadata/entries/Complex_Bounded_Operators.toml
@@ -1,37 +1,37 @@
 title = "Complex Bounded Operators"
 date = 2021-09-18
 topics = [
   "Mathematics/Analysis",
 ]
 abstract = """
 We present a formalization of bounded operators on complex vector
 spaces.  Our formalization contains material on complex vector spaces
 (normed spaces, Banach spaces, Hilbert spaces) that complements and
 goes beyond the developments of real vectors spaces in the
 Isabelle/HOL standard library.  We define the type of bounded
 operators between complex vector spaces
 (<em>cblinfun</em>) and develop the theory of unitaries,
 projectors, extension of bounded linear functions (BLT theorem),
 adjoints, Loewner order, closed subspaces and more.  For the
 finite-dimensional case, we provide code generation support by
 identifying finite-dimensional operators with matrices as formalized
 in the <a href=\"Jordan_Normal_Form.html\">Jordan_Normal_Form</a> AFP entry."""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.caballero]
 homepage = "caballero_homepage"
 
 [authors.unruh]
-homepage = "unruh_homepage1"
+homepage = "unruh_homepage"
 
 [contributors]
 
 [notify]
 unruh = "unruh_email"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/Concurrent_Ref_Alg.toml b/metadata/entries/Concurrent_Ref_Alg.toml
--- a/metadata/entries/Concurrent_Ref_Alg.toml
+++ b/metadata/entries/Concurrent_Ref_Alg.toml
@@ -1,46 +1,46 @@
 title = "Concurrent Refinement Algebra and Rely Quotients"
 date = 2016-12-30
 topics = [
   "Computer science/Concurrency",
 ]
 abstract = """
 The concurrent refinement algebra developed here is designed to
 provide a foundation for rely/guarantee reasoning about concurrent
 programs. The algebra builds on a complete lattice of commands by
 providing sequential composition, parallel composition and a novel
 weak conjunction operator. The weak conjunction operator coincides
 with the lattice supremum providing its arguments are non-aborting,
 but aborts if either of its arguments do. Weak conjunction provides an
 abstract version of a guarantee condition as a guarantee process. We
 distinguish between models that distribute sequential composition over
 non-deterministic choice from the left (referred to as being
 conjunctive in the refinement calculus literature) and those that
 don't. Least and greatest fixed points of monotone functions are
 provided to allow recursion and iteration operators to be added to the
 language. Additional iteration laws are available for conjunctive
 models. The rely quotient of processes <i>c</i> and
 <i>i</i> is the process that, if executed in parallel with
 <i>i</i> implements <i>c</i>. It represents an
 abstract version of a rely condition generalised to a process."""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.fell]
 email = "fell_email"
 
 [authors.hayes]
 email = "hayes_email"
 
 [authors.velykis]
 homepage = "velykis_homepage"
 
 [contributors]
 
 [notify]
-hayes = "hayes_email1"
+hayes = "hayes_email"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/Constructive_Cryptography.toml b/metadata/entries/Constructive_Cryptography.toml
--- a/metadata/entries/Constructive_Cryptography.toml
+++ b/metadata/entries/Constructive_Cryptography.toml
@@ -1,36 +1,36 @@
 title = "Constructive Cryptography in HOL"
 date = 2018-12-17
 topics = [
   "Computer science/Security/Cryptography",
   "Mathematics/Probability theory",
 ]
 abstract = """
 Inspired by Abstract Cryptography, we extend CryptHOL, a framework for
 formalizing game-based proofs, with an abstract model of Random
 Systems and provide proof rules about their composition and equality.
 This foundation facilitates the formalization of Constructive
 Cryptography proofs, where the security of a cryptographic scheme is
 realized as a special form of construction in which a complex random
 system is built from simpler ones. This is a first step towards a
 fully-featured compositional framework, similar to Universal
 Composability framework, that supports formalization of
 simulation-based proofs."""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.lochbihler]
-homepage = "lochbihler_homepage1"
+homepage = "lochbihler_homepage"
 
 [authors.sefidgar]
 
 [contributors]
 
 [notify]
 lochbihler = "lochbihler_email1"
 sefidgar = "sefidgar_email"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/Core_SC_DOM.toml b/metadata/entries/Core_SC_DOM.toml
--- a/metadata/entries/Core_SC_DOM.toml
+++ b/metadata/entries/Core_SC_DOM.toml
@@ -1,40 +1,40 @@
 title = "The Safely Composable DOM"
 date = 2020-09-28
 topics = [
   "Computer science/Data structures",
 ]
 abstract = """
 In this AFP entry, we formalize the core of the Safely Composable
 Document Object Model (SC DOM). The SC DOM improve the standard DOM
 (as formalized in the AFP entry \"Core DOM\") by strengthening
 the tree boundaries set by shadow roots: in the SC DOM, the shadow
 root is a sub-class of the document class (instead of a base class).
 This modifications also results in changes to some API methods (e.g.,
 getOwnerDocument) to return the nearest shadow root rather than the
 document root. As a result, many API methods that, when called on a
 node inside a shadow tree, would previously ``break out''
 and return or modify nodes that are possibly outside the shadow tree,
 now stay within its boundaries. This change in behavior makes programs
 that operate on shadow trees more predictable for the developer and
 allows them to make more assumptions about other code accessing the
 DOM."""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.brucker]
-homepage = "brucker_homepage1"
+homepage = "brucker_homepage"
 
 [authors.herzberg]
 homepage = "herzberg_homepage"
 
 [contributors]
 
 [notify]
 brucker = "brucker_email2"
 herzberg = "herzberg_email"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/Correctness_Algebras.toml b/metadata/entries/Correctness_Algebras.toml
--- a/metadata/entries/Correctness_Algebras.toml
+++ b/metadata/entries/Correctness_Algebras.toml
@@ -1,34 +1,34 @@
 title = "Algebras for Iteration, Infinite Executions and Correctness of Sequential Computations"
 date = 2021-10-12
 topics = [
   "Computer science/Programming languages/Logics",
 ]
 abstract = """
 We study models of state-based non-deterministic sequential
 computations and describe them using algebras. We propose algebras
 that describe iteration for strict and non-strict computations. They
 unify computation models which differ in the fixpoints used to
 represent iteration. We propose algebras that describe the infinite
 executions of a computation. They lead to a unified approximation
 order and results that connect fixpoints in the approximation and
 refinement orders. This unifies the semantics of recursion for a range
 of computation models. We propose algebras that describe preconditions
 and the effect of while-programs under postconditions. They unify
 correctness statements in two dimensions: one statement applies in
 various computation models to various correctness claims."""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.guttmann]
-homepage = "guttmann_homepage1"
+homepage = "guttmann_homepage"
 
 [contributors]
 
 [notify]
 guttmann = "guttmann_email"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/DOM_Components.toml b/metadata/entries/DOM_Components.toml
--- a/metadata/entries/DOM_Components.toml
+++ b/metadata/entries/DOM_Components.toml
@@ -1,38 +1,38 @@
 title = "A Formalization of Web Components"
 date = 2020-09-28
 topics = [
   "Computer science/Data structures",
 ]
 abstract = """
 While the DOM with shadow trees provide the technical basis for
 defining web components, the DOM standard neither defines the concept
 of web components nor specifies the safety properties that web
 components should guarantee. Consequently, the standard also does not
 discuss how or even if the methods for modifying the DOM respect
 component boundaries.  In AFP entry, we present a formally verified
 model of web components and define safety properties which ensure that
 different web components can only interact with each other using
 well-defined interfaces. Moreover, our verification of the application
 programming interface (API) of the DOM revealed numerous invariants
 that implementations of the DOM API need to preserve to ensure the
 integrity of components."""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.brucker]
-homepage = "brucker_homepage1"
+homepage = "brucker_homepage"
 
 [authors.herzberg]
 homepage = "herzberg_homepage"
 
 [contributors]
 
 [notify]
 brucker = "brucker_email2"
 herzberg = "herzberg_email"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/Design_Theory.toml b/metadata/entries/Design_Theory.toml
--- a/metadata/entries/Design_Theory.toml
+++ b/metadata/entries/Design_Theory.toml
@@ -1,41 +1,41 @@
 title = "Combinatorial Design Theory"
 date = 2021-08-13
 topics = [
   "Mathematics/Combinatorics",
 ]
 abstract = """
 Combinatorial design theory studies incidence set systems with certain
 balance and symmetry properties. It is closely related to hypergraph
 theory. This formalisation presents a general library for formal
 reasoning on incidence set systems, designs and their applications,
 including formal definitions and proofs for many key properties,
 operations, and theorems on the construction and existence of designs.
 Notably, this includes formalising t-designs, balanced incomplete
 block designs (BIBD), group divisible designs (GDD), pairwise balanced
 designs (PBD), design isomorphisms, and the relationship between
 graphs and designs. A locale-centric approach has been used to manage
 the relationships between the many different types of designs.
 Theorems of particular interest include the necessary conditions for
 existence of a BIBD, Wilson's construction on GDDs, and
 Bose's inequality on resolvable designs. Parts of this
 formalisation are explored in the paper \"A Modular First
 Formalisation of Combinatorial Design Theory\", presented at CICM 2021."""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.edmonds]
 homepage = "edmonds_homepage"
 
 [authors.paulson]
-homepage = "paulson_homepage1"
+homepage = "paulson_homepage"
 
 [contributors]
 
 [notify]
 edmonds = "edmonds_email"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/Differential_Game_Logic.toml b/metadata/entries/Differential_Game_Logic.toml
--- a/metadata/entries/Differential_Game_Logic.toml
+++ b/metadata/entries/Differential_Game_Logic.toml
@@ -1,35 +1,35 @@
 title = "Differential Game Logic"
 date = 2019-06-03
 topics = [
   "Computer science/Programming languages/Logics",
 ]
 abstract = """
 This formalization provides differential game logic (dGL), a logic for
 proving properties of hybrid game. In addition to the syntax and
 semantics, it formalizes a uniform substitution calculus for dGL.
 Church's uniform substitutions substitute a term or formula for a
 function or predicate symbol everywhere. The uniform substitutions for
 dGL also substitute hybrid games for a game symbol everywhere. We
 prove soundness of one-pass uniform substitutions and the axioms of
 differential game logic with respect to their denotational semantics.
 One-pass uniform substitutions are faster by postponing
 soundness-critical admissibility checks with a linear pass homomorphic
 application and regain soundness by a variable condition at the
 replacements.  The formalization is based on prior non-mechanized
 soundness proofs for dGL."""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.platzer]
-homepage = "platzer_homepage1"
+homepage = "platzer_homepage"
 
 [contributors]
 
 [notify]
 platzer = "platzer_email"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/Factored_Transition_System_Bounding.toml b/metadata/entries/Factored_Transition_System_Bounding.toml
--- a/metadata/entries/Factored_Transition_System_Bounding.toml
+++ b/metadata/entries/Factored_Transition_System_Bounding.toml
@@ -1,43 +1,43 @@
 title = "Upper Bounding Diameters of State Spaces of Factored Transition Systems"
 date = 2018-10-12
 topics = [
   "Computer science/Automata and formal languages",
   "Mathematics/Graph theory",
 ]
 abstract = """
 A completeness threshold is required to guarantee the completeness of
 planning as satisfiability, and bounded model checking of safety
 properties. One valid completeness threshold is the diameter of the
 underlying transition system. The diameter is the maximum element in
 the set of lengths of all shortest paths between pairs of states. The
 diameter is not calculated exactly in our setting, where the
 transition system is succinctly described using a (propositionally)
 factored representation. Rather, an upper bound on the diameter is
 calculated compositionally, by bounding the diameters of small
 abstract subsystems, and then composing those.  We port a HOL4
 formalisation of a compositional algorithm for computing a relatively
 tight upper bound on the system diameter. This compositional algorithm
 exploits acyclicity in the state space to achieve compositionality,
 and it was introduced by Abdulaziz et. al. The formalisation that we
 port is described as a part of another paper by Abdulaziz et. al. As a
 part of this porting we developed a libray about transition systems,
 which shall be of use in future related mechanisation efforts."""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.kurz]
 
 [authors.abdulaziz]
 homepage = "abdulaziz_homepage"
 
 [contributors]
 
 [notify]
 kurz = "kurz_email"
-abdulaziz = "abdulaziz_email2"
+abdulaziz = "abdulaziz_email"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/Farkas.toml b/metadata/entries/Farkas.toml
--- a/metadata/entries/Farkas.toml
+++ b/metadata/entries/Farkas.toml
@@ -1,36 +1,36 @@
 title = "Farkas' Lemma and Motzkin's Transposition Theorem"
 date = 2019-01-17
 topics = [
   "Mathematics/Algebra",
 ]
 abstract = """
 We formalize a proof of Motzkin's transposition theorem and
 Farkas' lemma in Isabelle/HOL. Our proof is based on the
 formalization of the simplex algorithm which, given a set of linear
 constraints, either returns a satisfying assignment to the problem or
 detects unsatisfiability. By reusing facts about the simplex algorithm
 we show that a set of linear constraints is unsatisfiable if and only
 if there is a linear combination of the constraints which evaluates to
 a trivially unsatisfiable inequality."""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.bottesch]
 homepage = "bottesch_homepage"
 
 [authors.haslbeck]
 homepage = "haslbeck_homepage"
 
 [authors.thiemann]
-homepage = "thiemann_homepage1"
+homepage = "thiemann_homepage"
 
 [contributors]
 
 [notify]
 thiemann = "thiemann_email"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/First_Order_Terms.toml b/metadata/entries/First_Order_Terms.toml
--- a/metadata/entries/First_Order_Terms.toml
+++ b/metadata/entries/First_Order_Terms.toml
@@ -1,36 +1,36 @@
 title = "First-Order Terms"
 date = 2018-02-06
 topics = [
   "Logic/Rewriting",
   "Computer science/Algorithms",
 ]
 abstract = """
 We formalize basic results on first-order terms, including matching and a
 first-order unification algorithm, as well as well-foundedness of the
 subsumption order. This entry is part of the <i>Isabelle
 Formalization of Rewriting</i> <a
 href=\"http://cl-informatik.uibk.ac.at/isafor\">IsaFoR</a>,
 where first-order terms are omni-present: the unification algorithm is
 used to certify several confluence and termination techniques, like
 critical-pair computation and dependency graph approximations; and the
 subsumption order is a crucial ingredient for completion."""
 license = "lgpl"
 note = ""
 
 [authors]
 
 [authors.sternagel]
 email = "sternagel_email"
 
 [authors.thiemann]
-homepage = "thiemann_homepage2"
+homepage = "thiemann_homepage"
 
 [contributors]
 
 [notify]
 sternagel = "sternagel_email"
 thiemann = "thiemann_email"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/Floyd_Warshall.toml b/metadata/entries/Floyd_Warshall.toml
--- a/metadata/entries/Floyd_Warshall.toml
+++ b/metadata/entries/Floyd_Warshall.toml
@@ -1,38 +1,38 @@
 title = "The Floyd-Warshall Algorithm for Shortest Paths"
 date = 2017-05-08
 topics = [
   "Computer science/Algorithms/Graph",
 ]
 abstract = """
 The Floyd-Warshall algorithm [Flo62, Roy59, War62] is a classic
 dynamic programming algorithm to compute the length of all shortest
 paths between any two vertices in a graph (i.e. to solve the all-pairs
 shortest path problem, or APSP for short). Given a representation of
 the graph as a matrix of weights M, it computes another matrix M'
 which represents a graph with the same path lengths and contains the
 length of the shortest path between any two vertices i and j. This is
 only possible if the graph does not contain any negative cycles.
 However, in this case the Floyd-Warshall algorithm will detect the
 situation by calculating a negative diagonal entry. This entry
 includes a formalization of the algorithm and of these key properties.
 The algorithm is refined to an efficient imperative version using the
 Imperative Refinement Framework."""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.wimmer]
 homepage = "wimmer_homepage"
 
 [authors.lammich]
 homepage = "lammich_homepage"
 
 [contributors]
 
 [notify]
-wimmer = "wimmer_email1"
+wimmer = "wimmer_email"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/Forcing.toml b/metadata/entries/Forcing.toml
--- a/metadata/entries/Forcing.toml
+++ b/metadata/entries/Forcing.toml
@@ -1,34 +1,34 @@
 title = "Formalization of Forcing in Isabelle/ZF"
 date = 2020-05-06
 topics = [
   "Logic/Set theory",
 ]
 abstract = """
 We formalize the theory of forcing in the set theory framework of
 Isabelle/ZF. Under the assumption of the existence of a countable
 transitive model of ZFC, we construct a proper generic extension and
 show that the latter also satisfies ZFC."""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.gunther]
 email = "gunther_email"
 
 [authors.pagano]
 homepage = "pagano_homepage"
 
 [authors.terraf]
-homepage = "terraf_homepage1"
+homepage = "terraf_homepage"
 
 [contributors]
 
 [notify]
 gunther = "gunther_email"
 pagano = "pagano_email"
 terraf = "terraf_email"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/Fourier.toml b/metadata/entries/Fourier.toml
--- a/metadata/entries/Fourier.toml
+++ b/metadata/entries/Fourier.toml
@@ -1,27 +1,27 @@
 title = "Fourier Series"
 date = 2019-09-06
 topics = [
   "Mathematics/Analysis",
 ]
 abstract = """
 This development formalises the square integrable functions over the
 reals and the basics of Fourier series. It culminates with a proof
 that every well-behaved periodic function can be approximated by a
 Fourier series. The material is ported from HOL Light:
 https://github.com/jrh13/hol-light/blob/master/100/fourier.ml"""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.paulson]
-homepage = "paulson_homepage1"
+homepage = "paulson_homepage"
 
 [contributors]
 
 [notify]
 paulson = "paulson_email"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/Generic_Join.toml b/metadata/entries/Generic_Join.toml
--- a/metadata/entries/Generic_Join.toml
+++ b/metadata/entries/Generic_Join.toml
@@ -1,31 +1,31 @@
 title = "Formalization of Multiway-Join Algorithms"
 date = 2019-09-16
 topics = [
   "Computer science/Algorithms",
 ]
 abstract = """
 Worst-case optimal multiway-join algorithms are recent seminal
 achievement of the database community. These algorithms compute the
 natural join of multiple relational databases and improve in the worst
 case over traditional query plan optimizations of nested binary joins.
 In 2014, <a
 href=\"https://doi.org/10.1145/2590989.2590991\">Ngo, Ré,
 and Rudra</a> gave a unified presentation of different multi-way
 join algorithms. We formalized and proved correct their \"Generic
 Join\" algorithm and extended it to support negative joins."""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.dardinier]
 
 [contributors]
 
 [notify]
-dardinier = "dardinier_email1"
+dardinier = "dardinier_email"
 traytel = "traytel_email1"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/Grothendieck_Schemes.toml b/metadata/entries/Grothendieck_Schemes.toml
--- a/metadata/entries/Grothendieck_Schemes.toml
+++ b/metadata/entries/Grothendieck_Schemes.toml
@@ -1,35 +1,35 @@
 title = "Grothendieck's Schemes in Algebraic Geometry"
 date = 2021-03-29
 topics = [
   "Mathematics/Algebra",
   "Mathematics/Geometry",
 ]
 abstract = """
 We formalize mainstream structures in algebraic geometry culminating
 in Grothendieck's schemes: presheaves of rings, sheaves of rings,
 ringed spaces, locally ringed spaces, affine schemes and schemes. We
 prove that the spectrum of a ring is a locally ringed space, hence an
 affine scheme. Finally, we prove that any affine scheme is a scheme."""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.bordg]
 homepage = "bordg_homepage"
 
 [authors.paulson]
-homepage = "paulson_homepage1"
+homepage = "paulson_homepage"
 
 [authors.li]
 homepage = "li_homepage"
 
 [contributors]
 
 [notify]
 bordg = "bordg_email"
 paulson = "paulson_email"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/Hidden_Markov_Models.toml b/metadata/entries/Hidden_Markov_Models.toml
--- a/metadata/entries/Hidden_Markov_Models.toml
+++ b/metadata/entries/Hidden_Markov_Models.toml
@@ -1,33 +1,33 @@
 title = "Hidden Markov Models"
 date = 2018-05-25
 topics = [
   "Mathematics/Probability theory",
   "Computer science/Algorithms",
 ]
 abstract = """
 This entry contains a formalization of hidden Markov models [3] based
 on Johannes Hölzl's formalization of discrete time Markov chains
 [1]. The basic definitions are provided and the correctness of two
 main (dynamic programming) algorithms for hidden Markov models is
 proved: the forward algorithm for computing the likelihood of an
 observed sequence, and the Viterbi algorithm for decoding the most
 probable hidden state sequence. The Viterbi algorithm is made
 executable including memoization.  Hidden markov models have various
 applications in natural language processing. For an introduction see
 Jurafsky and Martin [2]."""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.wimmer]
 homepage = "wimmer_homepage"
 
 [contributors]
 
 [notify]
-wimmer = "wimmer_email1"
+wimmer = "wimmer_email"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/Hoare_Time.toml b/metadata/entries/Hoare_Time.toml
--- a/metadata/entries/Hoare_Time.toml
+++ b/metadata/entries/Hoare_Time.toml
@@ -1,36 +1,36 @@
 title = "Hoare Logics for Time Bounds"
 date = 2018-02-26
 topics = [
   "Computer science/Programming languages/Logics",
 ]
 abstract = """
 We study three different Hoare logics for reasoning about time bounds
 of imperative programs and formalize them in Isabelle/HOL: a classical
 Hoare like logic due to Nielson, a logic with potentials due to
 Carbonneaux <i>et al.</i> and a <i>separation
 logic</i> following work by Atkey, Chaguérand and Pottier.
 These logics are formally shown to be sound and complete. Verification
 condition generators are developed and are shown sound and complete
 too.  We also consider variants of the systems where we abstract from
 multiplicative constants in the running time bounds, thus supporting a
 big-O style of reasoning.  Finally we compare the expressive power of
 the three systems."""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.haslbeckm]
 homepage = "haslbeckm_homepage"
 
 [authors.nipkow]
-homepage = "nipkow_homepage3"
+homepage = "nipkow_homepage"
 
 [contributors]
 
 [notify]
 haslbeckm = "haslbeckm_email"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/Independence_CH.toml b/metadata/entries/Independence_CH.toml
--- a/metadata/entries/Independence_CH.toml
+++ b/metadata/entries/Independence_CH.toml
@@ -1,36 +1,36 @@
 title = "The Independence of the Continuum Hypothesis in Isabelle/ZF"
 date = 2022-03-06
 topics = [
   "Logic/Set theory",
 ]
 abstract = """
 We redeveloped our formalization of forcing in the set theory
 framework of Isabelle/ZF. Under the assumption of the existence of a
 countable transitive model of ZFC, we construct proper generic
 extensions that satisfy the Continuum Hypothesis and its negation."""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.gunther]
 email = "gunther_email"
 
 [authors.pagano]
 homepage = "pagano_homepage"
 
 [authors.terraf]
-homepage = "terraf_homepage2"
+homepage = "terraf_homepage"
 
 [authors.steinberg]
 email = "steinberg_email"
 
 [contributors]
 
 [notify]
-terraf = "terraf_email1"
-pagano = "pagano_email1"
+terraf = "terraf_email"
+pagano = "pagano_email"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/Irrationality_J_Hancl.toml b/metadata/entries/Irrationality_J_Hancl.toml
--- a/metadata/entries/Irrationality_J_Hancl.toml
+++ b/metadata/entries/Irrationality_J_Hancl.toml
@@ -1,33 +1,33 @@
 title = "Irrational Rapidly Convergent Series"
 date = 2018-05-23
 topics = [
   "Mathematics/Number theory",
   "Mathematics/Analysis",
 ]
 abstract = """
 We formalize with Isabelle/HOL a proof of a theorem by J. Hancl asserting the
 irrationality of the sum of a series consisting of rational numbers, built up
 by sequences that fulfill certain properties. Even though the criterion is a
 number theoretic result, the proof makes use only of analytical arguments. We
 also formalize a corollary of the theorem for a specific series fulfilling the
 assumptions of the theorem."""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.argyraki]
-homepage = "argyraki_homepage1"
+homepage = "argyraki_homepage"
 
 [authors.li]
-homepage = "li_homepage1"
+homepage = "li_homepage"
 
 [contributors]
 
 [notify]
 argyraki = "argyraki_email"
 li = "li_email"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/Irrationals_From_THEBOOK.toml b/metadata/entries/Irrationals_From_THEBOOK.toml
--- a/metadata/entries/Irrationals_From_THEBOOK.toml
+++ b/metadata/entries/Irrationals_From_THEBOOK.toml
@@ -1,32 +1,32 @@
 title = "Irrational numbers from THE BOOK"
 date = 2022-01-08
 topics = [
   "Mathematics/Number theory",
 ]
 abstract = """
 An elementary proof is formalised: that <em>exp r</em> is irrational for
 every nonzero rational number <em>r</em>. The mathematical development comes
 from the well-known volume <em>Proofs from THE BOOK</em>,
 by Aigner and Ziegler, who credit the idea to Hermite. The development
 illustrates a number of basic Isabelle techniques: the manipulation of
 summations, the calculation of quite complicated derivatives and the
 estimation of integrals. We also see how to import another AFP entry (Stirling's formula).
 As for the theorem itself, note that a much stronger and more general
 result (the Hermite--Lindemann--Weierstraß transcendence theorem) is
 already available in the AFP."""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.paulson]
-homepage = "paulson_homepage1"
+homepage = "paulson_homepage"
 
 [contributors]
 
 [notify]
 paulson = "paulson_email"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/JiveDataStoreModel.toml b/metadata/entries/JiveDataStoreModel.toml
--- a/metadata/entries/JiveDataStoreModel.toml
+++ b/metadata/entries/JiveDataStoreModel.toml
@@ -1,25 +1,25 @@
 title = "Jive Data and Store Model"
 date = 2005-06-20
 topics = [
   "Computer science/Programming languages/Misc",
 ]
 abstract = "This document presents the formalization of an object-oriented data and store model in Isabelle/HOL. This model is being used in the Java Interactive Verification Environment, Jive."
 license = "lgpl"
 note = ""
 
 [authors]
 
 [authors.rauch]
 email = "rauch_email"
 
 [authors.schirmer]
 
 [contributors]
 
 [notify]
 klein = "klein_email"
-schirmer = "schirmer_email1"
+schirmer = "schirmer_email"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/KAD.toml b/metadata/entries/KAD.toml
--- a/metadata/entries/KAD.toml
+++ b/metadata/entries/KAD.toml
@@ -1,49 +1,49 @@
 title = "Kleene Algebras with Domain"
 date = 2016-04-12
 topics = [
   "Computer science/Programming languages/Logics",
   "Computer science/Automata and formal languages",
   "Mathematics/Algebra",
 ]
 abstract = """
 Kleene algebras with domain are Kleene algebras endowed with an
 operation that maps each element of the algebra to its domain of
 definition (or its complement) in abstract fashion. They form a simple
 algebraic basis for Hoare logics, dynamic logics or predicate
 transformer semantics. We formalise a modular hierarchy of algebras
 with domain and antidomain (domain complement) operations in
 Isabelle/HOL that ranges from domain and antidomain semigroups to
 modal Kleene algebras and divergence Kleene algebras. We link these
 algebras with models of binary relations and program traces. We
 include some examples from modal logics, termination and program
 analysis."""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.gomes]
 homepage = "gomes_homepage"
 
 [authors.guttmann]
 homepage = "guttmann_homepage"
 
 [authors.hoefner]
 homepage = "hoefner_homepage"
 
 [authors.struth]
 homepage = "struth_homepage"
 
 [authors.weber]
 homepage = "weber_homepage"
 
 [contributors]
 
 [notify]
-guttmann = "guttmann_email1"
+guttmann = "guttmann_email"
 struth = "struth_email"
 weber = "weber_email"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/KAT_and_DRA.toml b/metadata/entries/KAT_and_DRA.toml
--- a/metadata/entries/KAT_and_DRA.toml
+++ b/metadata/entries/KAT_and_DRA.toml
@@ -1,38 +1,38 @@
 title = "Kleene Algebra with Tests and Demonic Refinement Algebras"
 date = 2014-01-23
 topics = [
   "Computer science/Programming languages/Logics",
   "Computer science/Automata and formal languages",
   "Mathematics/Algebra",
 ]
 abstract = """
 We formalise Kleene algebra with tests (KAT) and demonic refinement
 algebra (DRA) in Isabelle/HOL. KAT is relevant for program verification
 and correctness proofs in the partial correctness setting. While DRA
 targets similar applications in the context of total correctness. Our
 formalisation contains the two most important models of these algebras:
 binary relations in the case of KAT and predicate transformers in the
 case of DRA. In addition, we derive the inference rules for Hoare logic
 in KAT and its relational model and present a simple formally verified
 program verification tool prototype based on the algebraic approach."""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.armstrong]
 
 [authors.gomes]
 homepage = "gomes_homepage"
 
 [authors.struth]
 homepage = "struth_homepage"
 
 [contributors]
 
 [notify]
-struth = "struth_email1"
+struth = "struth_email"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/Kleene_Algebra.toml b/metadata/entries/Kleene_Algebra.toml
--- a/metadata/entries/Kleene_Algebra.toml
+++ b/metadata/entries/Kleene_Algebra.toml
@@ -1,52 +1,52 @@
 title = "Kleene Algebra"
 date = 2013-01-15
 topics = [
   "Computer science/Programming languages/Logics",
   "Computer science/Automata and formal languages",
   "Mathematics/Algebra",
 ]
 abstract = """
 These files contain a formalisation of variants of Kleene algebras and
 their most important models as axiomatic type classes in Isabelle/HOL.
 Kleene algebras are foundational structures in computing with
 applications ranging from automata and language theory to computational
 modeling, program construction and verification.
 <p>
 We start with formalising dioids, which are additively idempotent
 semirings, and expand them by axiomatisations of the Kleene star for
 finite iteration and an omega operation for infinite iteration. We
 show that powersets over a given monoid, (regular) languages, sets of
 paths in a graph, sets of computation traces, binary relations and
 formal power series form Kleene algebras, and consider further models
 based on lattices, max-plus semirings and min-plus semirings. We also
 demonstrate that dioids are closed under the formation of matrices
 (proofs for Kleene algebras remain to be completed).
 <p>
 On the one hand we have aimed at a reference formalisation of variants
 of Kleene algebras that covers a wide range of variants and the core
 theorems in a structured and modular way and provides readable proofs
 at text book level. On the other hand, we intend to use this algebraic
 hierarchy and its models as a generic algebraic middle-layer from which
 programming applications can quickly be explored, implemented and verified."""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.armstrong]
 
 [authors.struth]
-homepage = "struth_homepage1"
+homepage = "struth_homepage"
 
 [authors.weber]
 homepage = "weber_homepage"
 
 [contributors]
 
 [notify]
 struth = "struth_email"
 weber = "weber_email"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/Knuth_Bendix_Order.toml b/metadata/entries/Knuth_Bendix_Order.toml
--- a/metadata/entries/Knuth_Bendix_Order.toml
+++ b/metadata/entries/Knuth_Bendix_Order.toml
@@ -1,31 +1,31 @@
 title = "A Formalization of Knuth–Bendix Orders"
 date = 2020-05-13
 topics = [
   "Logic/Rewriting",
 ]
 abstract = """
 We define a generalized version of Knuth&ndash;Bendix orders,
 including subterm coefficient functions. For these orders we formalize
 several properties such as strong normalization, the subterm property,
 closure properties under substitutions and contexts, as well as ground
 totality."""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.sternagel]
 email = "sternagel_email"
 
 [authors.thiemann]
-homepage = "thiemann_homepage1"
+homepage = "thiemann_homepage"
 
 [contributors]
 
 [notify]
 sternagel = "sternagel_email"
 thiemann = "thiemann_email"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/Kruskal.toml b/metadata/entries/Kruskal.toml
--- a/metadata/entries/Kruskal.toml
+++ b/metadata/entries/Kruskal.toml
@@ -1,36 +1,36 @@
 title = "Kruskal's Algorithm for Minimum Spanning Forest"
 date = 2019-02-14
 topics = [
   "Computer science/Algorithms/Graph",
 ]
 abstract = """
 This Isabelle/HOL formalization defines a greedy algorithm for finding
 a minimum weight basis on a weighted matroid and proves its
 correctness. This algorithm is an abstract version of Kruskal's
 algorithm.  We interpret the abstract algorithm for the cycle matroid
 (i.e. forests in a graph) and refine it to imperative executable code
 using an efficient union-find data structure.  Our formalization can
 be instantiated for different graph representations. We provide
 instantiations for undirected graphs and symmetric directed graphs."""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.haslbeckm]
-homepage = "haslbeckm_homepage1"
+homepage = "haslbeckm_homepage"
 
 [authors.lammich]
 homepage = "lammich_homepage"
 
 [authors.biendarra]
 
 [contributors]
 
 [notify]
 haslbeckm = "haslbeckm_email"
 lammich = "lammich_email"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/LLL_Basis_Reduction.toml b/metadata/entries/LLL_Basis_Reduction.toml
--- a/metadata/entries/LLL_Basis_Reduction.toml
+++ b/metadata/entries/LLL_Basis_Reduction.toml
@@ -1,58 +1,58 @@
 title = "A verified LLL algorithm"
 date = 2018-02-02
 topics = [
   "Computer science/Algorithms/Mathematical",
   "Mathematics/Algebra",
 ]
 abstract = """
 The Lenstra-Lenstra-Lovász basis reduction algorithm, also known as
 LLL algorithm, is an algorithm to find a basis with short, nearly
 orthogonal vectors of an integer lattice. Thereby, it can also be seen
 as an approximation to solve the shortest vector problem (SVP), which
 is an NP-hard problem, where the approximation quality solely depends
 on the dimension of the lattice, but not the lattice itself. The
 algorithm also possesses many applications in diverse fields of
 computer science, from cryptanalysis to number theory, but it is
 specially well-known since it was used to implement the first
 polynomial-time algorithm to factor polynomials. In this work we
 present the first mechanized soundness proof of the LLL algorithm to
 compute short vectors in lattices. The formalization follows a
 textbook by von zur Gathen and Gerhard."""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.bottesch]
 
 [authors.divason]
-homepage = "divason_homepage1"
+homepage = "divason_homepage"
 
 [authors.haslbeck]
 homepage = "haslbeck_homepage"
 
 [authors.joosten]
-homepage = "joosten_homepage1"
+homepage = "joosten_homepage"
 
 [authors.thiemann]
-homepage = "thiemann_homepage2"
+homepage = "thiemann_homepage"
 
 [authors.yamada]
 
 [contributors]
 
 [notify]
 bottesch = "bottesch_email"
-divason = "divason_email1"
+divason = "divason_email"
 haslbeck = "haslbeck_email"
 joosten = "joosten_email2"
 thiemann = "thiemann_email"
 yamada = "yamada_email1"
 
 [history]
 2018-04-16 = """
 Integrated formal complexity bounds (Haslbeck, Thiemann)
 """
 2018-05-25 = "Integrated much faster LLL implementation based on integer arithmetic (Bottesch, Haslbeck, Thiemann)"
 
 [extra]
diff --git a/metadata/entries/LLL_Factorization.toml b/metadata/entries/LLL_Factorization.toml
--- a/metadata/entries/LLL_Factorization.toml
+++ b/metadata/entries/LLL_Factorization.toml
@@ -1,47 +1,47 @@
 title = "A verified factorization algorithm for integer polynomials with polynomial complexity"
 date = 2018-02-06
 topics = [
   "Mathematics/Algebra",
 ]
 abstract = """
 Short vectors in lattices and factors of integer polynomials are
 related. Each factor of an integer polynomial belongs to a certain
 lattice. When factoring polynomials, the condition that we are looking
 for an irreducible polynomial means that we must look for a small
 element in a lattice, which can be done by a basis reduction
 algorithm. In this development we formalize this connection and
 thereby one main application of the LLL basis reduction algorithm: an
 algorithm to factor square-free integer polynomials which runs in
 polynomial time. The work is based on our previous
 Berlekamp–Zassenhaus development, where the exponential reconstruction
 phase has been replaced by the polynomial-time basis reduction
 algorithm. Thanks to this formalization we found a serious flaw in a
 textbook."""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.divason]
-homepage = "divason_homepage1"
+homepage = "divason_homepage"
 
 [authors.joosten]
-homepage = "joosten_homepage1"
+homepage = "joosten_homepage"
 
 [authors.thiemann]
-homepage = "thiemann_homepage2"
+homepage = "thiemann_homepage"
 
 [authors.yamada]
 email = "yamada_email1"
 
 [contributors]
 
 [notify]
-divason = "divason_email1"
+divason = "divason_email"
 joosten = "joosten_email2"
 thiemann = "thiemann_email"
 yamada = "yamada_email1"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/LTL.toml b/metadata/entries/LTL.toml
--- a/metadata/entries/LTL.toml
+++ b/metadata/entries/LTL.toml
@@ -1,32 +1,32 @@
 title = "Linear Temporal Logic"
 date = 2016-03-01
 topics = [
   "Logic/General logic/Temporal logic",
   "Computer science/Automata and formal languages",
 ]
 abstract = """
 This theory provides a formalisation of linear temporal logic (LTL)
 and unifies previous formalisations within the AFP. This entry
 establishes syntax and semantics for this logic and decouples it from
 existing entries, yielding a common environment for theories reasoning
 about LTL. Furthermore a parser written in SML and an executable
 simplifier are provided."""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.sickert]
 homepage = "sickert_homepage"
 
 [contributors]
 
 [contributors.seidl]
 email = "seidl_email"
 
 [notify]
-sickert = "sickert_email1"
+sickert = "sickert_email"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/LTL_to_DRA.toml b/metadata/entries/LTL_to_DRA.toml
--- a/metadata/entries/LTL_to_DRA.toml
+++ b/metadata/entries/LTL_to_DRA.toml
@@ -1,26 +1,26 @@
 title = "Converting Linear Temporal Logic to Deterministic (Generalized) Rabin Automata"
 date = 2015-09-04
 topics = [
   "Computer science/Automata and formal languages",
 ]
 abstract = "Recently, Javier Esparza and Jan Kretinsky proposed a new method directly translating linear temporal logic (LTL) formulas to deterministic (generalized) Rabin automata. Compared to the existing approaches of constructing a non-deterministic Buechi-automaton in the first step and then applying a determinization procedure (e.g. some variant of Safra's construction) in a second step, this new approach preservers a relation between the formula and the states of the resulting automaton. While the old approach produced a monolithic structure, the new method is compositional. Furthermore, in some cases the resulting automata are much smaller than the automata generated by existing approaches. In order to ensure the correctness of the construction, this entry contains a complete formalisation and verification of the translation. Furthermore from this basis executable code is generated."
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.sickert]
-email = "sickert_email1"
+email = "sickert_email"
 
 [contributors]
 
 [notify]
-sickert = "sickert_email1"
+sickert = "sickert_email"
 
 [history]
 2015-09-23 = """
 Enable code export for the eager unfolding optimisation and reduce running time of the generated tool. Moreover, add support for the mlton SML compiler.<br>
 """
 2016-03-24 = "Make use of the LTL entry and include the simplifier."
 
 [extra]
diff --git a/metadata/entries/Laplace_Transform.toml b/metadata/entries/Laplace_Transform.toml
--- a/metadata/entries/Laplace_Transform.toml
+++ b/metadata/entries/Laplace_Transform.toml
@@ -1,29 +1,29 @@
 title = "Laplace Transform"
 date = 2019-08-14
 topics = [
   "Mathematics/Analysis",
 ]
 abstract = """
 This entry formalizes the Laplace transform and concrete Laplace
 transforms for arithmetic functions, frequency shift, integration and
 (higher) differentiation in the time domain. It proves Lerch's
 lemma and uniqueness of the Laplace transform for continuous
 functions. In order to formalize the foundational assumptions, this
 entry contains a formalization of piecewise continuous functions and
 functions of exponential order."""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.immler]
-homepage = "immler_homepage1"
+homepage = "immler_homepage"
 
 [contributors]
 
 [notify]
 immler = "immler_email1"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/Lazy-Lists-II.toml b/metadata/entries/Lazy-Lists-II.toml
--- a/metadata/entries/Lazy-Lists-II.toml
+++ b/metadata/entries/Lazy-Lists-II.toml
@@ -1,21 +1,21 @@
 title = "Lazy Lists II"
 date = 2004-04-26
 topics = [
   "Computer science/Data structures",
 ]
 abstract = "This theory contains some useful extensions to the LList (lazy list) theory by <a href=\"http://www.cl.cam.ac.uk/~lp15/\">Larry Paulson</a>, including finite, infinite, and positive llists over an alphabet, as well as the new constants take and drop and the prefix order of llists. Finally, the notions of safety and liveness in the sense of Alpern and Schneider (1985) are defined."
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.friedrich]
 
 [contributors]
 
 [notify]
-paulson = "paulson_email1"
+paulson = "paulson_email"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/Linear_Inequalities.toml b/metadata/entries/Linear_Inequalities.toml
--- a/metadata/entries/Linear_Inequalities.toml
+++ b/metadata/entries/Linear_Inequalities.toml
@@ -1,35 +1,35 @@
 title = "Linear Inequalities"
 date = 2019-06-21
 topics = [
   "Mathematics/Algebra",
 ]
 abstract = """
 We formalize results about linear inqualities, mainly from
 Schrijver's book. The main results are the proof of the
 fundamental theorem on linear inequalities, Farkas' lemma,
 Carathéodory's theorem, the Farkas-Minkowsky-Weyl theorem, the
 decomposition theorem of polyhedra, and Meyer's result that the
 integer hull of a polyhedron is a polyhedron itself. Several theorems
 include bounds on the appearing numbers, and in particular we provide
 an a-priori bound on mixed-integer solutions of linear inequalities."""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.bottesch]
 homepage = "bottesch_homepage"
 
 [authors.reynaud]
 
 [authors.thiemann]
-homepage = "thiemann_homepage1"
+homepage = "thiemann_homepage"
 
 [contributors]
 
 [notify]
 thiemann = "thiemann_email"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/Linear_Programming.toml b/metadata/entries/Linear_Programming.toml
--- a/metadata/entries/Linear_Programming.toml
+++ b/metadata/entries/Linear_Programming.toml
@@ -1,32 +1,32 @@
 title = "Linear Programming"
 date = 2019-08-06
 topics = [
   "Mathematics/Algebra",
 ]
 abstract = """
 We use the previous formalization of the general simplex algorithm to
 formulate an algorithm for solving linear programs. We encode the
 linear programs using only linear constraints. Solving these
 constraints also solves the original linear program. This algorithm is
 proven to be sound by applying the weak duality theorem which is also
 part of this formalization."""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.parsert]
 homepage = "parsert_homepage"
 
 [authors.kaliszyk]
-homepage = "kaliszyk_homepage1"
+homepage = "kaliszyk_homepage"
 
 [contributors]
 
 [notify]
 parsert = "parsert_email"
 kaliszyk = "kaliszyk_email"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/List_Update.toml b/metadata/entries/List_Update.toml
--- a/metadata/entries/List_Update.toml
+++ b/metadata/entries/List_Update.toml
@@ -1,35 +1,35 @@
 title = "Analysis of List Update Algorithms"
 date = 2016-02-17
 topics = [
   "Computer science/Algorithms/Online",
 ]
 abstract = """
 <p>
 These theories formalize the quantitative analysis of a number of classical algorithms for the list update problem: 2-competitiveness of move-to-front, the lower bound of 2 for the competitiveness of deterministic list update algorithms and 1.6-competitiveness of the randomized COMB algorithm, the best randomized list update algorithm known to date.
 The material is based on the first two chapters of <i>Online Computation
 and Competitive Analysis</i> by Borodin and El-Yaniv.
 </p>
 <p>
 For an informal description see the FSTTCS 2016 publication
 <a href=\"http://www21.in.tum.de/~nipkow/pubs/fsttcs16.html\">Verified Analysis of List Update Algorithms</a>
 by Haslbeck and Nipkow.
 </p>"""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.haslbeckm]
-homepage = "haslbeckm_homepage1"
+homepage = "haslbeckm_homepage"
 
 [authors.nipkow]
 homepage = "nipkow_homepage"
 
 [contributors]
 
 [notify]
 nipkow = "nipkow_email"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/Lowe_Ontological_Argument.toml b/metadata/entries/Lowe_Ontological_Argument.toml
--- a/metadata/entries/Lowe_Ontological_Argument.toml
+++ b/metadata/entries/Lowe_Ontological_Argument.toml
@@ -1,34 +1,34 @@
 title = "Computer-assisted Reconstruction and Assessment of E. J. Lowe's Modal Ontological Argument"
 date = 2017-09-21
 topics = [
   "Logic/Philosophical aspects",
 ]
 abstract = """
 Computers may help us to understand --not just verify-- philosophical
 arguments. By utilizing modern proof assistants in an iterative
 interpretive process, we can reconstruct and assess an argument by
 fully formal means. Through the mechanization of a variant of St.
 Anselm's ontological argument by E. J. Lowe, which is a
 paradigmatic example of a natural-language argument with strong ties
 to metaphysics and religion, we offer an ideal showcase for our
 computer-assisted interpretive method."""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.fuenmayor]
 email = "fuenmayor_email"
 
 [authors.benzmueller]
-homepage = "benzmueller_homepage2"
+homepage = "benzmueller_homepage"
 
 [contributors]
 
 [notify]
 fuenmayor = "fuenmayor_email"
 benzmueller = "benzmueller_email"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/Mereology.toml b/metadata/entries/Mereology.toml
--- a/metadata/entries/Mereology.toml
+++ b/metadata/entries/Mereology.toml
@@ -1,24 +1,24 @@
 title = "Mereology"
 date = 2021-03-01
 topics = [
   "Logic/Philosophical aspects",
 ]
 abstract = """
 We use Isabelle/HOL to verify elementary theorems and alternative
 axiomatizations of classical extensional mereology."""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.blumson]
-homepage = "blumson_homepage1"
+homepage = "blumson_homepage"
 
 [contributors]
 
 [notify]
 blumson = "blumson_email"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/Modular_arithmetic_LLL_and_HNF_algorithms.toml b/metadata/entries/Modular_arithmetic_LLL_and_HNF_algorithms.toml
--- a/metadata/entries/Modular_arithmetic_LLL_and_HNF_algorithms.toml
+++ b/metadata/entries/Modular_arithmetic_LLL_and_HNF_algorithms.toml
@@ -1,39 +1,39 @@
 title = "Two algorithms based on modular arithmetic: lattice basis reduction and Hermite normal form computation"
 date = 2021-03-12
 topics = [
   "Computer science/Algorithms/Mathematical",
 ]
 abstract = """
 We verify two algorithms for which modular arithmetic plays an
 essential role: Storjohann's variant of the LLL lattice basis
 reduction algorithm and Kopparty's algorithm for computing the
 Hermite normal form of a matrix. To do this, we also formalize some
 facts about the modulo operation with symmetric range. Our
 implementations are based on the original papers, but are otherwise
 efficient. For basis reduction we formalize two versions: one that
 includes all of the optimizations/heuristics from Storjohann's
 paper, and one excluding a heuristic that we observed to often
 decrease efficiency. We also provide a fast, self-contained certifier
 for basis reduction, based on the efficient Hermite normal form
 algorithm."""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.bottesch]
 
 [authors.divason]
-homepage = "divason_homepage2"
+homepage = "divason_homepage"
 
 [authors.thiemann]
 email = "thiemann_email"
 
 [contributors]
 
 [notify]
 thiemann = "thiemann_email"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/Monad_Memo_DP.toml b/metadata/entries/Monad_Memo_DP.toml
--- a/metadata/entries/Monad_Memo_DP.toml
+++ b/metadata/entries/Monad_Memo_DP.toml
@@ -1,40 +1,40 @@
 title = "Monadification, Memoization and Dynamic Programming"
 date = 2018-05-22
 topics = [
   "Computer science/Programming languages/Transformations",
   "Computer science/Algorithms",
   "Computer science/Functional programming",
 ]
 abstract = """
 We present a lightweight framework for the automatic verified
 (functional or imperative) memoization of recursive functions. Our
 tool can turn a pure Isabelle/HOL function definition into a
 monadified version in a state monad or the Imperative HOL heap monad,
 and prove a correspondence theorem. We provide a variety of memory
 implementations for the two types of monads. A number of simple
 techniques allow us to achieve bottom-up computation and
 space-efficient memoization. The framework’s utility is demonstrated
 on a number of representative dynamic programming problems. A detailed
 description of our work can be found in the accompanying paper [2]."""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.wimmer]
-homepage = "wimmer_homepage1"
+homepage = "wimmer_homepage"
 
 [authors.hu]
 email = "hu_email"
 
 [authors.nipkow]
-homepage = "nipkow_homepage4"
+homepage = "nipkow_homepage"
 
 [contributors]
 
 [notify]
-wimmer = "wimmer_email1"
+wimmer = "wimmer_email"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/Nash_Williams.toml b/metadata/entries/Nash_Williams.toml
--- a/metadata/entries/Nash_Williams.toml
+++ b/metadata/entries/Nash_Williams.toml
@@ -1,28 +1,28 @@
 title = "The Nash-Williams Partition Theorem"
 date = 2020-05-16
 topics = [
   "Mathematics/Combinatorics",
 ]
 abstract = """
 In 1965, Nash-Williams discovered a generalisation of the infinite
 form of Ramsey's theorem. Where the latter concerns infinite sets
 of n-element sets for some fixed n, the Nash-Williams theorem concerns
 infinite sets of finite sets (or lists) subject to a “no initial
 segment” condition. The present formalisation follows a
 monograph on Ramsey Spaces by Todorčević."""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.paulson]
-homepage = "paulson_homepage1"
+homepage = "paulson_homepage"
 
 [contributors]
 
 [notify]
 paulson = "paulson_email"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/Octonions.toml b/metadata/entries/Octonions.toml
--- a/metadata/entries/Octonions.toml
+++ b/metadata/entries/Octonions.toml
@@ -1,31 +1,31 @@
 title = "Octonions"
 date = 2018-09-14
 topics = [
   "Mathematics/Algebra",
   "Mathematics/Geometry",
 ]
 abstract = """
 We develop the basic theory of Octonions, including various identities
 and properties of the octonions and of the octonionic product, a
 description of 7D isometries and representations of orthogonal
 transformations. To this end we first develop the theory of the vector
 cross product in 7 dimensions. The development of the theory of
 Octonions is inspired by that of the theory of Quaternions by Lawrence
 Paulson. However, we do not work within the type class real_algebra_1
 because the octonionic product is not associative."""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.argyraki]
-homepage = "argyraki_homepage1"
+homepage = "argyraki_homepage"
 
 [contributors]
 
 [notify]
 argyraki = "argyraki_email"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/OpSets.toml b/metadata/entries/OpSets.toml
--- a/metadata/entries/OpSets.toml
+++ b/metadata/entries/OpSets.toml
@@ -1,47 +1,47 @@
 title = "OpSets: Sequential Specifications for Replicated Datatypes"
 date = 2018-05-10
 topics = [
   "Computer science/Algorithms/Distributed",
   "Computer science/Data structures",
 ]
 abstract = """
 We introduce OpSets, an executable framework for specifying and
 reasoning about the semantics of replicated datatypes that provide
 eventual consistency in a distributed system, and for mechanically
 verifying algorithms that implement these datatypes. Our approach is
 simple but expressive, allowing us to succinctly specify a variety of
 abstract datatypes, including maps, sets, lists, text, graphs, trees,
 and registers. Our datatypes are also composable, enabling the
 construction of complex data structures. To demonstrate the utility of
 OpSets for analysing replication algorithms, we highlight an important
 correctness property for collaborative text editing that has
 traditionally been overlooked; algorithms that do not satisfy this
 property can exhibit awkward interleaving of text. We use OpSets to
 specify this correctness property and prove that although one existing
 replication algorithm satisfies this property, several other published
 algorithms do not."""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.kleppmann]
-email = "kleppmann_email1"
+email = "kleppmann_email"
 
 [authors.gomes]
-email = "gomes_email3"
+email = "gomes_email"
 
 [authors.mulligan]
 email = "mulligan_email1"
 
 [authors.beresford]
-email = "beresford_email1"
+email = "beresford_email"
 
 [contributors]
 
 [notify]
-gomes = "gomes_email1"
+gomes = "gomes_email"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/Optimal_BST.toml b/metadata/entries/Optimal_BST.toml
--- a/metadata/entries/Optimal_BST.toml
+++ b/metadata/entries/Optimal_BST.toml
@@ -1,31 +1,31 @@
 title = "Optimal Binary Search Trees"
 date = 2018-05-27
 topics = [
   "Computer science/Algorithms",
   "Computer science/Data structures",
 ]
 abstract = """
 This article formalizes recursive algorithms for the construction
 of optimal binary search trees given fixed access frequencies.
 We follow Knuth (1971), Yao (1980) and Mehlhorn (1984).
 The algorithms are memoized with the help of the AFP article
 <a href=\"Monad_Memo_DP.html\">Monadification, Memoization and Dynamic Programming</a>,
 thus yielding dynamic programming algorithms."""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.nipkow]
-homepage = "nipkow_homepage3"
+homepage = "nipkow_homepage"
 
 [authors.somogyi]
 
 [contributors]
 
 [notify]
 nipkow = "nipkow_email"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/Order_Lattice_Props.toml b/metadata/entries/Order_Lattice_Props.toml
--- a/metadata/entries/Order_Lattice_Props.toml
+++ b/metadata/entries/Order_Lattice_Props.toml
@@ -1,30 +1,30 @@
 title = "Properties of Orderings and Lattices"
 date = 2018-12-11
 topics = [
   "Mathematics/Order",
 ]
 abstract = """
 These components add further fundamental order and lattice-theoretic
 concepts and properties to Isabelle's libraries.  They follow by
 and large the introductory sections of the Compendium of Continuous
 Lattices,  covering directed and filtered sets, down-closed and
 up-closed sets, ideals and filters, Galois connections, closure and
 co-closure operators. Some emphasis is on duality and morphisms
 between structures, as in the Compendium.  To this end, three ad-hoc
 approaches to duality are compared."""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.struth]
-homepage = "struth_homepage1"
+homepage = "struth_homepage"
 
 [contributors]
 
 [notify]
 struth = "struth_email"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/Ordered_Resolution_Prover.toml b/metadata/entries/Ordered_Resolution_Prover.toml
--- a/metadata/entries/Ordered_Resolution_Prover.toml
+++ b/metadata/entries/Ordered_Resolution_Prover.toml
@@ -1,39 +1,39 @@
 title = "Formalization of Bachmair and Ganzinger's Ordered Resolution Prover"
 date = 2018-01-18
 topics = [
   "Logic/General logic/Mechanization of proofs",
 ]
 abstract = """
 This Isabelle/HOL formalization covers Sections 2 to 4 of Bachmair and
 Ganzinger's \"Resolution Theorem Proving\" chapter in the
 <em>Handbook of Automated Reasoning</em>. This includes
 soundness and completeness of unordered and ordered variants of ground
 resolution with and without literal selection, the standard redundancy
 criterion, a general framework for refutational theorem proving, and
 soundness and completeness of an abstract first-order prover."""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.schlichtkrull]
 homepage = "schlichtkrull_homepage"
 
 [authors.blanchette]
 email = "blanchette_email1"
 
 [authors.traytel]
 homepage = "traytel_homepage"
 
 [authors.waldmann]
-email = "waldmann_email1"
+email = "waldmann_email"
 
 [contributors]
 
 [notify]
 schlichtkrull = "schlichtkrull_email"
 blanchette = "blanchette_email1"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/Ordinal.toml b/metadata/entries/Ordinal.toml
--- a/metadata/entries/Ordinal.toml
+++ b/metadata/entries/Ordinal.toml
@@ -1,22 +1,22 @@
 title = "Countable Ordinals"
 date = 2005-11-11
 topics = [
   "Logic/Set theory",
 ]
 abstract = "This development defines a well-ordered type of countable ordinals. It includes notions of continuous and normal functions, recursively defined functions over ordinals, least fixed-points, and derivatives. Much of ordinal arithmetic is formalized, including exponentials and logarithms. The development concludes with formalizations of Cantor Normal Form and Veblen hierarchies over normal functions."
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.huffman]
 homepage = "huffman_homepage"
 
 [contributors]
 
 [notify]
-paulson = "paulson_email1"
+paulson = "paulson_email"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/Ordinal_Partitions.toml b/metadata/entries/Ordinal_Partitions.toml
--- a/metadata/entries/Ordinal_Partitions.toml
+++ b/metadata/entries/Ordinal_Partitions.toml
@@ -1,39 +1,39 @@
 title = "Ordinal Partitions"
 date = 2020-08-03
 topics = [
   "Mathematics/Combinatorics",
   "Logic/Set theory",
 ]
 abstract = """
 The theory of partition relations concerns generalisations of
 Ramsey's theorem. For any ordinal $\\alpha$, write $\\alpha \\to
 (\\alpha, m)^2$ if for each function $f$ from unordered pairs of
 elements of $\\alpha$ into $\\{0,1\\}$, either there is a subset
 $X\\subseteq \\alpha$ order-isomorphic to $\\alpha$ such that
 $f\\{x,y\\}=0$ for all $\\{x,y\\}\\subseteq X$, or there is an $m$ element
 set $Y\\subseteq \\alpha$ such that $f\\{x,y\\}=1$ for all
 $\\{x,y\\}\\subseteq Y$. (In both cases, with $\\{x,y\\}$ we require
 $x\\not=y$.) In particular, the infinite Ramsey theorem can be written
 in this notation as $\\omega \\to (\\omega, \\omega)^2$, or if we
 restrict $m$ to the positive integers as above, then $\\omega \\to
 (\\omega, m)^2$ for all $m$.  This entry formalises Larson's proof
 of $\\omega^\\omega \\to (\\omega^\\omega, m)^2$ along with a similar proof
 of a result due to Specker: $\\omega^2 \\to (\\omega^2, m)^2$. Also
 proved is a necessary result by Erdős and Milner:
 $\\omega^{1+\\alpha\\cdot n} \\to (\\omega^{1+\\alpha}, 2^n)^2$."""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.paulson]
-homepage = "paulson_homepage1"
+homepage = "paulson_homepage"
 
 [contributors]
 
 [notify]
 paulson = "paulson_email"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/Poincare_Bendixson.toml b/metadata/entries/Poincare_Bendixson.toml
--- a/metadata/entries/Poincare_Bendixson.toml
+++ b/metadata/entries/Poincare_Bendixson.toml
@@ -1,37 +1,37 @@
 title = "The Poincaré-Bendixson Theorem"
 date = 2019-12-18
 topics = [
   "Mathematics/Analysis",
 ]
 abstract = """
 The Poincaré-Bendixson theorem is a classical result in the study of
 (continuous) dynamical systems. Colloquially, it restricts the
 possible behaviors of planar dynamical systems: such systems cannot be
 chaotic. In practice, it is a useful tool for proving the existence of
 (limiting) periodic behavior in planar systems. The theorem is an
 interesting and challenging benchmark for formalized mathematics
 because proofs in the literature rely on geometric sketches and only
 hint at symmetric cases. It also requires a substantial background of
 mathematical theories, e.g., the Jordan curve theorem, real analysis,
 ordinary differential equations, and limiting (long-term) behavior of
 dynamical systems."""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.immler]
-homepage = "immler_homepage2"
+homepage = "immler_homepage"
 
 [authors.tan]
 homepage = "tan_homepage"
 
 [contributors]
 
 [notify]
 immler = "immler_email1"
 tan = "tan_email"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/Prime_Number_Theorem.toml b/metadata/entries/Prime_Number_Theorem.toml
--- a/metadata/entries/Prime_Number_Theorem.toml
+++ b/metadata/entries/Prime_Number_Theorem.toml
@@ -1,60 +1,60 @@
 title = "The Prime Number Theorem"
 date = 2018-09-19
 topics = [
   "Mathematics/Number theory",
 ]
 abstract = """
 <p>This article provides a short proof of the Prime Number
 Theorem in several equivalent forms, most notably
 &pi;(<em>x</em>) ~ <em>x</em>/ln
 <em>x</em> where &pi;(<em>x</em>) is the
 number of primes no larger than <em>x</em>. It also
 defines other basic number-theoretic functions related to primes like
 Chebyshev's functions &thetasym; and &psi; and the
 &ldquo;<em>n</em>-th prime number&rdquo; function
 p<sub><em>n</em></sub>. We also show various
 bounds and relationship between these functions are shown. Lastly, we
 derive Mertens' First and Second Theorem, i.&thinsp;e.
 &sum;<sub><em>p</em>&le;<em>x</em></sub>
 ln <em>p</em>/<em>p</em> = ln
 <em>x</em> + <em>O</em>(1) and
 &sum;<sub><em>p</em>&le;<em>x</em></sub>
 1/<em>p</em> = ln ln <em>x</em> + M +
 <em>O</em>(1/ln <em>x</em>). We also give
 explicit bounds for the remainder terms.</p> <p>The proof
 of the Prime Number Theorem builds on a library of Dirichlet series
 and analytic combinatorics. We essentially follow the presentation by
 Newman. The core part of the proof is a Tauberian theorem for
 Dirichlet series, which is proven using complex analysis and then used
 to strengthen Mertens' First Theorem to
 &sum;<sub><em>p</em>&le;<em>x</em></sub>
 ln <em>p</em>/<em>p</em> = ln
 <em>x</em> + c + <em>o</em>(1).</p>
 <p>A variant of this proof has been formalised before by
 Harrison in HOL Light, and formalisations of Selberg's elementary
 proof exist both by Avigad <em>et al.</em> in Isabelle and
 by Carneiro in Metamath. The advantage of the analytic proof is that,
 while it requires more powerful mathematical tools, it is considerably
 shorter and clearer. This article attempts to provide a short and
 clear formalisation of all components of that proof using the full
 range of mathematical machinery available in Isabelle, staying as
 close as possible to Newman's simple paper proof.</p>"""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.eberl]
 homepage = "eberl_homepage"
 
 [authors.paulson]
-homepage = "paulson_homepage1"
+homepage = "paulson_homepage"
 
 [contributors]
 
 [notify]
 eberl = "eberl_email"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/Probabilistic_Timed_Automata.toml b/metadata/entries/Probabilistic_Timed_Automata.toml
--- a/metadata/entries/Probabilistic_Timed_Automata.toml
+++ b/metadata/entries/Probabilistic_Timed_Automata.toml
@@ -1,38 +1,38 @@
 title = "Probabilistic Timed Automata"
 date = 2018-05-24
 topics = [
   "Mathematics/Probability theory",
   "Computer science/Automata and formal languages",
 ]
 abstract = """
 We present a formalization of probabilistic timed automata (PTA) for
 which we try to follow the formula MDP + TA = PTA as far as possible:
 our work starts from our existing formalizations of Markov decision
 processes (MDP) and timed automata (TA) and combines them modularly.
 We prove the fundamental result for probabilistic timed automata: the
 region construction that is known from timed automata carries over to
 the probabilistic setting. In particular, this allows us to prove that
 minimum and maximum reachability probabilities can be computed via a
 reduction to MDP model checking, including the case where one wants to
 disregard unrealizable behavior. Further information can be found in
 our ITP paper [2]."""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.wimmer]
 homepage = "wimmer_homepage"
 
 [authors.hoelzl]
-homepage = "hoelzl_homepage1"
+homepage = "hoelzl_homepage"
 
 [contributors]
 
 [notify]
-wimmer = "wimmer_email1"
+wimmer = "wimmer_email"
 hoelzl = "hoelzl_email"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/Progress_Tracking.toml b/metadata/entries/Progress_Tracking.toml
--- a/metadata/entries/Progress_Tracking.toml
+++ b/metadata/entries/Progress_Tracking.toml
@@ -1,41 +1,41 @@
 title = "Formalization of Timely Dataflow's Progress Tracking Protocol"
 date = 2021-04-13
 topics = [
   "Computer science/Algorithms/Distributed",
 ]
 abstract = """
 Large-scale stream processing systems often follow the dataflow
 paradigm, which enforces a program structure that exposes a high
 degree of parallelism. The Timely Dataflow distributed system supports
 expressive cyclic dataflows for which it offers low-latency data- and
 pipeline-parallel stream processing. To achieve high expressiveness
 and performance, Timely Dataflow uses an intricate distributed
 protocol for tracking the computation’s progress. We formalize this
 progress tracking protocol and verify its safety. Our formalization is
 described in detail in our forthcoming <a
 href=\"https://traytel.bitbucket.io/papers/itp21-progress_tracking/safe.pdf\">ITP'21
 paper</a>."""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.brun]
 
 [authors.decova]
 
 [authors.lattuada]
 homepage = "lattuada_homepage"
 
 [authors.traytel]
-homepage = "traytel_homepage1"
+homepage = "traytel_homepage"
 
 [contributors]
 
 [notify]
 brun = "brun_email"
 traytel = "traytel_email2"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/Projective_Measurements.toml b/metadata/entries/Projective_Measurements.toml
--- a/metadata/entries/Projective_Measurements.toml
+++ b/metadata/entries/Projective_Measurements.toml
@@ -1,28 +1,28 @@
 title = "Quantum projective measurements and the CHSH inequality"
 date = 2021-03-03
 topics = [
   "Computer science/Algorithms/Quantum computing",
   "Mathematics/Physics/Quantum information",
 ]
 abstract = """
 This work contains a formalization of quantum projective measurements,
 also known as von Neumann measurements, which are based on elements of
 spectral theory. We also formalized the CHSH inequality, an inequality
 involving expectations in a probability space that is violated by
 quantum measurements, thus proving that quantum mechanics cannot be modeled with an underlying local hidden-variable theory."""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.echenim]
-homepage = "echenim_homepage1"
+homepage = "echenim_homepage"
 
 [contributors]
 
 [notify]
 echenim = "echenim_email"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/Promela.toml b/metadata/entries/Promela.toml
--- a/metadata/entries/Promela.toml
+++ b/metadata/entries/Promela.toml
@@ -1,31 +1,31 @@
 title = "Promela Formalization"
 date = 2014-05-28
 topics = [
   "Computer science/System description languages",
 ]
 abstract = """
 We present an executable formalization of the language Promela, the
 description language for models of the model checker SPIN. This
 formalization is part of the work for a completely verified model
 checker (CAVA), but also serves as a useful (and executable!)
 description of the semantics of the language itself, something that is
 currently missing.
 The formalization uses three steps: It takes an abstract syntax tree
 generated from an SML parser, removes syntactic sugar and enriches it
 with type information. This further gets translated into a transition
 system, on which the semantic engine (read: successor function) operates."""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.neumann]
-email = "neumann_email1"
+email = "neumann_email"
 
 [contributors]
 
 [notify]
 
 [history]
 
 [extra]
diff --git a/metadata/entries/Quantales.toml b/metadata/entries/Quantales.toml
--- a/metadata/entries/Quantales.toml
+++ b/metadata/entries/Quantales.toml
@@ -1,25 +1,25 @@
 title = "Quantales"
 date = 2018-12-11
 topics = [
   "Mathematics/Algebra",
 ]
 abstract = """
 These mathematical components formalise basic properties of quantales,
 together with some important models, constructions, and concepts,
 including quantic nuclei and conuclei."""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.struth]
-homepage = "struth_homepage1"
+homepage = "struth_homepage"
 
 [contributors]
 
 [notify]
 struth = "struth_email"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/Quaternions.toml b/metadata/entries/Quaternions.toml
--- a/metadata/entries/Quaternions.toml
+++ b/metadata/entries/Quaternions.toml
@@ -1,32 +1,32 @@
 title = "Quaternions"
 date = 2018-09-05
 topics = [
   "Mathematics/Algebra",
   "Mathematics/Geometry",
 ]
 abstract = """
 This theory is inspired by the HOL Light development of quaternions,
 but follows its own route. Quaternions are developed coinductively, as
 in the existing formalisation of the complex numbers. Quaternions are
 quickly shown to belong to the type classes of real normed division
 algebras and real inner product spaces. And therefore they inherit a
 great body of facts involving algebraic  laws, limits, continuity,
 etc., which must be proved explicitly in the HOL Light version.  The
 development concludes with the geometric interpretation of the product
 of imaginary quaternions."""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.paulson]
-homepage = "paulson_homepage1"
+homepage = "paulson_homepage"
 
 [contributors]
 
 [notify]
 paulson = "paulson_email"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/ROBDD.toml b/metadata/entries/ROBDD.toml
--- a/metadata/entries/ROBDD.toml
+++ b/metadata/entries/ROBDD.toml
@@ -1,40 +1,40 @@
 title = "Algorithms for Reduced Ordered Binary Decision Diagrams"
 date = 2016-04-27
 topics = [
   "Computer science/Algorithms",
   "Computer science/Data structures",
 ]
 abstract = """
 We present a verified and executable implementation of ROBDDs in
 Isabelle/HOL. Our implementation relates pointer-based computation in
 the Heap monad to operations on an abstract definition of boolean
 functions. Internally, we implemented the if-then-else combinator in a
 recursive fashion, following the Shannon decomposition of the argument
 functions. The implementation mixes and adapts known techniques and is
 built with efficiency in mind."""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.michaelis]
 homepage = "michaelis_homepage"
 
 [authors.haslbeck]
-homepage = "haslbeck_homepage1"
+homepage = "haslbeck_homepage"
 
 [authors.lammich]
 homepage = "lammich_homepage"
 
 [authors.hupel]
 homepage = "hupel_homepage"
 
 [contributors]
 
 [notify]
 michaelis = "michaelis_email2"
 haslbeck = "haslbeck_email1"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/Registers.toml b/metadata/entries/Registers.toml
--- a/metadata/entries/Registers.toml
+++ b/metadata/entries/Registers.toml
@@ -1,31 +1,31 @@
 title = "Quantum and Classical Registers"
 date = 2021-10-28
 topics = [
   "Computer science/Algorithms/Quantum computing",
   "Computer science/Programming languages/Logics",
   "Computer science/Semantics",
 ]
 abstract = """
 A formalization of the theory of quantum and classical registers as
 developed by (Unruh, Quantum and Classical Registers). In a nutshell,
 a register refers to a part of a larger memory or system that can be
 accessed independently.  Registers can be constructed from other
 registers and several (compatible) registers can be composed. This
 formalization develops both the generic theory of registers as well as
 specific instantiations for classical and quantum registers."""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.unruh]
-homepage = "unruh_homepage1"
+homepage = "unruh_homepage"
 
 [contributors]
 
 [notify]
 unruh = "unruh_email"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/Regular_Algebras.toml b/metadata/entries/Regular_Algebras.toml
--- a/metadata/entries/Regular_Algebras.toml
+++ b/metadata/entries/Regular_Algebras.toml
@@ -1,35 +1,35 @@
 title = "Regular Algebras"
 date = 2014-05-21
 topics = [
   "Computer science/Automata and formal languages",
   "Mathematics/Algebra",
 ]
 abstract = """
 Regular algebras axiomatise the equational theory of regular expressions as induced by
 regular language identity. We use Isabelle/HOL for a detailed systematic study of regular
 algebras given by Boffa, Conway, Kozen and Salomaa. We investigate the relationships between
 these classes, formalise a soundness proof for the smallest class (Salomaa's) and obtain
 completeness of the largest one (Boffa's) relative to a deep result by Krob. In addition
 we provide a large collection of regular identities in the general setting of Boffa's axiom.
 Our regular algebra hierarchy is orthogonal to the Kleene algebra hierarchy in the Archive
 of Formal Proofs; we have not aimed at an integration for pragmatic reasons."""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.fosters]
-homepage = "fosters_homepage1"
+homepage = "fosters_homepage"
 
 [authors.struth]
 homepage = "struth_homepage"
 
 [contributors]
 
 [notify]
 fosters = "fosters_email"
 struth = "struth_email"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/Regular_Tree_Relations.toml b/metadata/entries/Regular_Tree_Relations.toml
--- a/metadata/entries/Regular_Tree_Relations.toml
+++ b/metadata/entries/Regular_Tree_Relations.toml
@@ -1,48 +1,48 @@
 title = "Regular Tree Relations"
 date = 2021-12-15
 topics = [
   "Computer science/Automata and formal languages",
 ]
 abstract = """
 Tree automata have good closure properties and therefore a commonly
 used to prove/disprove properties. This formalization contains among
 other things the proofs of many closure properties of tree automata
 (anchored) ground tree transducers and regular relations. Additionally
 it includes the well known pumping lemma and a lifting of the Myhill
 Nerode theorem for regular languages to tree languages.  We want to
 mention the existence of a <a
 href=\"https://www.isa-afp.org/entries/Tree-Automata.html\">tree
 automata APF-entry</a> developed by Peter Lammich. His work is
 based on epsilon free top-down tree automata, while this entry builds
 on bottom-up tree auotamta with epsilon transitions. Moreover our
 formalization relies on the <a
 href=\"https://www.isa-afp.org/entries/Collections.html\">Collections
 Framework</a>, also by Peter Lammich, to obtain efficient code.
 All proven constructions of the closure properties are exportable
 using the Isabelle/HOL code generation facilities."""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.lochmann]
 email = "lochmann_email"
 
 [authors.felgenhauer]
 
 [authors.sternagel]
 homepage = "sternagel_homepage"
 
 [authors.thiemann]
-homepage = "thiemann_homepage2"
+homepage = "thiemann_homepage"
 
 [authors.sternagelt]
 
 [contributors]
 
 [notify]
 lochmann = "lochmann_email"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/Relation_Algebra.toml b/metadata/entries/Relation_Algebra.toml
--- a/metadata/entries/Relation_Algebra.toml
+++ b/metadata/entries/Relation_Algebra.toml
@@ -1,38 +1,38 @@
 title = "Relation Algebra"
 date = 2014-01-25
 topics = [
   "Mathematics/Algebra",
 ]
 abstract = """
 Tarski's algebra of binary relations is formalised along the lines of
 the standard textbooks of Maddux and Schmidt and Ströhlein. This
 includes relation-algebraic concepts such as subidentities, vectors and
 a domain operation as well as various notions associated to functions.
 Relation algebras are also expanded by a reflexive transitive closure
 operation, and they are linked with Kleene algebras and models of binary
 relations and Boolean matrices."""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.armstrong]
 
 [authors.fosters]
 email = "fosters_email"
 
 [authors.struth]
-homepage = "struth_homepage1"
+homepage = "struth_homepage"
 
 [authors.weber]
 homepage = "weber_homepage"
 
 [contributors]
 
 [notify]
 struth = "struth_email"
 weber = "weber_email"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/Relational-Incorrectness-Logic.toml b/metadata/entries/Relational-Incorrectness-Logic.toml
--- a/metadata/entries/Relational-Incorrectness-Logic.toml
+++ b/metadata/entries/Relational-Incorrectness-Logic.toml
@@ -1,35 +1,35 @@
 title = "An Under-Approximate Relational Logic"
 date = 2020-03-12
 topics = [
   "Computer science/Programming languages/Logics",
   "Computer science/Security",
 ]
 abstract = """
 Recently, authors have proposed under-approximate logics for reasoning
 about programs. So far, all such logics have been confined to
 reasoning about individual program behaviours. Yet there exist many
 over-approximate relational logics for reasoning about pairs of
 programs and relating their behaviours. We present the first
 under-approximate relational logic, for the simple imperative language
 IMP. We prove our logic is both sound and complete. Additionally, we
 show how reasoning in this logic can be decomposed into non-relational
 reasoning in an under-approximate Hoare logic, mirroring Beringer’s
 result for over-approximate relational logics. We illustrate the
 application of our logic on some small examples in which we provably
 demonstrate the presence of insecurity."""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.murray]
-homepage = "murray_homepage1"
+homepage = "murray_homepage"
 
 [contributors]
 
 [notify]
 murray = "murray_email"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/Relational_Forests.toml b/metadata/entries/Relational_Forests.toml
--- a/metadata/entries/Relational_Forests.toml
+++ b/metadata/entries/Relational_Forests.toml
@@ -1,29 +1,29 @@
 title = "Relational Forests"
 date = 2021-08-03
 topics = [
   "Mathematics/Graph theory",
 ]
 abstract = """
 We study second-order formalisations of graph properties expressed as
 first-order formulas in relation algebras extended with a Kleene star.
 The formulas quantify over relations while still avoiding
 quantification over elements of the base set. We formalise the
 property of undirected graphs being acyclic this way. This involves a
 study of various kinds of orientation of graphs. We also verify basic
 algorithms to constructively prove several second-order properties."""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.guttmann]
-homepage = "guttmann_homepage1"
+homepage = "guttmann_homepage"
 
 [contributors]
 
 [notify]
 guttmann = "guttmann_email"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/Roth_Arithmetic_Progressions.toml b/metadata/entries/Roth_Arithmetic_Progressions.toml
--- a/metadata/entries/Roth_Arithmetic_Progressions.toml
+++ b/metadata/entries/Roth_Arithmetic_Progressions.toml
@@ -1,44 +1,44 @@
 title = "Roth's Theorem on Arithmetic Progressions"
 date = 2021-12-28
 topics = [
   "Mathematics/Graph theory",
   "Mathematics/Combinatorics",
 ]
 abstract = """
 We formalise a proof of Roth's Theorem on Arithmetic
 Progressions, a major result in additive combinatorics on the
 existence of 3-term arithmetic progressions in subsets of natural
 numbers. To this end, we follow a proof using graph regularity. We
 employ our recent formalisation of Szemerédi's Regularity Lemma,
 a major result in extremal graph theory, which we use here to prove
 the Triangle Counting Lemma and the Triangle Removal Lemma. Our
 sources are Yufei Zhao's MIT lecture notes
 \"<a href=\"https://ocw.mit.edu/courses/mathematics/18-217-graph-theory-and-additive-combinatorics-fall-2019/lecture-notes/MIT18_217F19_ch3.pdf\">Graph Theory and Additive Combinatorics</a>\"
 (revised version <a href=\"https://yufeizhao.com/gtac/gtac17.pdf\">here</a>)
 and W.T. Gowers's Cambridge lecture notes
 \"<a href=\"https://www.dpmms.cam.ac.uk/~par31/notes/tic.pdf\">Topics in Combinatorics</a>\".
 We also refer to the University of
 Georgia notes by Stephanie Bell and Will Grodzicki,
 \"<a href=\"http://citeseerx.ist.psu.edu/viewdoc/summary?doi=10.1.1.432.327\">Using Szemerédi's Regularity Lemma to Prove Roth's Theorem</a>\"."""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.edmonds]
 homepage = "edmonds_homepage"
 
 [authors.argyraki]
 homepage = "argyraki_homepage"
 
 [authors.paulson]
-homepage = "paulson_homepage1"
+homepage = "paulson_homepage"
 
 [contributors]
 
 [notify]
 paulson = "paulson_email"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/SATSolverVerification.toml b/metadata/entries/SATSolverVerification.toml
--- a/metadata/entries/SATSolverVerification.toml
+++ b/metadata/entries/SATSolverVerification.toml
@@ -1,21 +1,21 @@
 title = "Formal Verification of Modern SAT Solvers"
 date = 2008-07-23
 topics = [
   "Computer science/Algorithms",
 ]
 abstract = "This document contains formal correctness proofs of modern SAT solvers. Following (Krstic et al, 2007) and (Nieuwenhuis et al., 2006), solvers are described using state-transition systems. Several different SAT solver descriptions are given and their partial correctness and termination is proved. These include: <ul> <li> a solver based on classical DPLL procedure (using only a backtrack-search with unit propagation),</li> <li> a very general solver with backjumping and learning (similar to the description given in (Nieuwenhuis et al., 2006)), and</li> <li> a solver with a specific conflict analysis algorithm (similar to the description given in (Krstic et al., 2007)).</li> </ul> Within the SAT solver correctness proofs, a large number of lemmas about propositional logic and CNF formulae are proved. This theory is self-contained and could be used for further exploring of properties of CNF based SAT algorithms."
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.maricf]
-homepage = "maricf_homepage1"
+homepage = "maricf_homepage"
 
 [contributors]
 
 [notify]
 
 [history]
 
 [extra]
diff --git a/metadata/entries/SC_DOM_Components.toml b/metadata/entries/SC_DOM_Components.toml
--- a/metadata/entries/SC_DOM_Components.toml
+++ b/metadata/entries/SC_DOM_Components.toml
@@ -1,42 +1,42 @@
 title = "A Formalization of Safely Composable Web Components"
 date = 2020-09-28
 topics = [
   "Computer science/Data structures",
 ]
 abstract = """
 While the (safely composable) DOM with shadow trees provide the
 technical basis for defining web components, it does neither defines
 the concept of web components nor specifies the safety properties that
 web components should guarantee. Consequently, the standard also does
 not discuss how or even if the methods for modifying the DOM respect
 component boundaries. In AFP entry, we present a formally verified
 model of safely composable web components and define safety properties
 which ensure that different web components can only interact with each
 other using well-defined interfaces. Moreover, our verification of the
 application programming interface (API) of the DOM revealed numerous
 invariants that implementations of the DOM API need to preserve to
 ensure the integrity of components.  In comparison to the strict
 standard compliance formalization of Web Components in the AFP entry
 \"DOM_Components\", the notion of components in this entry
 (based on \"SC_DOM\" and \"Shadow_SC_DOM\") provides
 much stronger safety guarantees."""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.brucker]
-homepage = "brucker_homepage1"
+homepage = "brucker_homepage"
 
 [authors.herzberg]
 homepage = "herzberg_homepage"
 
 [contributors]
 
 [notify]
 brucker = "brucker_email2"
 herzberg = "herzberg_email"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/SIFUM_Type_Systems.toml b/metadata/entries/SIFUM_Type_Systems.toml
--- a/metadata/entries/SIFUM_Type_Systems.toml
+++ b/metadata/entries/SIFUM_Type_Systems.toml
@@ -1,44 +1,44 @@
 title = "A Formalization of Assumptions and Guarantees for Compositional Noninterference"
 date = 2014-04-23
 topics = [
   "Computer science/Security",
   "Computer science/Programming languages/Type systems",
 ]
 abstract = """
 Research in information-flow security aims at developing methods to
 identify undesired information leaks within programs from private
 (high) sources to public (low) sinks. For a concurrent system, it is
 desirable to have compositional analysis methods that allow for
 analyzing each thread independently and that nevertheless guarantee
 that the parallel composition of successfully analyzed threads
 satisfies a global security guarantee. However, such a compositional
 analysis should not be overly pessimistic about what an environment
 might do with shared resources. Otherwise, the analysis will reject
 many intuitively secure programs.
 <p>
 The paper \"Assumptions and Guarantees for Compositional
 Noninterference\" by Mantel et. al. presents one solution for this problem:
 an approach for compositionally reasoning about non-interference in
 concurrent programs via rely-guarantee-style reasoning.  We present an
 Isabelle/HOL formalization of the concepts and proofs of this approach."""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.grewe]
-email = "grewe_email1"
+email = "grewe_email"
 
 [authors.mantel]
 email = "mantel_email"
 
 [authors.schoepe]
 email = "schoepe_email"
 
 [contributors]
 
 [notify]
 
 [history]
 
 [extra]
diff --git a/metadata/entries/Safe_Distance.toml b/metadata/entries/Safe_Distance.toml
--- a/metadata/entries/Safe_Distance.toml
+++ b/metadata/entries/Safe_Distance.toml
@@ -1,37 +1,37 @@
 title = "A Formally Verified Checker of the Safe Distance Traffic Rules for Autonomous Vehicles"
 date = 2020-06-01
 topics = [
   "Computer science/Algorithms/Mathematical",
   "Mathematics/Physics",
 ]
 abstract = """
 The Vienna Convention on Road Traffic defines the safe distance
 traffic rules informally. This could make autonomous vehicle liable
 for safe-distance-related accidents because there is no clear
 definition of how large a safe distance is. We provide a formally
 proven prescriptive definition of a safe distance, and checkers which
 can decide whether an autonomous vehicle is obeying the safe distance
 rule. Not only does our work apply to the domain of law, but it also
 serves as a specification for autonomous vehicle manufacturers and for
 online verification of path planners."""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.rizaldi]
 email = "rizaldi_email"
 
 [authors.immler]
-homepage = "immler_homepage2"
+homepage = "immler_homepage"
 
 [contributors]
 
 [notify]
 rizaldi = "rizaldi_email"
-immler = "immler_email2"
+immler = "immler_email1"
 rau = "rau_email"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/Saturation_Framework_Extensions.toml b/metadata/entries/Saturation_Framework_Extensions.toml
--- a/metadata/entries/Saturation_Framework_Extensions.toml
+++ b/metadata/entries/Saturation_Framework_Extensions.toml
@@ -1,38 +1,38 @@
 title = "Extensions to the Comprehensive Framework for Saturation Theorem Proving"
 date = 2020-08-25
 topics = [
   "Logic/General logic/Mechanization of proofs",
 ]
 abstract = """
 This Isabelle/HOL formalization extends the AFP entry
 <em>Saturation_Framework</em> with the following
 contributions:  <ul> <li>an application of the framework
 to prove Bachmair and Ganzinger's resolution prover RP
 refutationally complete, which was formalized in a more ad hoc fashion
 by Schlichtkrull et al. in the AFP entry
 <em>Ordered_Resultion_Prover</em>;</li>
 <li>generalizations of various basic concepts formalized by
 Schlichtkrull et al., which were needed to verify RP and could be
 useful to formalize other calculi, such as superposition;</li>
 <li>alternative proofs of fairness (and hence saturation and
 ultimately refutational completeness) for the given clause procedures
 GC and LGC, based on invariance.</li> </ul>"""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.blanchette]
 homepage = "blanchette_homepage1"
 
 [authors.tourret]
-homepage = "tourret_homepage1"
+homepage = "tourret_homepage"
 
 [contributors]
 
 [notify]
 blanchette = "blanchette_email"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/Shadow_DOM.toml b/metadata/entries/Shadow_DOM.toml
--- a/metadata/entries/Shadow_DOM.toml
+++ b/metadata/entries/Shadow_DOM.toml
@@ -1,41 +1,41 @@
 title = "A Formal Model of the Document Object Model with Shadow Roots"
 date = 2020-09-28
 topics = [
   "Computer science/Data structures",
 ]
 abstract = """
 In this AFP entry, we extend our formalization of the core DOM with
 Shadow Roots. Shadow roots are a recent proposal of the web community
 to support a component-based development approach for client-side web
 applications.  Shadow roots are a significant extension to the DOM
 standard and, as web standards are condemned to be backward
 compatible, such extensions often result in complex specification that
 may contain unwanted subtleties that can be detected by a
 formalization.  Our Isabelle/HOL formalization is, in the sense of
 object-orientation, an extension of our formalization of the core DOM
 and enjoys the same basic properties, i.e., it is extensible, i.e.,
 can be extended without the need of re-proving already proven
 properties and executable, i.e., we can generate executable code from
 our specification. We exploit the executability to show that our
 formalization complies to the official standard of the W3C,
 respectively, the WHATWG."""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.brucker]
-homepage = "brucker_homepage1"
+homepage = "brucker_homepage"
 
 [authors.herzberg]
 homepage = "herzberg_homepage"
 
 [contributors]
 
 [notify]
 brucker = "brucker_email2"
 herzberg = "herzberg_email"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/Shadow_SC_DOM.toml b/metadata/entries/Shadow_SC_DOM.toml
--- a/metadata/entries/Shadow_SC_DOM.toml
+++ b/metadata/entries/Shadow_SC_DOM.toml
@@ -1,43 +1,43 @@
 title = "A Formal Model of the Safely Composable Document Object Model with Shadow Roots"
 date = 2020-09-28
 topics = [
   "Computer science/Data structures",
 ]
 abstract = """
 In this AFP entry, we extend our formalization of the safely
 composable DOM with Shadow Roots. This is a proposal for Shadow Roots
 with stricter safety guarantess than the standard compliant
 formalization (see \"Shadow DOM\"). Shadow Roots are a recent
 proposal of the web community to support a component-based development
 approach for client-side web applications.  Shadow roots are a
 significant extension to the DOM standard and, as web standards are
 condemned to be backward compatible, such extensions often result in
 complex specification that may contain unwanted subtleties that can be
 detected by a formalization.  Our Isabelle/HOL formalization is, in
 the sense of object-orientation, an extension of our formalization of
 the core DOM and enjoys the same basic properties, i.e., it is
 extensible, i.e., can be extended without the need of re-proving
 already proven properties and executable, i.e., we can generate
 executable code from our specification. We exploit the executability
 to show that our formalization complies to the official standard of
 the W3C, respectively, the WHATWG."""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.brucker]
-homepage = "brucker_homepage1"
+homepage = "brucker_homepage"
 
 [authors.herzberg]
 homepage = "herzberg_homepage"
 
 [contributors]
 
 [notify]
 brucker = "brucker_email2"
 herzberg = "herzberg_email"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/Simple_Firewall.toml b/metadata/entries/Simple_Firewall.toml
--- a/metadata/entries/Simple_Firewall.toml
+++ b/metadata/entries/Simple_Firewall.toml
@@ -1,44 +1,44 @@
 title = "Simple Firewall"
 date = 2016-08-24
 topics = [
   "Computer science/Networks",
 ]
 abstract = """
 We present a simple model of a firewall. The firewall can accept or
 drop a packet and can match on interfaces, IP addresses, protocol, and
 ports. It was designed to feature nice mathematical properties: The
 type of match expressions was carefully crafted such that the
 conjunction of two match expressions is only one match expression.
 This model is too simplistic to mirror all aspects of the real world.
 In the upcoming entry \"Iptables Semantics\", we will translate the
 Linux firewall iptables to this model.  For a fixed service (e.g. ssh,
 http), we provide an algorithm to compute an overview of the
 firewall's filtering behavior. The algorithm computes minimal service
 matrices, i.e. graphs which partition the complete IPv4 and IPv6
 address space and visualize the allowed accesses between partitions.
 For a detailed description, see
 <a href=\"http://dl.ifip.org/db/conf/networking/networking2016/1570232858.pdf\">Verified iptables Firewall
 Analysis</a>, IFIP Networking 2016."""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.diekmann]
 homepage = "diekmann_homepage"
 
 [authors.michaelis]
 homepage = "michaelis_homepage"
 
 [authors.haslbeck]
-homepage = "haslbeck_homepage1"
+homepage = "haslbeck_homepage"
 
 [contributors]
 
 [notify]
 diekmann = "diekmann_email"
 haslbeck = "haslbeck_email2"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/Simplex.toml b/metadata/entries/Simplex.toml
--- a/metadata/entries/Simplex.toml
+++ b/metadata/entries/Simplex.toml
@@ -1,37 +1,37 @@
 title = "An Incremental Simplex Algorithm with Unsatisfiable Core Generation"
 date = 2018-08-24
 topics = [
   "Computer science/Algorithms/Optimization",
 ]
 abstract = """
 We present an Isabelle/HOL formalization and total correctness proof
 for the incremental version of the Simplex algorithm which is used in
 most state-of-the-art SMT solvers. It supports extraction of
 satisfying assignments, extraction of minimal unsatisfiable cores, incremental
 assertion of constraints and backtracking. The formalization relies on
 stepwise program refinement, starting from a simple specification,
 going through a number of refinement steps, and ending up in a fully
 executable functional implementation. Symmetries present in the
 algorithm are handled with special care."""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.maricf]
 email = "maricf_email"
 
 [authors.spasic]
 email = "spasic_email"
 
 [authors.thiemann]
-homepage = "thiemann_homepage1"
+homepage = "thiemann_homepage"
 
 [contributors]
 
 [notify]
 thiemann = "thiemann_email"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/Simplicial_complexes_and_boolean_functions.toml b/metadata/entries/Simplicial_complexes_and_boolean_functions.toml
--- a/metadata/entries/Simplicial_complexes_and_boolean_functions.toml
+++ b/metadata/entries/Simplicial_complexes_and_boolean_functions.toml
@@ -1,37 +1,37 @@
 title = "Simplicial Complexes and Boolean functions"
 date = 2021-11-29
 topics = [
   "Mathematics/Topology",
 ]
 abstract = """
 In this work we formalise the isomorphism between simplicial complexes
 of dimension $n$ and monotone Boolean functions in $n$ variables,
 mainly following the definitions and results as introduced by N. A.
 Scoville. We also take advantage of the AFP
 representation of <a href=\"https://www.isa-afp.org/entries/ROBDD.html\">ROBDD</a>
 (Reduced Ordered Binary Decision Diagrams) to compute the ROBDD representation of a
 given simplicial complex (by means of the isomorphism to Boolean
 functions). Some examples of simplicial complexes and associated
 Boolean functions are also presented."""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.aransay]
-homepage = "aransay_homepage1"
+homepage = "aransay_homepage"
 
 [authors.campo]
 email = "campo_email"
 
 [authors.michaelis]
-homepage = "michaelis_homepage1"
+homepage = "michaelis_homepage"
 
 [contributors]
 
 [notify]
 aransay = "aransay_email"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/Skip_Lists.toml b/metadata/entries/Skip_Lists.toml
--- a/metadata/entries/Skip_Lists.toml
+++ b/metadata/entries/Skip_Lists.toml
@@ -1,34 +1,34 @@
 title = "Skip Lists"
 date = 2020-01-09
 topics = [
   "Computer science/Data structures",
 ]
 abstract = """
 <p> Skip lists are sorted linked lists enhanced with shortcuts
 and are an alternative to binary search trees. A skip lists consists
 of multiple levels of sorted linked lists where a list on level n is a
 subsequence of the list on level n − 1. In the ideal case, elements
 are skipped in such a way that a lookup in a skip lists takes O(log n)
 time. In a randomised skip list the skipped elements are choosen
 randomly. </p> <p> This entry contains formalized proofs
 of the textbook results about the expected height and the expected
 length of a search path in a randomised skip list. </p>"""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.haslbeck]
 homepage = "haslbeck_homepage"
 
 [authors.eberl]
-homepage = "eberl_homepage1"
+homepage = "eberl_homepage"
 
 [contributors]
 
 [notify]
 haslbeck = "haslbeck_email2"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/Smith_Normal_Form.toml b/metadata/entries/Smith_Normal_Form.toml
--- a/metadata/entries/Smith_Normal_Form.toml
+++ b/metadata/entries/Smith_Normal_Form.toml
@@ -1,36 +1,36 @@
 title = "A verified algorithm for computing the Smith normal form of a matrix"
 date = 2020-05-23
 topics = [
   "Mathematics/Algebra",
   "Computer science/Algorithms/Mathematical",
 ]
 abstract = """
 This work presents a formal proof in Isabelle/HOL of an algorithm to
 transform a matrix into its Smith normal form, a canonical matrix
 form, in a general setting: the algorithm is parameterized by
 operations to prove its existence over elementary divisor rings, while
 execution is guaranteed over Euclidean domains. We also provide a
 formal proof on some results about the generality of this algorithm as
 well as the uniqueness of the Smith normal form.  Since Isabelle/HOL
 does not feature dependent types, the development is carried out
 switching conveniently between two different existing libraries: the
 Hermite normal form (based on HOL Analysis) and the Jordan normal form
 AFP entries. This permits to reuse results from both developments and
 it is done by means of the lifting and transfer package together with
 the use of local type definitions."""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.divason]
-homepage = "divason_homepage2"
+homepage = "divason_homepage"
 
 [contributors]
 
 [notify]
-divason = "divason_email1"
+divason = "divason_email"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/Smooth_Manifolds.toml b/metadata/entries/Smooth_Manifolds.toml
--- a/metadata/entries/Smooth_Manifolds.toml
+++ b/metadata/entries/Smooth_Manifolds.toml
@@ -1,34 +1,34 @@
 title = "Smooth Manifolds"
 date = 2018-10-22
 topics = [
   "Mathematics/Analysis",
   "Mathematics/Topology",
 ]
 abstract = """
 We formalize the definition and basic properties of smooth manifolds
 in Isabelle/HOL. Concepts covered include partition of unity, tangent
 and cotangent spaces, and the fundamental theorem of path integrals.
 We also examine some concrete manifolds such as spheres and projective
 spaces. The formalization makes extensive use of the analysis and
 linear algebra libraries in Isabelle/HOL, in particular its
 “types-to-sets” mechanism."""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.immler]
-homepage = "immler_homepage2"
+homepage = "immler_homepage"
 
 [authors.zhan]
 homepage = "zhan_homepage"
 
 [contributors]
 
 [notify]
 immler = "immler_email"
 zhan = "zhan_email"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/Stream-Fusion.toml b/metadata/entries/Stream-Fusion.toml
--- a/metadata/entries/Stream-Fusion.toml
+++ b/metadata/entries/Stream-Fusion.toml
@@ -1,22 +1,22 @@
 title = "Stream Fusion"
 date = 2009-04-29
 topics = [
   "Computer science/Functional programming",
 ]
 abstract = "Stream Fusion is a system for removing intermediate list structures from Haskell programs; it consists of a Haskell library along with several compiler rewrite rules. (The library is available <a href=\"http://hackage.haskell.org/package/stream-fusion\">online</a>.)<br><br>These theories contain a formalization of much of the Stream Fusion library in HOLCF. Lazy list and stream types are defined, along with coercions between the two types, as well as an equivalence relation for streams that generate the same list. List and stream versions of map, filter, foldr, enumFromTo, append, zipWith, and concatMap are defined, and the stream versions are shown to respect stream equivalence."
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.huffman]
-homepage = "huffman_homepage1"
+homepage = "huffman_homepage"
 
 [contributors]
 
 [notify]
 huffman = "huffman_email1"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/Strong_Security.toml b/metadata/entries/Strong_Security.toml
--- a/metadata/entries/Strong_Security.toml
+++ b/metadata/entries/Strong_Security.toml
@@ -1,51 +1,51 @@
 title = "A Formalization of Strong Security"
 date = 2014-04-23
 topics = [
   "Computer science/Security",
   "Computer science/Programming languages/Type systems",
 ]
 abstract = """
 Research in information-flow security aims at developing methods to
 identify undesired information leaks within programs from private
 sources to public sinks. Noninterference captures this
 intuition. Strong security from Sabelfeld and Sands
 formalizes noninterference for concurrent systems.
 <p>
 We present an Isabelle/HOL formalization of strong security for
 arbitrary security lattices (Sabelfeld and Sands use
 a two-element security lattice in the original publication).
 The formalization includes
 compositionality proofs for strong security and a soundness proof
 for a security type system that checks strong security for programs
 in a simple while language with dynamic thread creation.
 <p>
 Our formalization of the security type system is abstract in the
 language for expressions and in the semantic side conditions for
 expressions. It can easily be instantiated with different syntactic
 approximations for these side conditions. The soundness proof of
 such an instantiation boils down to showing that these syntactic
 approximations imply the semantic side conditions."""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.grewe]
-email = "grewe_email1"
+email = "grewe_email"
 
 [authors.lux]
 email = "lux_email"
 
 [authors.mantel]
 email = "mantel_email"
 
 [authors.sauer]
 email = "sauer_email"
 
 [contributors]
 
 [notify]
 
 [history]
 
 [extra]
diff --git a/metadata/entries/Szemeredi_Regularity.toml b/metadata/entries/Szemeredi_Regularity.toml
--- a/metadata/entries/Szemeredi_Regularity.toml
+++ b/metadata/entries/Szemeredi_Regularity.toml
@@ -1,42 +1,42 @@
 title = "Szemerédi's Regularity Lemma"
 date = 2021-11-05
 topics = [
   "Mathematics/Graph theory",
   "Mathematics/Combinatorics",
 ]
 abstract = """
 <a
 href=\"https://en.wikipedia.org/wiki/Szemerédi_regularity_lemma\">Szemerédi's
 regularity lemma</a> is a key result in the study of large
 graphs. It asserts the existence of an upper bound on the number of parts
 the vertices of a graph need to be partitioned into such that the
 edges between the parts are random in a certain sense. This bound
 depends only on the desired precision and not on the graph itself, in
 the spirit of Ramsey's theorem. The formalisation follows online
 course notes by <a
 href=\"https://www.dpmms.cam.ac.uk/~par31/notes/tic.pdf\">Tim
 Gowers</a> and <a
 href=\"https://yufeizhao.com/gtac/gtac.pdf\">Yufei
 Zhao</a>."""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.edmonds]
 homepage = "edmonds_homepage"
 
 [authors.argyraki]
 homepage = "argyraki_homepage2"
 
 [authors.paulson]
-homepage = "paulson_homepage1"
+homepage = "paulson_homepage"
 
 [contributors]
 
 [notify]
 paulson = "paulson_email"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/TESL_Language.toml b/metadata/entries/TESL_Language.toml
--- a/metadata/entries/TESL_Language.toml
+++ b/metadata/entries/TESL_Language.toml
@@ -1,59 +1,59 @@
 title = "A Formal Development of a Polychronous Polytimed Coordination Language"
 date = 2019-07-30
 topics = [
   "Computer science/System description languages",
   "Computer science/Semantics",
   "Computer science/Concurrency",
 ]
 abstract = """
 The design of complex systems involves different formalisms for
 modeling their different parts or aspects. The global model of a
 system may therefore consist of a coordination of concurrent
 sub-models that use different paradigms.  We develop here a theory for
 a language used to specify the timed coordination of such
 heterogeneous subsystems by addressing the following issues:
 <ul><li>the
 behavior of the sub-systems is observed only at a series of discrete
 instants,</li><li>events may occur in different sub-systems at unrelated
 times, leading to polychronous systems, which do not necessarily have
 a common base clock,</li><li>coordination between subsystems involves
 causality, so the occurrence of an event may enforce the occurrence of
 other events, possibly after a certain duration has elapsed or an
 event has occurred a given number of times,</li><li>the domain of time
 (discrete, rational, continuous...) may be different in the
 subsystems, leading to polytimed systems,</li><li>the time frames of
 different sub-systems may be related (for instance, time in a GPS
 satellite and in a GPS receiver on Earth are related although they are
 not the same).</li></ul>
 Firstly, a denotational semantics of the language is
 defined. Then, in order to be able to incrementally check the behavior
 of systems, an operational semantics is given, with proofs of
 progress, soundness and completeness with regard to the denotational
 semantics. These proofs are made according to a setup that can scale
 up when new operators are added to the language. In order for
 specifications to be composed in a clean way, the language should be
 invariant by stuttering (i.e., adding observation instants at which
 nothing happens). The proof of this invariance is also given."""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.van]
 email = "van_email"
 
 [authors.boulanger]
 email = "boulanger_email"
 
 [authors.wolff]
-email = "wolff_email1"
+email = "wolff_email"
 
 [contributors]
 
 [notify]
 boulanger = "boulanger_email"
-wolff = "wolff_email1"
+wolff = "wolff_email"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/Timed_Automata.toml b/metadata/entries/Timed_Automata.toml
--- a/metadata/entries/Timed_Automata.toml
+++ b/metadata/entries/Timed_Automata.toml
@@ -1,43 +1,43 @@
 title = "Timed Automata"
 date = 2016-03-08
 topics = [
   "Computer science/Automata and formal languages",
 ]
 abstract = """
 Timed automata are a widely used formalism for modeling real-time
 systems, which is employed  in a class of successful model checkers
 such as UPPAAL [LPY97], HyTech [HHWt97] or Kronos [Yov97].  This work
 formalizes the theory for the subclass of diagonal-free timed
 automata,  which is sufficient to model many interesting problems.  We
 first define the basic concepts and semantics of diagonal-free timed
 automata.  Based on this, we prove two types of decidability results
 for the language emptiness problem.    The first is the classic result
 of Alur and Dill [AD90, AD94],  which uses a finite partitioning of
 the state space into so-called `regions`.    Our second result focuses
 on an approach based on `Difference Bound Matrices (DBMs)`,  which is
 practically used by model checkers.  We prove the correctness of the
 basic forward analysis operations on DBMs.  One of these operations is
 the Floyd-Warshall algorithm for the all-pairs shortest paths problem.
 To obtain a finite search space, a widening operation has to be used
 for this kind of analysis.  We use Patricia Bouyer's [Bou04] approach
 to prove that this widening operation  is correct in the sense that
 DBM-based forward analysis in combination with the widening operation
 also decides language emptiness. The interesting property of this
 proof is that the first  decidability result is reused to obtain the
 second one."""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.wimmer]
 homepage = "wimmer_homepage"
 
 [contributors]
 
 [notify]
-wimmer = "wimmer_email1"
+wimmer = "wimmer_email"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/Topology.toml b/metadata/entries/Topology.toml
--- a/metadata/entries/Topology.toml
+++ b/metadata/entries/Topology.toml
@@ -1,21 +1,21 @@
 title = "Topology"
 date = 2004-04-26
 topics = [
   "Mathematics/Topology",
 ]
 abstract = "This entry contains two theories. The first, <tt>Topology</tt>, develops the basic notions of general topology. The second, which can be viewed as a demonstration of the first, is called <tt>LList_Topology</tt>. It develops the topology of lazy lists."
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.friedrich]
 
 [contributors]
 
 [notify]
-paulson = "paulson_email1"
+paulson = "paulson_email"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/Transformer_Semantics.toml b/metadata/entries/Transformer_Semantics.toml
--- a/metadata/entries/Transformer_Semantics.toml
+++ b/metadata/entries/Transformer_Semantics.toml
@@ -1,33 +1,33 @@
 title = "Transformer Semantics"
 date = 2018-12-11
 topics = [
   "Mathematics/Algebra",
   "Computer science/Semantics",
 ]
 abstract = """
 These mathematical components formalise predicate transformer
 semantics for programs, yet currently only for partial correctness and
 in the absence of faults.  A first part for isotone (or monotone),
 Sup-preserving and Inf-preserving transformers follows Back and von
 Wright's approach, with additional emphasis on the quantalic
 structure of algebras of transformers.  The second part develops
 Sup-preserving and Inf-preserving predicate transformers from the
 powerset monad, via its Kleisli category and Eilenberg-Moore algebras,
 with emphasis on adjunctions and dualities, as well as isomorphisms
 between relations, state transformers and predicate transformers."""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.struth]
-homepage = "struth_homepage1"
+homepage = "struth_homepage"
 
 [contributors]
 
 [notify]
 struth = "struth_email"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/Transitive_Models.toml b/metadata/entries/Transitive_Models.toml
--- a/metadata/entries/Transitive_Models.toml
+++ b/metadata/entries/Transitive_Models.toml
@@ -1,38 +1,38 @@
 title = "Transitive Models of Fragments of ZFC"
 date = 2022-03-03
 topics = [
   "Logic/Set theory",
 ]
 abstract = """
 We extend the ZF-Constructibility library by relativizing theories of
 the Isabelle/ZF and Delta System Lemma sessions to a transitive class.
 We also relativize Paulson's work on Aleph and our former
 treatment of the Axiom of Dependent Choices. This work is a
 prerrequisite to our formalization of the independence of the
 Continuum Hypothesis."""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.gunther]
 email = "gunther_email"
 
 [authors.pagano]
 homepage = "pagano_homepage"
 
 [authors.terraf]
-homepage = "terraf_homepage2"
+homepage = "terraf_homepage"
 
 [authors.steinberg]
 email = "steinberg_email"
 
 [contributors]
 
 [notify]
 terraf = "terraf_email"
-pagano = "pagano_email1"
+pagano = "pagano_email"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/Treaps.toml b/metadata/entries/Treaps.toml
--- a/metadata/entries/Treaps.toml
+++ b/metadata/entries/Treaps.toml
@@ -1,44 +1,44 @@
 title = "Treaps"
 date = 2018-02-06
 topics = [
   "Computer science/Data structures",
 ]
 abstract = """
 <p> A Treap is a binary tree whose nodes contain pairs
 consisting of some payload and an associated priority. It must have
 the search-tree property w.r.t. the payloads and the heap property
 w.r.t. the priorities. Treaps are an interesting data structure that
 is related to binary search trees (BSTs) in the following way: if one
 forgets all the priorities of a treap, the resulting BST is exactly
 the same as if one had inserted the elements into an empty BST in
 order of ascending priority. This means that a treap behaves like a
 BST where we can pretend the elements were inserted in a different
 order from the one in which they were actually inserted. </p>
 <p> In particular, by choosing these priorities at random upon
 insertion of an element, we can pretend that we inserted the elements
 in <em>random order</em>, so that the shape of the
 resulting tree is that of a random BST no matter in what order we
 insert the elements. This is the main result of this
 formalisation.</p>"""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.haslbeck]
 homepage = "haslbeck_homepage"
 
 [authors.eberl]
 homepage = "eberl_homepage2"
 
 [authors.nipkow]
-homepage = "nipkow_homepage3"
+homepage = "nipkow_homepage"
 
 [contributors]
 
 [notify]
 eberl = "eberl_email"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/Types_Tableaus_and_Goedels_God.toml b/metadata/entries/Types_Tableaus_and_Goedels_God.toml
--- a/metadata/entries/Types_Tableaus_and_Goedels_God.toml
+++ b/metadata/entries/Types_Tableaus_and_Goedels_God.toml
@@ -1,37 +1,37 @@
 title = "Types, Tableaus and Gödel’s God in Isabelle/HOL"
 date = 2017-05-01
 topics = [
   "Logic/Philosophical aspects",
 ]
 abstract = """
 A computer-formalisation of the essential parts of Fitting's
 textbook \"Types, Tableaus and Gödel's God\" in
 Isabelle/HOL is presented. In particular, Fitting's (and
 Anderson's) variant of the ontological argument is verified and
 confirmed. This variant avoids the modal collapse, which has been
 criticised as an undesirable side-effect of Kurt Gödel's (and
 Dana Scott's) versions of the ontological argument.
 Fitting's work is employing an intensional higher-order modal
 logic, which we shallowly embed here in classical higher-order logic.
 We then utilize the embedded logic for the formalisation of
 Fitting's argument. (See also the earlier AFP entry ``Gödel's God in Isabelle/HOL''.)"""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.fuenmayor]
 email = "fuenmayor_email"
 
 [authors.benzmueller]
-homepage = "benzmueller_homepage2"
+homepage = "benzmueller_homepage"
 
 [contributors]
 
 [notify]
 fuenmayor = "fuenmayor_email"
 benzmueller = "benzmueller_email"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/UPF_Firewall.toml b/metadata/entries/UPF_Firewall.toml
--- a/metadata/entries/UPF_Firewall.toml
+++ b/metadata/entries/UPF_Firewall.toml
@@ -1,35 +1,35 @@
 title = "Formal Network Models and Their Application to Firewall Policies"
 date = 2017-01-08
 topics = [
   "Computer science/Security",
   "Computer science/Networks",
 ]
 abstract = """
 We present a formal model of network protocols and their application
 to modeling firewall policies. The formalization is based on the
 Unified Policy Framework (UPF). The formalization was originally
 developed with for generating test cases for testing the security
 configuration actual firewall and router (middle-boxes) using
 HOL-TestGen. Our work focuses on modeling application level protocols
 on top of tcp/ip."""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.brucker]
-homepage = "brucker_homepage1"
+homepage = "brucker_homepage"
 
 [authors.bruegger]
 
 [authors.wolff]
 homepage = "wolff_homepage"
 
 [contributors]
 
 [notify]
 brucker = "brucker_email2"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/Universal_Turing_Machine.toml b/metadata/entries/Universal_Turing_Machine.toml
--- a/metadata/entries/Universal_Turing_Machine.toml
+++ b/metadata/entries/Universal_Turing_Machine.toml
@@ -1,36 +1,36 @@
 title = "Universal Turing Machine"
 date = 2019-02-08
 topics = [
   "Logic/Computability",
   "Computer science/Automata and formal languages",
 ]
 abstract = """
 We formalise results from computability theory: recursive functions,
 undecidability of the halting problem, and the existence of a
 universal Turing machine. This formalisation is the AFP entry
 corresponding to the paper Mechanising Turing Machines and Computability Theory
 in Isabelle/HOL, ITP 2013."""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.xu]
 
 [authors.zhangx]
 
 [authors.urban]
-homepage = "urban_homepage1"
+homepage = "urban_homepage"
 
 [authors.joosten]
-homepage = "joosten_homepage1"
+homepage = "joosten_homepage"
 
 [contributors]
 
 [notify]
 joosten = "joosten_email1"
 urban = "urban_email"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/Van_der_Waerden.toml b/metadata/entries/Van_der_Waerden.toml
--- a/metadata/entries/Van_der_Waerden.toml
+++ b/metadata/entries/Van_der_Waerden.toml
@@ -1,36 +1,36 @@
 title = "Van der Waerden's Theorem"
 date = 2021-06-22
 topics = [
   "Mathematics/Combinatorics",
 ]
 abstract = """
 This article formalises the proof of Van der Waerden's Theorem
 from Ramsey theory.  Van der Waerden's Theorem states that for
 integers $k$ and $l$ there exists a number $N$ which guarantees that
 if an integer interval of length at least $N$ is coloured with $k$
 colours, there will always be an arithmetic progression of length $l$
 of the same colour in said interval. The proof goes along the lines of
 \\cite{Swan}.  The smallest number $N_{k,l}$ fulfilling Van der
 Waerden's Theorem is then called the Van der Waerden Number.
 Finding the Van der Waerden Number is still an open problem for most
 values of $k$ and $l$."""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.kreuzer]
 homepage = "kreuzer_homepage"
 
 [authors.eberl]
-homepage = "eberl_homepage1"
+homepage = "eberl_homepage"
 
 [contributors]
 
 [notify]
 kreuzer = "kreuzer_email"
 eberl = "eberl_email"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/VerifyThis2019.toml b/metadata/entries/VerifyThis2019.toml
--- a/metadata/entries/VerifyThis2019.toml
+++ b/metadata/entries/VerifyThis2019.toml
@@ -1,30 +1,30 @@
 title = "VerifyThis 2019 -- Polished Isabelle Solutions"
 date = 2019-10-16
 topics = [
   "Computer science/Algorithms",
 ]
 abstract = """
 VerifyThis 2019 (http://www.pm.inf.ethz.ch/research/verifythis.html)
 was a program verification competition associated with ETAPS 2019. It
 was the 8th event in the VerifyThis competition series. In this entry,
 we present polished and completed versions of our solutions that we
 created during the competition."""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.lammich]
 
 [authors.wimmer]
-homepage = "wimmer_homepage1"
+homepage = "wimmer_homepage"
 
 [contributors]
 
 [notify]
 lammich = "lammich_email"
-wimmer = "wimmer_email1"
+wimmer = "wimmer_email"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/WHATandWHERE_Security.toml b/metadata/entries/WHATandWHERE_Security.toml
--- a/metadata/entries/WHATandWHERE_Security.toml
+++ b/metadata/entries/WHATandWHERE_Security.toml
@@ -1,58 +1,58 @@
 title = "A Formalization of Declassification with WHAT-and-WHERE-Security"
 date = 2014-04-23
 topics = [
   "Computer science/Security",
   "Computer science/Programming languages/Type systems",
 ]
 abstract = """
 Research in information-flow security aims at developing methods to
 identify undesired information leaks within programs from private
 sources to public sinks. Noninterference captures this intuition by
 requiring that no information whatsoever flows from private sources
 to public sinks. However, in practice this definition is often too
 strict: Depending on the intuitive desired security policy, the
 controlled declassification of certain private information (WHAT) at
 certain points in the program (WHERE) might not result in an
 undesired information leak.
 <p>
 We present an Isabelle/HOL formalization of such a security property
 for controlled declassification, namely WHAT&WHERE-security from
 \"Scheduler-Independent Declassification\" by Lux, Mantel, and Perner.
 The formalization includes
 compositionality proofs for and a soundness proof for a security
 type system that checks for programs in a simple while language with
 dynamic thread creation.
 <p>
 Our formalization of the security type system is abstract in the
 language for expressions and in the semantic side conditions for
 expressions. It can easily be instantiated with different syntactic
 approximations for these side conditions. The soundness proof of
 such an instantiation boils down to showing that these syntactic
 approximations imply the semantic side conditions.
 <p>
 This Isabelle/HOL formalization uses theories from the entry
 Strong Security."""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.grewe]
-email = "grewe_email1"
+email = "grewe_email"
 
 [authors.lux]
 email = "lux_email"
 
 [authors.mantel]
 email = "mantel_email"
 
 [authors.sauer]
 email = "sauer_email"
 
 [contributors]
 
 [notify]
 
 [history]
 
 [extra]
diff --git a/metadata/entries/Weight_Balanced_Trees.toml b/metadata/entries/Weight_Balanced_Trees.toml
--- a/metadata/entries/Weight_Balanced_Trees.toml
+++ b/metadata/entries/Weight_Balanced_Trees.toml
@@ -1,32 +1,32 @@
 title = "Weight-Balanced Trees"
 date = 2018-03-13
 topics = [
   "Computer science/Data structures",
 ]
 abstract = """
 This theory provides a verified implementation of weight-balanced
 trees following the work of <a
 href=\"https://doi.org/10.1017/S0956796811000104\">Hirai
 and Yamamoto</a> who proved that all parameters in a certain
 range are valid, i.e. guarantee that insertion and deletion preserve
 weight-balance. Instead of a general theorem we provide parameterized
 proofs of preservation of the invariant that work for many (all?)
 valid parameters."""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.nipkow]
-homepage = "nipkow_homepage3"
+homepage = "nipkow_homepage"
 
 [authors.dirix]
 
 [contributors]
 
 [notify]
 nipkow = "nipkow_email"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/Word_Lib.toml b/metadata/entries/Word_Lib.toml
--- a/metadata/entries/Word_Lib.toml
+++ b/metadata/entries/Word_Lib.toml
@@ -1,45 +1,45 @@
 title = "Finite Machine Word Library"
 date = 2016-06-09
 topics = [
   "Computer science/Data structures",
 ]
 abstract = """
 This entry contains an extension to the Isabelle library for
 fixed-width machine words. In particular, the entry adds quickcheck setup
 for words, printing as hexadecimals, additional operations, reasoning
 about alignment, signed words, enumerations of words, normalisation of
 word numerals, and an extensive library of properties about generic
 fixed-width words, as well as an instantiation of many of these to the
 commonly used 32 and 64-bit bases."""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.beeren]
 
 [authors.fernandez]
 
 [authors.gao]
 
 [authors.klein]
 homepage = "klein_homepage"
 
 [authors.kolanski]
 
 [authors.lim]
 
 [authors.lewis]
 
 [authors.matichuk]
 
 [authors.sewell]
 
 [contributors]
 
 [notify]
-klein = "klein_email1"
+klein = "klein_email"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/Youngs_Inequality.toml b/metadata/entries/Youngs_Inequality.toml
--- a/metadata/entries/Youngs_Inequality.toml
+++ b/metadata/entries/Youngs_Inequality.toml
@@ -1,31 +1,31 @@
 title = "Young's Inequality for Increasing Functions"
 date = 2022-01-31
 topics = [
   "Mathematics/Analysis",
 ]
 abstract = """
 Young's inequality states that $$ ab \\leq \\int_0^a f(x)dx +
 \\int_0^b f^{-1}(y) dy $$ where $a\\geq 0$, $b\\geq 0$ and $f$ is
 strictly increasing and continuous. Its proof is formalised following
 <a href=\"https://www.jstor.org/stable/2318018\">the
 development</a> by Cunningham and Grossman. Their idea is to
 make the intuitive, geometric folklore proof rigorous by reasoning
 about step functions. The lack of the Riemann integral makes the
 development longer than one would like, but their argument is
 reproduced faithfully."""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.paulson]
-homepage = "paulson_homepage1"
+homepage = "paulson_homepage"
 
 [contributors]
 
 [notify]
 paulson = "paulson_email"
 
 [history]
 
 [extra]
diff --git a/metadata/entries/ZFC_in_HOL.toml b/metadata/entries/ZFC_in_HOL.toml
--- a/metadata/entries/ZFC_in_HOL.toml
+++ b/metadata/entries/ZFC_in_HOL.toml
@@ -1,48 +1,48 @@
 title = "Zermelo Fraenkel Set Theory in Higher-Order Logic"
 date = 2019-10-24
 topics = [
   "Logic/Set theory",
 ]
 abstract = """
 <p>This entry is a new formalisation of ZFC set theory in Isabelle/HOL. It is
 logically equivalent to Obua's HOLZF; the point is to have the closest
 possible integration with the rest of Isabelle/HOL, minimising the amount of
 new notations and exploiting type classes.</p>
 <p>There is a type <em>V</em> of sets and a function <em>elts :: V =&gt; V
 set</em> mapping a set to its elements. Classes simply have type <em>V
 set</em>, and a predicate identifies the small classes: those that correspond
 to actual sets. Type classes connected with orders and lattices are used to
 minimise the amount of new notation for concepts such as the subset relation,
 union and intersection. Basic concepts — Cartesian products, disjoint sums,
 natural numbers, functions, etc. — are formalised.</p>
 <p>More advanced set-theoretic concepts, such as transfinite induction,
 ordinals, cardinals and the transitive closure of a set, are also provided.
 The definition of addition and multiplication for general sets (not just
 ordinals) follows Kirby.</p>
 <p>The theory provides two type classes with the aim of facilitating
 developments that combine <em>V</em> with other Isabelle/HOL types:
 <em>embeddable</em>, the class of types that can be injected into <em>V</em>
 (including <em>V</em> itself as well as <em>V*V</em>, etc.), and
 <em>small</em>, the class of types that correspond to some ZF set.</p>
 extra-history =
 Change history:
 [2020-01-28]:  Generalisation of the \"small\" predicate and order types to arbitrary sets;
 ordinal exponentiation;
 introduction of the coercion ord_of_nat :: \"nat => V\";
 numerous new lemmas. (revision 6081d5be8d08)"""
 license = "bsd"
 note = ""
 
 [authors]
 
 [authors.paulson]
-homepage = "paulson_homepage1"
+homepage = "paulson_homepage"
 
 [contributors]
 
 [notify]
 paulson = "paulson_email"
 
 [history]
 
 [extra]
diff --git a/web/authors/abdulaziz/index.html b/web/authors/abdulaziz/index.html
--- a/web/authors/abdulaziz/index.html
+++ b/web/authors/abdulaziz/index.html
@@ -1,140 +1,140 @@
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   <h1 >
     <span class='first'>M</span>ohammad <span class='first'>A</span>bdulaziz</h1>
   <div>
     
     
     
   </div>
 </header><div>
 <h2>Homepages 🌐</h2>
 <ul><li><a href="http://home.in.tum.de/~mansour/">http://home.in.tum.de/~mansour/</a></li></ul>
 
 
 <h2>E-Mails 📧</h2>
-<ul><li><a href="mailto:mansour@in.tum.de">mansour@in.tum.de</a></li></ul>
+<ul><li><a href="mailto:mohammad.abdulaziz@in.tum.de">mohammad.abdulaziz@in.tum.de</a></li></ul>
 
 
 <h2>Entries</h2><h3 class="head">2021</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/MDP-Algorithms.html">Verified Algorithms for Solving Markov Decision Processes</a></h5> <br>by <a href="../../authors/schaeffeler">Maximilian Schäffeler</a> <a href="mailto:schaeffm@in.tum.de">📧</a> and <a href="../../authors/abdulaziz">Mohammad Abdulaziz</a> <a href="mailto:mansour@in.tum.de">📧</a></div>
+    <h5><a class="title" href="../../entries/MDP-Algorithms.html">Verified Algorithms for Solving Markov Decision Processes</a></h5> <br>by <a href="../../authors/schaeffeler">Maximilian Schäffeler</a> <a href="mailto:schaeffm@in.tum.de">📧</a> and <a href="../../authors/abdulaziz">Mohammad Abdulaziz</a> <a href="mailto:mohammad.abdulaziz@in.tum.de">📧</a></div>
   <span class="date">
     Dec 16
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/MDP-Rewards.html">Markov Decision Processes with Rewards</a></h5> <br>by <a href="../../authors/schaeffeler">Maximilian Schäffeler</a> <a href="mailto:schaeffm@in.tum.de">📧</a> and <a href="../../authors/abdulaziz">Mohammad Abdulaziz</a> <a href="mailto:mansour@in.tum.de">📧</a></div>
+    <h5><a class="title" href="../../entries/MDP-Rewards.html">Markov Decision Processes with Rewards</a></h5> <br>by <a href="../../authors/schaeffeler">Maximilian Schäffeler</a> <a href="mailto:schaeffm@in.tum.de">📧</a> and <a href="../../authors/abdulaziz">Mohammad Abdulaziz</a> <a href="mailto:mohammad.abdulaziz@in.tum.de">📧</a></div>
   <span class="date">
     Dec 16
   </span>
 </article>
 
 
 <h3 class="head">2020</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Verified_SAT_Based_AI_Planning.html">Verified SAT-Based AI Planning</a></h5> <br>by <a href="../../authors/abdulaziz">Mohammad Abdulaziz</a> <a href="http://home.in.tum.de/~mansour/">🌐</a> and <a href="../../authors/kurz">Friedrich Kurz</a></div>
   <span class="date">
     Oct 29
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/AI_Planning_Languages_Semantics.html">AI Planning Languages Semantics</a></h5> <br>by <a href="../../authors/abdulaziz">Mohammad Abdulaziz</a> <a href="http://home.in.tum.de/~mansour/">🌐</a> and <a href="../../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a></div>
   <span class="date">
     Oct 29
   </span>
 </article>
 
 
 <h3 class="head">2018</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Factored_Transition_System_Bounding.html">Upper Bounding Diameters of State Spaces of Factored Transition Systems</a></h5> <br>by <a href="../../authors/kurz">Friedrich Kurz</a> and <a href="../../authors/abdulaziz">Mohammad Abdulaziz</a> <a href="http://home.in.tum.de/~mansour/">🌐</a></div>
   <span class="date">
     Oct 12
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Green.html">An Isabelle/HOL formalisation of Green&#39;s Theorem</a></h5> <br>by <a href="../../authors/abdulaziz">Mohammad Abdulaziz</a> <a href="http://home.in.tum.de/~mansour/">🌐</a> and <a href="../../authors/paulson">Lawrence C. Paulson</a> <a href="http://www.cl.cam.ac.uk/~lp15/">🌐</a></div>
+    <h5><a class="title" href="../../entries/Green.html">An Isabelle/HOL formalisation of Green&#39;s Theorem</a></h5> <br>by <a href="../../authors/abdulaziz">Mohammad Abdulaziz</a> <a href="http://home.in.tum.de/~mansour/">🌐</a> and <a href="../../authors/paulson">Lawrence C. Paulson</a> <a href="https://www.cl.cam.ac.uk/~lp15/">🌐</a></div>
   <span class="date">
     Jan 11
   </span>
 </article>
 
 
 
 
     </div>
   </div>
 </body>
 
 </html>
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diff --git a/web/authors/aehlig/index.html b/web/authors/aehlig/index.html
--- a/web/authors/aehlig/index.html
+++ b/web/authors/aehlig/index.html
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   <h1 >
     <span class='first'>K</span>laus <span class='first'>A</span>ehlig</h1>
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 </header><div>
 <h2>Homepages 🌐</h2>
 <ul><li><a href="http://www.linta.de/~aehlig/">http://www.linta.de/~aehlig/</a></li></ul>
 
 
 
 <h2>Entries</h2><h3 class="head">2008</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/NormByEval.html">Normalization by Evaluation</a></h5> <br>by <a href="../../authors/aehlig">Klaus Aehlig</a> <a href="http://www.linta.de/~aehlig/">🌐</a> and <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a></div>
+    <h5><a class="title" href="../../entries/NormByEval.html">Normalization by Evaluation</a></h5> <br>by <a href="../../authors/aehlig">Klaus Aehlig</a> <a href="http://www.linta.de/~aehlig/">🌐</a> and <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a></div>
   <span class="date">
     Feb 18
   </span>
 </article>
 
 
 
 
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\ No newline at end of file
diff --git a/web/authors/aissat/index.html b/web/authors/aissat/index.html
--- a/web/authors/aissat/index.html
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   <h1 >
     <span class='first'>R</span>omain <span class='first'>A</span>issat</h1>
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 </header><div>
 
 
 <h2>Entries</h2><h3 class="head">2016</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/InfPathElimination.html">Infeasible Paths Elimination by Symbolic Execution Techniques: Proof of Correctness and Preservation of Paths</a></h5> <br>by <a href="../../authors/aissat">Romain Aissat</a>, <a href="../../authors/voisin">Frederic Voisin</a> and <a href="../../authors/wolff">Burkhart Wolff</a> <a href="mailto:wolff@lri.fr">📧</a></div>
+    <h5><a class="title" href="../../entries/InfPathElimination.html">Infeasible Paths Elimination by Symbolic Execution Techniques: Proof of Correctness and Preservation of Paths</a></h5> <br>by <a href="../../authors/aissat">Romain Aissat</a>, <a href="../../authors/voisin">Frederic Voisin</a> and <a href="../../authors/wolff">Burkhart Wolff</a> <a href="mailto:burkhart.wolff@lri.fr">📧</a></div>
   <span class="date">
     Aug 18
   </span>
 </article>
 
 
 
 
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diff --git a/web/authors/aransay/index.html b/web/authors/aransay/index.html
--- a/web/authors/aransay/index.html
+++ b/web/authors/aransay/index.html
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   <h1 >
     <span class='first'>J</span>esús <span class='first'>A</span>ransay</h1>
   <div>
     
     
     
   </div>
 </header><div>
 <h2>Homepages 🌐</h2>
-<ul><li><a href="https://www.unirioja.es/cu/jearansa">https://www.unirioja.es/cu/jearansa</a></li><li><a href="http://www.unirioja.es/cu/jearansa">http://www.unirioja.es/cu/jearansa</a></li></ul>
+<ul><li><a href="https://www.unirioja.es/cu/jearansa">https://www.unirioja.es/cu/jearansa</a></li></ul>
 
 
 
 <h2>Entries</h2><h3 class="head">2021</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Simplicial_complexes_and_boolean_functions.html">Simplicial Complexes and Boolean functions</a></h5> <br>by <a href="../../authors/aransay">Jesús Aransay</a> <a href="https://www.unirioja.es/cu/jearansa">🌐</a>, <a href="../../authors/campo">Alejandro del Campo</a> <a href="mailto:alejandro.del-campo@alum.unirioja.es">📧</a> and <a href="../../authors/michaelis">Julius Michaelis</a> <a href="http://liftm.de/">🌐</a></div>
   <span class="date">
     Nov 29
   </span>
 </article>
 
 
 <h3 class="head">2015</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Hermite.html">Hermite Normal Form</a></h5> <br>by <a href="../../authors/divason">Jose Divasón</a> <a href="http://www.unirioja.es/cu/jodivaso">🌐</a> and <a href="../../authors/aransay">Jesús Aransay</a> <a href="http://www.unirioja.es/cu/jearansa">🌐</a></div>
+    <h5><a class="title" href="../../entries/Hermite.html">Hermite Normal Form</a></h5> <br>by <a href="../../authors/divason">Jose Divasón</a> <a href="https://www.unirioja.es/cu/jodivaso/">🌐</a> and <a href="../../authors/aransay">Jesús Aransay</a> <a href="https://www.unirioja.es/cu/jearansa">🌐</a></div>
   <span class="date">
     Jul 07
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/QR_Decomposition.html">QR Decomposition</a></h5> <br>by <a href="../../authors/divason">Jose Divasón</a> <a href="http://www.unirioja.es/cu/jodivaso">🌐</a> and <a href="../../authors/aransay">Jesús Aransay</a> <a href="http://www.unirioja.es/cu/jearansa">🌐</a></div>
+    <h5><a class="title" href="../../entries/QR_Decomposition.html">QR Decomposition</a></h5> <br>by <a href="../../authors/divason">Jose Divasón</a> <a href="https://www.unirioja.es/cu/jodivaso/">🌐</a> and <a href="../../authors/aransay">Jesús Aransay</a> <a href="https://www.unirioja.es/cu/jearansa">🌐</a></div>
   <span class="date">
     Feb 12
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Echelon_Form.html">Echelon Form</a></h5> <br>by <a href="../../authors/divason">Jose Divasón</a> <a href="http://www.unirioja.es/cu/jodivaso">🌐</a> and <a href="../../authors/aransay">Jesús Aransay</a> <a href="http://www.unirioja.es/cu/jearansa">🌐</a></div>
+    <h5><a class="title" href="../../entries/Echelon_Form.html">Echelon Form</a></h5> <br>by <a href="../../authors/divason">Jose Divasón</a> <a href="https://www.unirioja.es/cu/jodivaso/">🌐</a> and <a href="../../authors/aransay">Jesús Aransay</a> <a href="https://www.unirioja.es/cu/jearansa">🌐</a></div>
   <span class="date">
     Feb 12
   </span>
 </article>
 
 
 <h3 class="head">2014</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Gauss_Jordan.html">Gauss-Jordan Algorithm and Its Applications</a></h5> <br>by <a href="../../authors/divason">Jose Divasón</a> <a href="http://www.unirioja.es/cu/jodivaso">🌐</a> and <a href="../../authors/aransay">Jesús Aransay</a> <a href="http://www.unirioja.es/cu/jearansa">🌐</a></div>
+    <h5><a class="title" href="../../entries/Gauss_Jordan.html">Gauss-Jordan Algorithm and Its Applications</a></h5> <br>by <a href="../../authors/divason">Jose Divasón</a> <a href="https://www.unirioja.es/cu/jodivaso/">🌐</a> and <a href="../../authors/aransay">Jesús Aransay</a> <a href="https://www.unirioja.es/cu/jearansa">🌐</a></div>
   <span class="date">
     Sep 03
   </span>
 </article>
 
 
 <h3 class="head">2013</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Rank_Nullity_Theorem.html">Rank-Nullity Theorem in Linear Algebra</a></h5> <br>by <a href="../../authors/divason">Jose Divasón</a> <a href="http://www.unirioja.es/cu/jodivaso">🌐</a> and <a href="../../authors/aransay">Jesús Aransay</a> <a href="http://www.unirioja.es/cu/jearansa">🌐</a></div>
+    <h5><a class="title" href="../../entries/Rank_Nullity_Theorem.html">Rank-Nullity Theorem in Linear Algebra</a></h5> <br>by <a href="../../authors/divason">Jose Divasón</a> <a href="https://www.unirioja.es/cu/jodivaso/">🌐</a> and <a href="../../authors/aransay">Jesús Aransay</a> <a href="https://www.unirioja.es/cu/jearansa">🌐</a></div>
   <span class="date">
     Jan 16
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   <h1 >
     <span class='first'>A</span>ngeliki <span class='first'>K</span>outsoukou-<span class='first'>A</span>rgyraki</h1>
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 </header><div>
 <h2>Homepages 🌐</h2>
-<ul><li><a href="https://www.cl.cam.ac.uk/~ak2110/">https://www.cl.cam.ac.uk/~ak2110/</a></li><li><a href="https://www.cst.cam.ac.uk/people/ak2110">https://www.cst.cam.ac.uk/people/ak2110</a></li><li><a href="http://www.cl.cam.ac.uk/~ak2110/">http://www.cl.cam.ac.uk/~ak2110/</a></li></ul>
+<ul><li><a href="https://www.cl.cam.ac.uk/~ak2110/">https://www.cl.cam.ac.uk/~ak2110/</a></li><li><a href="https://www.cst.cam.ac.uk/people/ak2110">https://www.cst.cam.ac.uk/people/ak2110</a></li></ul>
 
 
 
 <h2>Entries</h2><h3 class="head">2022</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Pluennecke_Ruzsa_Inequality.html">The Plünnecke-Ruzsa Inequality</a></h5> <br>by <a href="../../authors/argyraki">Angeliki Koutsoukou-Argyraki</a> <a href="https://www.cl.cam.ac.uk/~ak2110/">🌐</a> and <a href="../../authors/paulson">Lawrence C. Paulson</a></div>
   <span class="date">
     May 26
   </span>
 </article>
 
 
 <h3 class="head">2021</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Roth_Arithmetic_Progressions.html">Roth&#39;s Theorem on Arithmetic Progressions</a></h5> <br>by <a href="../../authors/edmonds">Chelsea Edmonds</a> <a href="https://www.cst.cam.ac.uk/people/cle47">🌐</a>, <a href="../../authors/argyraki">Angeliki Koutsoukou-Argyraki</a> <a href="https://www.cl.cam.ac.uk/~ak2110/">🌐</a> and <a href="../../authors/paulson">Lawrence C. Paulson</a> <a href="https://www.cl.cam.ac.uk/~lp15/">🌐</a></div>
   <span class="date">
     Dec 28
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Szemeredi_Regularity.html">Szemerédi&#39;s Regularity Lemma</a></h5> <br>by <a href="../../authors/edmonds">Chelsea Edmonds</a> <a href="https://www.cst.cam.ac.uk/people/cle47">🌐</a>, <a href="../../authors/argyraki">Angeliki Koutsoukou-Argyraki</a> <a href="https://www.cst.cam.ac.uk/people/ak2110">🌐</a> and <a href="../../authors/paulson">Lawrence C. Paulson</a> <a href="https://www.cl.cam.ac.uk/~lp15/">🌐</a></div>
   <span class="date">
     Nov 05
   </span>
 </article>
 
 
 <h3 class="head">2020</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Amicable_Numbers.html">Amicable Numbers</a></h5> <br>by <a href="../../authors/argyraki">Angeliki Koutsoukou-Argyraki</a> <a href="https://www.cl.cam.ac.uk/~ak2110/">🌐</a></div>
   <span class="date">
     Aug 04
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Irrational_Series_Erdos_Straus.html">Irrationality Criteria for Series by Erdős and Straus</a></h5> <br>by <a href="../../authors/argyraki">Angeliki Koutsoukou-Argyraki</a> <a href="https://www.cl.cam.ac.uk/~ak2110/">🌐</a> and <a href="../../authors/li">Wenda Li</a> <a href="https://www.cl.cam.ac.uk/~wl302/">🌐</a></div>
   <span class="date">
     May 12
   </span>
 </article>
 
 
 <h3 class="head">2019</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Aristotles_Assertoric_Syllogistic.html">Aristotle&#39;s Assertoric Syllogistic</a></h5> <br>by <a href="../../authors/argyraki">Angeliki Koutsoukou-Argyraki</a> <a href="https://www.cl.cam.ac.uk/~ak2110/">🌐</a></div>
   <span class="date">
     Oct 08
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Transcendence_Series_Hancl_Rucki.html">The Transcendence of Certain Infinite Series</a></h5> <br>by <a href="../../authors/argyraki">Angeliki Koutsoukou-Argyraki</a> <a href="https://www.cl.cam.ac.uk/~ak2110/">🌐</a> and <a href="../../authors/li">Wenda Li</a> <a href="https://www.cl.cam.ac.uk/~wl302/">🌐</a></div>
   <span class="date">
     Mar 27
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 </article>
 
 
 <h3 class="head">2018</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Octonions.html">Octonions</a></h5> <br>by <a href="../../authors/argyraki">Angeliki Koutsoukou-Argyraki</a> <a href="http://www.cl.cam.ac.uk/~ak2110/">🌐</a></div>
+    <h5><a class="title" href="../../entries/Octonions.html">Octonions</a></h5> <br>by <a href="../../authors/argyraki">Angeliki Koutsoukou-Argyraki</a> <a href="https://www.cl.cam.ac.uk/~ak2110/">🌐</a></div>
   <span class="date">
     Sep 14
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 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Irrationality_J_Hancl.html">Irrational Rapidly Convergent Series</a></h5> <br>by <a href="../../authors/argyraki">Angeliki Koutsoukou-Argyraki</a> <a href="http://www.cl.cam.ac.uk/~ak2110/">🌐</a> and <a href="../../authors/li">Wenda Li</a> <a href="http://www.cl.cam.ac.uk/~wl302/">🌐</a></div>
+    <h5><a class="title" href="../../entries/Irrationality_J_Hancl.html">Irrational Rapidly Convergent Series</a></h5> <br>by <a href="../../authors/argyraki">Angeliki Koutsoukou-Argyraki</a> <a href="https://www.cl.cam.ac.uk/~ak2110/">🌐</a> and <a href="../../authors/li">Wenda Li</a> <a href="https://www.cl.cam.ac.uk/~wl302/">🌐</a></div>
   <span class="date">
     May 23
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     <span class='first'>A</span>lasdair <span class='first'>A</span>rmstrong</h1>
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 <h2>Entries</h2><h3 class="head">2014</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Relation_Algebra.html">Relation Algebra</a></h5> <br>by <a href="../../authors/armstrong">Alasdair Armstrong</a>, <a href="../../authors/fosters">Simon Foster</a> <a href="mailto:simon.foster@york.ac.uk">📧</a>, <a href="../../authors/struth">Georg Struth</a> <a href="http://staffwww.dcs.shef.ac.uk/people/G.Struth/">🌐</a> and <a href="../../authors/weber">Tjark Weber</a> <a href="http://user.it.uu.se/~tjawe125/">🌐</a></div>
   <span class="date">
     Jan 25
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 </article>
 <article class="entry">
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-    <h5><a class="title" href="../../entries/KAT_and_DRA.html">Kleene Algebra with Tests and Demonic Refinement Algebras</a></h5> <br>by <a href="../../authors/armstrong">Alasdair Armstrong</a>, <a href="../../authors/gomes">Victor B. F. Gomes</a> <a href="http://www.dcs.shef.ac.uk/~victor">🌐</a> and <a href="../../authors/struth">Georg Struth</a> <a href="http://www.dcs.shef.ac.uk/~georg">🌐</a></div>
+    <h5><a class="title" href="../../entries/KAT_and_DRA.html">Kleene Algebra with Tests and Demonic Refinement Algebras</a></h5> <br>by <a href="../../authors/armstrong">Alasdair Armstrong</a>, <a href="../../authors/gomes">Victor B. F. Gomes</a> <a href="http://www.dcs.shef.ac.uk/~victor">🌐</a> and <a href="../../authors/struth">Georg Struth</a> <a href="http://staffwww.dcs.shef.ac.uk/people/G.Struth/">🌐</a></div>
   <span class="date">
     Jan 23
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 </article>
 
 
 <h3 class="head">2013</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Kleene_Algebra.html">Kleene Algebra</a></h5> <br>by <a href="../../authors/armstrong">Alasdair Armstrong</a>, <a href="../../authors/struth">Georg Struth</a> <a href="http://staffwww.dcs.shef.ac.uk/people/G.Struth/">🌐</a> and <a href="../../authors/weber">Tjark Weber</a> <a href="http://user.it.uu.se/~tjawe125/">🌐</a></div>
   <span class="date">
     Jan 15
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 </article>
 
 
 
 
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diff --git a/web/authors/ausaf/index.html b/web/authors/ausaf/index.html
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     <span class='first'>F</span>ahad <span class='first'>A</span>usaf</h1>
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 <h2>Homepages 🌐</h2>
 <ul><li><a href="http://kcl.academia.edu/FahadAusaf">http://kcl.academia.edu/FahadAusaf</a></li></ul>
 
 
 
 <h2>Entries</h2><h3 class="head">2016</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Posix-Lexing.html">POSIX Lexing with Derivatives of Regular Expressions</a></h5> <br>by <a href="../../authors/ausaf">Fahad Ausaf</a> <a href="http://kcl.academia.edu/FahadAusaf">🌐</a>, <a href="../../authors/dyckhoff">Roy Dyckhoff</a> <a href="https://rd.host.cs.st-andrews.ac.uk">🌐</a> and <a href="../../authors/urban">Christian Urban</a> <a href="http://www.inf.kcl.ac.uk/staff/urbanc/">🌐</a></div>
+    <h5><a class="title" href="../../entries/Posix-Lexing.html">POSIX Lexing with Derivatives of Regular Expressions</a></h5> <br>by <a href="../../authors/ausaf">Fahad Ausaf</a> <a href="http://kcl.academia.edu/FahadAusaf">🌐</a>, <a href="../../authors/dyckhoff">Roy Dyckhoff</a> <a href="https://rd.host.cs.st-andrews.ac.uk">🌐</a> and <a href="../../authors/urban">Christian Urban</a> <a href="https://nms.kcl.ac.uk/christian.urban/">🌐</a></div>
   <span class="date">
     May 24
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   <h1 >
     <span class='first'>G</span>ertrud <span class='first'>B</span>auer</h1>
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 <h2>Entries</h2><h3 class="head">2006</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Flyspeck-Tame.html">Flyspeck I: Tame Graphs</a></h5> <br>by <a href="../../authors/bauer">Gertrud Bauer</a> and <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a></div>
+    <h5><a class="title" href="../../entries/Flyspeck-Tame.html">Flyspeck I: Tame Graphs</a></h5> <br>by <a href="../../authors/bauer">Gertrud Bauer</a> and <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a></div>
   <span class="date">
     May 22
   </span>
 </article>
 
 
 
 
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\ No newline at end of file
diff --git a/web/authors/bentkamp/index.html b/web/authors/bentkamp/index.html
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   <h1 >
     <span class='first'>A</span>lexander <span class='first'>B</span>entkamp</h1>
   <div>
     
     
     
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 <h2>Homepages 🌐</h2>
 <ul><li><a href="https://www.cs.vu.nl/~abp290/">https://www.cs.vu.nl/~abp290/</a></li></ul>
 
 
 <h2>E-Mails 📧</h2>
 <ul><li><a href="mailto:bentkamp@gmail.com">bentkamp@gmail.com</a></li></ul>
 
 
 <h2>Entries</h2><h3 class="head">2018</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Lambda_Free_EPO.html">Formalization of the Embedding Path Order for Lambda-Free Higher-Order Terms</a></h5> <br>by <a href="../../authors/bentkamp">Alexander Bentkamp</a> <a href="https://www.cs.vu.nl/~abp290/">🌐</a></div>
   <span class="date">
     Oct 19
   </span>
 </article>
 
 
 <h3 class="head">2016</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Deep_Learning.html">Expressiveness of Deep Learning</a></h5> <br>by <a href="../../authors/bentkamp">Alexander Bentkamp</a> <a href="mailto:bentkamp@gmail.com">📧</a></div>
   <span class="date">
     Nov 10
   </span>
 </article>
 
 
 <h3 class="head">2015</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Latin_Square.html">Latin Square</a></h5> <br>by <a href="../../authors/bentkamp">Alexander Bentkamp</a> <a href="mailto:bentkamp@gmail.com">📧</a></div>
   <span class="date">
     Dec 02
   </span>
 </article>
 
 
 <h3 class="head">2010</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Polynomials.html">Executable Multivariate Polynomials</a></h5> <br>by <a href="../../authors/sternagel">Christian Sternagel</a> <a href="mailto:c.sternagel@gmail.com">📧</a>, <a href="../../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/~thiemann">🌐</a>, <a href="../../authors/maletzky">Alexander Maletzky</a> <a href="https://risc.jku.at/m/alexander-maletzky/">🌐</a>, <a href="../../authors/immler">Fabian Immler</a> <a href="http://www21.in.tum.de/~immler">🌐</a>, <a href="../../authors/haftmann">Florian Haftmann</a> <a href="http://isabelle.in.tum.de/~haftmann">🌐</a>, <a href="../../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de">🌐</a> and <a href="../../authors/bentkamp">Alexander Bentkamp</a> <a href="mailto:bentkamp@gmail.com">📧</a></div>
+    <h5><a class="title" href="../../entries/Polynomials.html">Executable Multivariate Polynomials</a></h5> <br>by <a href="../../authors/sternagel">Christian Sternagel</a> <a href="mailto:c.sternagel@gmail.com">📧</a>, <a href="../../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/users/thiemann/">🌐</a>, <a href="../../authors/maletzky">Alexander Maletzky</a> <a href="https://risc.jku.at/m/alexander-maletzky/">🌐</a>, <a href="../../authors/immler">Fabian Immler</a> <a href="https://home.in.tum.de/~immler/">🌐</a>, <a href="../../authors/haftmann">Florian Haftmann</a> <a href="http://isabelle.in.tum.de/~haftmann">🌐</a>, <a href="../../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de/">🌐</a> and <a href="../../authors/bentkamp">Alexander Bentkamp</a> <a href="mailto:bentkamp@gmail.com">📧</a></div>
   <span class="date">
     Aug 10
   </span>
 </article>
 
 
 
 
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diff --git a/web/authors/benzmueller/index.html b/web/authors/benzmueller/index.html
--- a/web/authors/benzmueller/index.html
+++ b/web/authors/benzmueller/index.html
@@ -1,146 +1,146 @@
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   <h1 >
     <span class='first'>C</span>hristoph <span class='first'>B</span>enzmüller</h1>
   <div>
     
     
     
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 </header><div>
 <h2>Homepages 🌐</h2>
-<ul><li><a href="http://christoph-benzmueller.de">http://christoph-benzmueller.de</a></li><li><a href="http://www.christoph-benzmueller.de">http://www.christoph-benzmueller.de</a></li><li><a href="http://page.mi.fu-berlin.de/cbenzmueller/">http://page.mi.fu-berlin.de/cbenzmueller/</a></li></ul>
+<ul><li><a href="http://christoph-benzmueller.de">http://christoph-benzmueller.de</a></li><li><a href="http://page.mi.fu-berlin.de/cbenzmueller/">http://page.mi.fu-berlin.de/cbenzmueller/</a></li></ul>
 
 
 
 <h2>Entries</h2><h3 class="head">2021</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/SimplifiedOntologicalArgument.html">Exploring Simplified Variants of Gödel’s Ontological Argument in Isabelle/HOL</a></h5> <br>by <a href="../../authors/benzmueller">Christoph Benzmüller</a> <a href="http://christoph-benzmueller.de">🌐</a></div>
   <span class="date">
     Nov 08
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/PAL.html">Automating Public Announcement Logic and the Wise Men Puzzle in Isabelle/HOL</a></h5> <br>by <a href="../../authors/benzmueller">Christoph Benzmüller</a> <a href="http://christoph-benzmueller.de">🌐</a> and <a href="../../authors/reiche">Sebastian Reiche</a> <a href="https://www.linkedin.com/in/sebastian-reiche-0b2093178">🌐</a></div>
   <span class="date">
     Nov 08
   </span>
 </article>
 
 
 <h3 class="head">2018</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/GewirthPGCProof.html">Formalisation and Evaluation of Alan Gewirth&#39;s Proof for the Principle of Generic Consistency in Isabelle/HOL</a></h5> <br>by <a href="../../authors/fuenmayor">David Fuenmayor</a> <a href="mailto:davfuenmayor@gmail.com">📧</a> and <a href="../../authors/benzmueller">Christoph Benzmüller</a> <a href="http://christoph-benzmueller.de">🌐</a></div>
   <span class="date">
     Oct 30
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/AxiomaticCategoryTheory.html">Axiom Systems for Category Theory in Free Logic</a></h5> <br>by <a href="../../authors/benzmueller">Christoph Benzmüller</a> <a href="http://christoph-benzmueller.de">🌐</a> and <a href="../../authors/scott">Dana Scott</a> <a href="http://www.cs.cmu.edu/~scott/">🌐</a></div>
   <span class="date">
     May 23
   </span>
 </article>
 
 
 <h3 class="head">2017</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Lowe_Ontological_Argument.html">Computer-assisted Reconstruction and Assessment of E. J. Lowe&#39;s Modal Ontological Argument</a></h5> <br>by <a href="../../authors/fuenmayor">David Fuenmayor</a> <a href="mailto:davfuenmayor@gmail.com">📧</a> and <a href="../../authors/benzmueller">Christoph Benzmüller</a> <a href="http://www.christoph-benzmueller.de">🌐</a></div>
+    <h5><a class="title" href="../../entries/Lowe_Ontological_Argument.html">Computer-assisted Reconstruction and Assessment of E. J. Lowe&#39;s Modal Ontological Argument</a></h5> <br>by <a href="../../authors/fuenmayor">David Fuenmayor</a> <a href="mailto:davfuenmayor@gmail.com">📧</a> and <a href="../../authors/benzmueller">Christoph Benzmüller</a> <a href="http://christoph-benzmueller.de">🌐</a></div>
   <span class="date">
     Sep 21
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Types_Tableaus_and_Goedels_God.html">Types, Tableaus and Gödel’s God in Isabelle/HOL</a></h5> <br>by <a href="../../authors/fuenmayor">David Fuenmayor</a> <a href="mailto:davfuenmayor@gmail.com">📧</a> and <a href="../../authors/benzmueller">Christoph Benzmüller</a> <a href="http://www.christoph-benzmueller.de">🌐</a></div>
+    <h5><a class="title" href="../../entries/Types_Tableaus_and_Goedels_God.html">Types, Tableaus and Gödel’s God in Isabelle/HOL</a></h5> <br>by <a href="../../authors/fuenmayor">David Fuenmayor</a> <a href="mailto:davfuenmayor@gmail.com">📧</a> and <a href="../../authors/benzmueller">Christoph Benzmüller</a> <a href="http://christoph-benzmueller.de">🌐</a></div>
   <span class="date">
     May 01
   </span>
 </article>
 
 
 <h3 class="head">2013</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/GoedelGod.html">Gödel&#39;s God in Isabelle/HOL</a></h5> <br>by <a href="../../authors/benzmueller">Christoph Benzmüller</a> <a href="http://page.mi.fu-berlin.de/cbenzmueller/">🌐</a> and <a href="../../authors/paleo">Bruno Woltzenlogel Paleo</a> <a href="http://www.logic.at/staff/bruno/">🌐</a></div>
   <span class="date">
     Nov 12
   </span>
 </article>
 
 
 
 
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diff --git a/web/authors/beresford/index.html b/web/authors/beresford/index.html
--- a/web/authors/beresford/index.html
+++ b/web/authors/beresford/index.html
@@ -1,107 +1,107 @@
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   <h1 >
     <span class='first'>A</span>lastair <span class='first'>R</span>. <span class='first'>B</span>eresford</h1>
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 <h2>E-Mails 📧</h2>
-<ul><li><a href="mailto:arb33@cam.ac.uk">arb33@cam.ac.uk</a></li><li><a href="mailto:arb33@cl.cam.ac.uk">arb33@cl.cam.ac.uk</a></li></ul>
+<ul><li><a href="mailto:arb33@cam.ac.uk">arb33@cam.ac.uk</a></li></ul>
 
 
 <h2>Entries</h2><h3 class="head">2018</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/OpSets.html">OpSets: Sequential Specifications for Replicated Datatypes</a></h5> <br>by <a href="../../authors/kleppmann">Martin Kleppmann</a> <a href="mailto:mk428@cl.cam.ac.uk">📧</a>, <a href="../../authors/gomes">Victor B. F. Gomes</a> <a href="mailto:vb358@cl.cam.ac.uk">📧</a>, <a href="../../authors/mulligan">Dominic P. Mulligan</a> <a href="mailto:Dominic.Mulligan@arm.com">📧</a> and <a href="../../authors/beresford">Alastair R. Beresford</a> <a href="mailto:arb33@cl.cam.ac.uk">📧</a></div>
+    <h5><a class="title" href="../../entries/OpSets.html">OpSets: Sequential Specifications for Replicated Datatypes</a></h5> <br>by <a href="../../authors/kleppmann">Martin Kleppmann</a> <a href="mailto:martin.kleppmann@cl.cam.ac.uk">📧</a>, <a href="../../authors/gomes">Victor B. F. Gomes</a> <a href="mailto:victor.gomes@cl.cam.ac.uk">📧</a>, <a href="../../authors/mulligan">Dominic P. Mulligan</a> <a href="mailto:Dominic.Mulligan@arm.com">📧</a> and <a href="../../authors/beresford">Alastair R. Beresford</a> <a href="mailto:arb33@cam.ac.uk">📧</a></div>
   <span class="date">
     May 10
   </span>
 </article>
 
 
 <h3 class="head">2017</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/CRDT.html">A framework for establishing Strong Eventual Consistency for Conflict-free Replicated Datatypes</a></h5> <br>by <a href="../../authors/gomes">Victor B. F. Gomes</a> <a href="mailto:vb358@cam.ac.uk">📧</a>, <a href="../../authors/kleppmann">Martin Kleppmann</a> <a href="mailto:martin.kleppmann@cl.cam.ac.uk">📧</a>, <a href="../../authors/mulligan">Dominic P. Mulligan</a> <a href="mailto:dominic.p.mulligan@googlemail.com">📧</a> and <a href="../../authors/beresford">Alastair R. Beresford</a> <a href="mailto:arb33@cam.ac.uk">📧</a></div>
+    <h5><a class="title" href="../../entries/CRDT.html">A framework for establishing Strong Eventual Consistency for Conflict-free Replicated Datatypes</a></h5> <br>by <a href="../../authors/gomes">Victor B. F. Gomes</a> <a href="mailto:victor.gomes@cl.cam.ac.uk">📧</a>, <a href="../../authors/kleppmann">Martin Kleppmann</a> <a href="mailto:martin.kleppmann@cl.cam.ac.uk">📧</a>, <a href="../../authors/mulligan">Dominic P. Mulligan</a> <a href="mailto:dominic.p.mulligan@googlemail.com">📧</a> and <a href="../../authors/beresford">Alastair R. Beresford</a> <a href="mailto:arb33@cam.ac.uk">📧</a></div>
   <span class="date">
     Jul 07
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 </article>
 
 
 
 
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   <h1 >
     <span class='first'>S</span>tefan <span class='first'>B</span>erghofer</h1>
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 <h2>Homepages 🌐</h2>
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 <h2>Entries</h2><h3 class="head">2017</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Elliptic_Curves_Group_Law.html">The Group Law for Elliptic Curves</a></h5> <br>by <a href="../../authors/berghofer">Stefan Berghofer</a> <a href="http://www.in.tum.de/~berghofe">🌐</a></div>
   <span class="date">
     Feb 28
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 </article>
 
 
 <h3 class="head">2013</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Nominal2.html">Nominal 2</a></h5> <br>by <a href="../../authors/urban">Christian Urban</a> <a href="http://www.inf.kcl.ac.uk/staff/urbanc/">🌐</a>, <a href="../../authors/berghofer">Stefan Berghofer</a> <a href="http://www.in.tum.de/~berghofe">🌐</a> and <a href="../../authors/kaliszyk">Cezary Kaliszyk</a> <a href="http://cl-informatik.uibk.ac.at/users/cek/">🌐</a></div>
+    <h5><a class="title" href="../../entries/Nominal2.html">Nominal 2</a></h5> <br>by <a href="../../authors/urban">Christian Urban</a> <a href="https://nms.kcl.ac.uk/christian.urban/">🌐</a>, <a href="../../authors/berghofer">Stefan Berghofer</a> <a href="http://www.in.tum.de/~berghofe">🌐</a> and <a href="../../authors/kaliszyk">Cezary Kaliszyk</a> <a href="http://cl-informatik.uibk.ac.at/users/cek/">🌐</a></div>
   <span class="date">
     Feb 21
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 </article>
 
 
 <h3 class="head">2009</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Presburger-Automata.html">Formalizing the Logic-Automaton Connection</a></h5> <br>by <a href="../../authors/berghofer">Stefan Berghofer</a> <a href="http://www.in.tum.de/~berghofe">🌐</a> and <a href="../../authors/reiter">Markus Reiter</a></div>
   <span class="date">
     Dec 03
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 </article>
 
 
 <h3 class="head">2007</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/POPLmark-deBruijn.html">POPLmark Challenge Via de Bruijn Indices</a></h5> <br>by <a href="../../authors/berghofer">Stefan Berghofer</a> <a href="http://www.in.tum.de/~berghofe">🌐</a></div>
   <span class="date">
     Aug 02
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 </article>
 <article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/FOL-Fitting.html">First-Order Logic According to Fitting</a></h5> <br>by <a href="../../authors/berghofer">Stefan Berghofer</a> <a href="http://www.in.tum.de/~berghofe">🌐</a></div>
   <span class="date">
     Aug 02
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 </article>
 
 
 
 
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     <span class='first'>B</span>hargav <span class='first'>B</span>hatt</h1>
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 <h2>E-Mails 📧</h2>
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 <h2>Entries</h2><h3 class="head">2017</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Game_Based_Crypto.html">Game-based cryptography in HOL</a></h5> <br>by <a href="../../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de">🌐</a>, <a href="../../authors/sefidgar">S. Reza Sefidgar</a> and <a href="../../authors/bhatt">Bhargav Bhatt</a> <a href="mailto:bhargav.bhatt@inf.ethz.ch">📧</a></div>
+    <h5><a class="title" href="../../entries/Game_Based_Crypto.html">Game-based cryptography in HOL</a></h5> <br>by <a href="../../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de/">🌐</a>, <a href="../../authors/sefidgar">S. Reza Sefidgar</a> and <a href="../../authors/bhatt">Bhargav Bhatt</a> <a href="mailto:bhargav.bhatt@inf.ethz.ch">📧</a></div>
   <span class="date">
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 <h2>Entries</h2><h3 class="head">2019</h3><article class="entry">
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     <h5><a class="title" href="../../entries/Kruskal.html">Kruskal&#39;s Algorithm for Minimum Spanning Forest</a></h5> <br>by <a href="../../authors/haslbeckm">Maximilian P. L. Haslbeck</a> <a href="http://in.tum.de/~haslbema/">🌐</a>, <a href="../../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a> and <a href="../../authors/biendarra">Julian Biendarra</a></div>
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     Feb 14
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 <h3 class="head">2017</h3><article class="entry">
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-    <h5><a class="title" href="../../entries/Bertrands_Postulate.html">Bertrand&#39;s postulate</a></h5> <br>by <a href="../../authors/biendarra">Julian Biendarra</a> and <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a></div>
+    <h5><a class="title" href="../../entries/Bertrands_Postulate.html">Bertrand&#39;s postulate</a></h5> <br>by <a href="../../authors/biendarra">Julian Biendarra</a> and <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a></div>
   <span class="date">
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 <h2>Homepages 🌐</h2>
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 <h2>Entries</h2><h3 class="head">2020</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Saturation_Framework_Extensions.html">Extensions to the Comprehensive Framework for Saturation Theorem Proving</a></h5> <br>by <a href="../../authors/blanchette">Jasmin Christian Blanchette</a> <a href="https://www.cs.vu.nl/~jbe248/">🌐</a> and <a href="../../authors/tourret">Sophie Tourret</a> <a href="https://www.mpi-inf.mpg.de/departments/automation-of-logic/people/sophie-tourret">🌐</a></div>
+    <h5><a class="title" href="../../entries/Saturation_Framework_Extensions.html">Extensions to the Comprehensive Framework for Saturation Theorem Proving</a></h5> <br>by <a href="../../authors/blanchette">Jasmin Christian Blanchette</a> <a href="https://www.cs.vu.nl/~jbe248/">🌐</a> and <a href="../../authors/tourret">Sophie Tourret</a> <a href="https://www.mpi-inf.mpg.de/departments/automation-of-logic/people/sophie-tourret/">🌐</a></div>
   <span class="date">
     Aug 25
   </span>
 </article>
 
 
 <h3 class="head">2018</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Functional_Ordered_Resolution_Prover.html">A Verified Functional Implementation of Bachmair and Ganzinger&#39;s Ordered Resolution Prover</a></h5> <br>by <a href="../../authors/schlichtkrull">Anders Schlichtkrull</a> <a href="https://people.compute.dtu.dk/andschl/">🌐</a>, <a href="../../authors/blanchette">Jasmin Christian Blanchette</a> <a href="mailto:j.c.blanchette@vu.nl">📧</a> and <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io">🌐</a></div>
+    <h5><a class="title" href="../../entries/Functional_Ordered_Resolution_Prover.html">A Verified Functional Implementation of Bachmair and Ganzinger&#39;s Ordered Resolution Prover</a></h5> <br>by <a href="../../authors/schlichtkrull">Anders Schlichtkrull</a> <a href="https://people.compute.dtu.dk/andschl/">🌐</a>, <a href="../../authors/blanchette">Jasmin Christian Blanchette</a> <a href="mailto:j.c.blanchette@vu.nl">📧</a> and <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io/">🌐</a></div>
   <span class="date">
     Nov 23
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Ordered_Resolution_Prover.html">Formalization of Bachmair and Ganzinger&#39;s Ordered Resolution Prover</a></h5> <br>by <a href="../../authors/schlichtkrull">Anders Schlichtkrull</a> <a href="https://people.compute.dtu.dk/andschl/">🌐</a>, <a href="../../authors/blanchette">Jasmin Christian Blanchette</a> <a href="mailto:j.c.blanchette@vu.nl">📧</a>, <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io">🌐</a> and <a href="../../authors/waldmann">Uwe Waldmann</a> <a href="mailto:uwe@mpi-inf.mpg.de">📧</a></div>
+    <h5><a class="title" href="../../entries/Ordered_Resolution_Prover.html">Formalization of Bachmair and Ganzinger&#39;s Ordered Resolution Prover</a></h5> <br>by <a href="../../authors/schlichtkrull">Anders Schlichtkrull</a> <a href="https://people.compute.dtu.dk/andschl/">🌐</a>, <a href="../../authors/blanchette">Jasmin Christian Blanchette</a> <a href="mailto:j.c.blanchette@vu.nl">📧</a>, <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io/">🌐</a> and <a href="../../authors/waldmann">Uwe Waldmann</a> <a href="mailto:waldmann@mpi-inf.mpg.de">📧</a></div>
   <span class="date">
     Jan 18
   </span>
 </article>
 
 
 <h3 class="head">2017</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/BNF_Operations.html">Operations on Bounded Natural Functors</a></h5> <br>by <a href="../../authors/blanchette">Jasmin Christian Blanchette</a> <a href="mailto:jasmin.blanchette@gmail.com">📧</a>, <a href="../../authors/popescu">Andrei Popescu</a> <a href="https://www.andreipopescu.uk">🌐</a> and <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io">🌐</a></div>
+    <h5><a class="title" href="../../entries/BNF_Operations.html">Operations on Bounded Natural Functors</a></h5> <br>by <a href="../../authors/blanchette">Jasmin Christian Blanchette</a> <a href="mailto:jasmin.blanchette@gmail.com">📧</a>, <a href="../../authors/popescu">Andrei Popescu</a> <a href="https://www.andreipopescu.uk">🌐</a> and <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io/">🌐</a></div>
   <span class="date">
     Dec 19
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Abstract_Soundness.html">Abstract Soundness</a></h5> <br>by <a href="../../authors/blanchette">Jasmin Christian Blanchette</a> <a href="mailto:jasmin.blanchette@gmail.com">📧</a>, <a href="../../authors/popescu">Andrei Popescu</a> <a href="https://www.andreipopescu.uk">🌐</a> and <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io">🌐</a></div>
+    <h5><a class="title" href="../../entries/Abstract_Soundness.html">Abstract Soundness</a></h5> <br>by <a href="../../authors/blanchette">Jasmin Christian Blanchette</a> <a href="mailto:jasmin.blanchette@gmail.com">📧</a>, <a href="../../authors/popescu">Andrei Popescu</a> <a href="https://www.andreipopescu.uk">🌐</a> and <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io/">🌐</a></div>
   <span class="date">
     Feb 10
   </span>
 </article>
 
 
 <h3 class="head">2016</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Nested_Multisets_Ordinals.html">Formalization of Nested Multisets, Hereditary Multisets, and Syntactic Ordinals</a></h5> <br>by <a href="../../authors/blanchette">Jasmin Christian Blanchette</a> <a href="mailto:jasmin.blanchette@gmail.com">📧</a>, <a href="../../authors/fleury">Mathias Fleury</a> <a href="mailto:fleury@mpi-inf.mpg.de">📧</a> and <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io">🌐</a></div>
+    <h5><a class="title" href="../../entries/Nested_Multisets_Ordinals.html">Formalization of Nested Multisets, Hereditary Multisets, and Syntactic Ordinals</a></h5> <br>by <a href="../../authors/blanchette">Jasmin Christian Blanchette</a> <a href="mailto:jasmin.blanchette@gmail.com">📧</a>, <a href="../../authors/fleury">Mathias Fleury</a> <a href="mailto:fleury@mpi-inf.mpg.de">📧</a> and <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io/">🌐</a></div>
   <span class="date">
     Nov 12
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Lambda_Free_KBOs.html">Formalization of Knuth–Bendix Orders for Lambda-Free Higher-Order Terms</a></h5> <br>by <a href="../../authors/becker">Heiko Becker</a> <a href="mailto:hbecker@mpi-sws.org">📧</a>, <a href="../../authors/blanchette">Jasmin Christian Blanchette</a> <a href="mailto:jasmin.blanchette@gmail.com">📧</a>, <a href="../../authors/waldmann">Uwe Waldmann</a> <a href="mailto:waldmann@mpi-inf.mpg.de">📧</a> and <a href="../../authors/wand">Daniel Wand</a> <a href="mailto:dwand@mpi-inf.mpg.de">📧</a></div>
   <span class="date">
     Nov 12
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Lambda_Free_RPOs.html">Formalization of Recursive Path Orders for Lambda-Free Higher-Order Terms</a></h5> <br>by <a href="../../authors/blanchette">Jasmin Christian Blanchette</a> <a href="mailto:jasmin.blanchette@gmail.com">📧</a>, <a href="../../authors/waldmann">Uwe Waldmann</a> <a href="mailto:waldmann@mpi-inf.mpg.de">📧</a> and <a href="../../authors/wand">Daniel Wand</a> <a href="mailto:dwand@mpi-inf.mpg.de">📧</a></div>
   <span class="date">
     Sep 23
   </span>
 </article>
 
 
 <h3 class="head">2014</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Abstract_Completeness.html">Abstract Completeness</a></h5> <br>by <a href="../../authors/blanchette">Jasmin Christian Blanchette</a> <a href="http://www21.in.tum.de/~blanchet">🌐</a>, <a href="../../authors/popescu">Andrei Popescu</a> <a href="https://www.andreipopescu.uk">🌐</a> and <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io">🌐</a></div>
+    <h5><a class="title" href="../../entries/Abstract_Completeness.html">Abstract Completeness</a></h5> <br>by <a href="../../authors/blanchette">Jasmin Christian Blanchette</a> <a href="http://www21.in.tum.de/~blanchet">🌐</a>, <a href="../../authors/popescu">Andrei Popescu</a> <a href="https://www.andreipopescu.uk">🌐</a> and <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io/">🌐</a></div>
   <span class="date">
     Apr 16
   </span>
 </article>
 
 
 <h3 class="head">2013</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Sort_Encodings.html">Sound and Complete Sort Encodings for First-Order Logic</a></h5> <br>by <a href="../../authors/blanchette">Jasmin Christian Blanchette</a> <a href="http://www21.in.tum.de/~blanchet">🌐</a> and <a href="../../authors/popescu">Andrei Popescu</a> <a href="https://www.andreipopescu.uk">🌐</a></div>
   <span class="date">
     Jun 27
   </span>
 </article>
 
 
 <h3 class="head">2008</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Huffman.html">The Textbook Proof of Huffman&#39;s Algorithm</a></h5> <br>by <a href="../../authors/blanchette">Jasmin Christian Blanchette</a> <a href="http://www21.in.tum.de/~blanchet">🌐</a></div>
   <span class="date">
     Oct 15
   </span>
 </article>
 
 
 
 
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   </div>
 </body>
 
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 <h2>E-Mails 📧</h2>
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 <h2>Entries</h2><h3 class="head">2014</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/CISC-Kernel.html">Formal Specification of a Generic Separation Kernel</a></h5> <br>by <a href="../../authors/verbeek">Freek Verbeek</a> <a href="mailto:Freek.Verbeek@ou.nl">📧</a>, <a href="../../authors/tverdyshev">Sergey Tverdyshev</a> <a href="mailto:stv@sysgo.com">📧</a>, <a href="../../authors/havle">Oto Havle</a> <a href="mailto:oha@sysgo.com">📧</a>, <a href="../../authors/blasum">Holger Blasum</a> <a href="mailto:holger.blasum@sysgo.com">📧</a>, <a href="../../authors/langenstein">Bruno Langenstein</a> <a href="mailto:langenstein@dfki.de">📧</a>, <a href="../../authors/stephan">Werner Stephan</a> <a href="mailto:stephan@dfki.de">📧</a>, <a href="../../authors/nemouchi">Yakoub Nemouchi</a> <a href="mailto:nemouchi@lri.fr">📧</a>, <a href="../../authors/feliachi">Abderrahmane Feliachi</a> <a href="mailto:abderrahmane.feliachi@lri.fr">📧</a>, <a href="../../authors/wolff">Burkhart Wolff</a> <a href="mailto:wolff@lri.fr">📧</a> and <a href="../../authors/schmaltz">Julien Schmaltz</a> <a href="mailto:Julien.Schmaltz@ou.nl">📧</a></div>
+    <h5><a class="title" href="../../entries/CISC-Kernel.html">Formal Specification of a Generic Separation Kernel</a></h5> <br>by <a href="../../authors/verbeek">Freek Verbeek</a> <a href="mailto:Freek.Verbeek@ou.nl">📧</a>, <a href="../../authors/tverdyshev">Sergey Tverdyshev</a> <a href="mailto:stv@sysgo.com">📧</a>, <a href="../../authors/havle">Oto Havle</a> <a href="mailto:oha@sysgo.com">📧</a>, <a href="../../authors/blasum">Holger Blasum</a> <a href="mailto:holger.blasum@sysgo.com">📧</a>, <a href="../../authors/langenstein">Bruno Langenstein</a> <a href="mailto:langenstein@dfki.de">📧</a>, <a href="../../authors/stephan">Werner Stephan</a> <a href="mailto:stephan@dfki.de">📧</a>, <a href="../../authors/nemouchi">Yakoub Nemouchi</a> <a href="mailto:nemouchi@lri.fr">📧</a>, <a href="../../authors/feliachi">Abderrahmane Feliachi</a> <a href="mailto:abderrahmane.feliachi@lri.fr">📧</a>, <a href="../../authors/wolff">Burkhart Wolff</a> <a href="mailto:burkhart.wolff@lri.fr">📧</a> and <a href="../../authors/schmaltz">Julien Schmaltz</a> <a href="mailto:Julien.Schmaltz@ou.nl">📧</a></div>
   <span class="date">
     Jul 18
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 <h2>Homepages 🌐</h2>
-<ul><li><a href="https://philpeople.org/profiles/ben-blumson">https://philpeople.org/profiles/ben-blumson</a></li><li><a href="https://philpapers.org/profile/805">https://philpapers.org/profile/805</a></li></ul>
+<ul><li><a href="https://philpeople.org/profiles/ben-blumson">https://philpeople.org/profiles/ben-blumson</a></li></ul>
 
 
 
 <h2>Entries</h2><h3 class="head">2021</h3><article class="entry">
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     <h5><a class="title" href="../../entries/Mereology.html">Mereology</a></h5> <br>by <a href="../../authors/blumson">Ben Blumson</a> <a href="https://philpeople.org/profiles/ben-blumson">🌐</a></div>
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 </article>
 
 
 <h3 class="head">2017</h3><article class="entry">
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-    <h5><a class="title" href="../../entries/AnselmGod.html">Anselm&#39;s God in Isabelle/HOL</a></h5> <br>by <a href="../../authors/blumson">Ben Blumson</a> <a href="https://philpapers.org/profile/805">🌐</a></div>
+    <h5><a class="title" href="../../entries/AnselmGod.html">Anselm&#39;s God in Isabelle/HOL</a></h5> <br>by <a href="../../authors/blumson">Ben Blumson</a> <a href="https://philpeople.org/profiles/ben-blumson">🌐</a></div>
   <span class="date">
     Sep 06
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     <h5><a class="title" href="../../entries/Complx.html">COMPLX: A Verification Framework for Concurrent Imperative Programs</a></h5> <br>by <a href="../../authors/amani">Sidney Amani</a>, <a href="../../authors/andronick">June Andronick</a>, <a href="../../authors/bortin">Maksym Bortin</a>, <a href="../../authors/lewis">Corey Lewis</a>, <a href="../../authors/rizkallah">Christine Rizkallah</a> and <a href="../../authors/tuongj">Joseph Tuong</a></div>
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-    <h5><a class="title" href="../../entries/CYK.html">A formalisation of the Cocke-Younger-Kasami algorithm</a></h5> <br>by <a href="../../authors/bortin">Maksym Bortin</a> <a href="mailto:Maksym.Bortin@nicta.com.au">📧</a></div>
+    <h5><a class="title" href="../../entries/CYK.html">A formalisation of the Cocke-Younger-Kasami algorithm</a></h5> <br>by <a href="../../authors/bortin">Maksym Bortin</a> <a href="mailto:maksym.bortin@nicta.com.au">📧</a></div>
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 <h2>Homepages 🌐</h2>
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 <h2>Entries</h2><h3 class="head">2021</h3><article class="entry">
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     <h5><a class="title" href="../../entries/Modular_arithmetic_LLL_and_HNF_algorithms.html">Two algorithms based on modular arithmetic: lattice basis reduction and Hermite normal form computation</a></h5> <br>by <a href="../../authors/bottesch">Ralph Bottesch</a>, <a href="../../authors/divason">Jose Divasón</a> <a href="https://www.unirioja.es/cu/jodivaso/">🌐</a> and <a href="../../authors/thiemann">René Thiemann</a> <a href="mailto:rene.thiemann@uibk.ac.at">📧</a></div>
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 <h3 class="head">2019</h3><article class="entry">
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-    <h5><a class="title" href="../../entries/Linear_Inequalities.html">Linear Inequalities</a></h5> <br>by <a href="../../authors/bottesch">Ralph Bottesch</a> <a href="http://cl-informatik.uibk.ac.at/users/bottesch/">🌐</a>, <a href="../../authors/reynaud">Alban Reynaud</a> and <a href="../../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/~thiemann/">🌐</a></div>
+    <h5><a class="title" href="../../entries/Linear_Inequalities.html">Linear Inequalities</a></h5> <br>by <a href="../../authors/bottesch">Ralph Bottesch</a> <a href="http://cl-informatik.uibk.ac.at/users/bottesch/">🌐</a>, <a href="../../authors/reynaud">Alban Reynaud</a> and <a href="../../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/users/thiemann/">🌐</a></div>
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     Jun 21
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-    <h5><a class="title" href="../../entries/Farkas.html">Farkas&#39; Lemma and Motzkin&#39;s Transposition Theorem</a></h5> <br>by <a href="../../authors/bottesch">Ralph Bottesch</a> <a href="http://cl-informatik.uibk.ac.at/users/bottesch/">🌐</a>, <a href="../../authors/haslbeck">Max W. Haslbeck</a> <a href="http://cl-informatik.uibk.ac.at/users/mhaslbeck/">🌐</a> and <a href="../../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/~thiemann/">🌐</a></div>
+    <h5><a class="title" href="../../entries/Farkas.html">Farkas&#39; Lemma and Motzkin&#39;s Transposition Theorem</a></h5> <br>by <a href="../../authors/bottesch">Ralph Bottesch</a> <a href="http://cl-informatik.uibk.ac.at/users/bottesch/">🌐</a>, <a href="../../authors/haslbeck">Max W. Haslbeck</a> <a href="http://cl-informatik.uibk.ac.at/users/mhaslbeck/">🌐</a> and <a href="../../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/users/thiemann/">🌐</a></div>
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 </article>
 
 
 <h3 class="head">2018</h3><article class="entry">
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-    <h5><a class="title" href="../../entries/LLL_Basis_Reduction.html">A verified LLL algorithm</a></h5> <br>by <a href="../../authors/bottesch">Ralph Bottesch</a>, <a href="../../authors/divason">Jose Divasón</a> <a href="http://www.unirioja.es/cu/jodivaso/">🌐</a>, <a href="../../authors/haslbeck">Max W. Haslbeck</a> <a href="http://cl-informatik.uibk.ac.at/users/mhaslbeck/">🌐</a>, <a href="../../authors/joosten">Sebastiaan J. C. Joosten</a> <a href="https://sjcjoosten.nl/">🌐</a>, <a href="../../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/users/thiemann/">🌐</a> and <a href="../../authors/yamada">Akihisa Yamada</a></div>
+    <h5><a class="title" href="../../entries/LLL_Basis_Reduction.html">A verified LLL algorithm</a></h5> <br>by <a href="../../authors/bottesch">Ralph Bottesch</a>, <a href="../../authors/divason">Jose Divasón</a> <a href="https://www.unirioja.es/cu/jodivaso/">🌐</a>, <a href="../../authors/haslbeck">Max W. Haslbeck</a> <a href="http://cl-informatik.uibk.ac.at/users/mhaslbeck/">🌐</a>, <a href="../../authors/joosten">Sebastiaan J. C. Joosten</a> <a href="https://sjcjoosten.nl/">🌐</a>, <a href="../../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/users/thiemann/">🌐</a> and <a href="../../authors/yamada">Akihisa Yamada</a></div>
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 <h2>E-Mails 📧</h2>
 <ul><li><a href="mailto:andrew.boyton@nicta.com.au">andrew.boyton@nicta.com.au</a></li></ul>
 
 
 <h2>Entries</h2><h3 class="head">2012</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Separation_Algebra.html">Separation Algebra</a></h5> <br>by <a href="../../authors/klein">Gerwin Klein</a> <a href="mailto:kleing@cse.unsw.edu.au">📧</a>, <a href="../../authors/kolanski">Rafal Kolanski</a> <a href="mailto:rafal.kolanski@nicta.com.au">📧</a> and <a href="../../authors/boyton">Andrew Boyton</a> <a href="mailto:andrew.boyton@nicta.com.au">📧</a></div>
+    <h5><a class="title" href="../../entries/Separation_Algebra.html">Separation Algebra</a></h5> <br>by <a href="../../authors/klein">Gerwin Klein</a> <a href="mailto:kleing@unsw.edu.au">📧</a>, <a href="../../authors/kolanski">Rafal Kolanski</a> <a href="mailto:rafal.kolanski@nicta.com.au">📧</a> and <a href="../../authors/boyton">Andrew Boyton</a> <a href="mailto:andrew.boyton@nicta.com.au">📧</a></div>
   <span class="date">
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 <h2>E-Mails 📧</h2>
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 <h2>Entries</h2><h3 class="head">2018</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Modular_Assembly_Kit_Security.html">An Isabelle/HOL Formalization of the Modular Assembly Kit for Security Properties</a></h5> <br>by <a href="../../authors/bracevac">Oliver Bračevac</a> <a href="mailto:bracevac@st.informatik.tu-darmstadt.de">📧</a>, <a href="../../authors/gay">Richard Gay</a> <a href="mailto:gay@mais.informatik.tu-darmstadt.de">📧</a>, <a href="../../authors/grewe">Sylvia Grewe</a> <a href="mailto:grewe@st.informatik.tu-darmstadt.de">📧</a>, <a href="../../authors/mantel">Heiko Mantel</a> <a href="mailto:mantel@mais.informatik.tu-darmstadt.de">📧</a>, <a href="../../authors/sudbrock">Henning Sudbrock</a> <a href="mailto:sudbrock@mais.informatik.tu-darmstadt.de">📧</a> and <a href="../../authors/tasch">Markus Tasch</a> <a href="mailto:tasch@mais.informatik.tu-darmstadt.de">📧</a></div>
+    <h5><a class="title" href="../../entries/Modular_Assembly_Kit_Security.html">An Isabelle/HOL Formalization of the Modular Assembly Kit for Security Properties</a></h5> <br>by <a href="../../authors/bracevac">Oliver Bračevac</a> <a href="mailto:bracevac@st.informatik.tu-darmstadt.de">📧</a>, <a href="../../authors/gay">Richard Gay</a> <a href="mailto:gay@mais.informatik.tu-darmstadt.de">📧</a>, <a href="../../authors/grewe">Sylvia Grewe</a> <a href="mailto:grewe@cs.tu-darmstadt.de">📧</a>, <a href="../../authors/mantel">Heiko Mantel</a> <a href="mailto:mantel@mais.informatik.tu-darmstadt.de">📧</a>, <a href="../../authors/sudbrock">Henning Sudbrock</a> <a href="mailto:sudbrock@mais.informatik.tu-darmstadt.de">📧</a> and <a href="../../authors/tasch">Markus Tasch</a> <a href="mailto:tasch@mais.informatik.tu-darmstadt.de">📧</a></div>
   <span class="date">
     May 07
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-    <h5><a class="title" href="../../entries/Fishburn_Impossibility.html">The Incompatibility of Fishburn-Strategyproofness and Pareto-Efficiency</a></h5> <br>by <a href="../../authors/brandt">Felix Brandt</a> <a href="http://dss.in.tum.de/staff/brandt.html">🌐</a>, <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a>, <a href="../../authors/saile">Christian Saile</a> <a href="http://dss.in.tum.de/staff/christian-saile.html">🌐</a> and <a href="../../authors/stricker">Christian Stricker</a> <a href="http://dss.in.tum.de/staff/christian-stricker.html">🌐</a></div>
+    <h5><a class="title" href="../../entries/Fishburn_Impossibility.html">The Incompatibility of Fishburn-Strategyproofness and Pareto-Efficiency</a></h5> <br>by <a href="../../authors/brandt">Felix Brandt</a> <a href="http://dss.in.tum.de/staff/brandt.html">🌐</a>, <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a>, <a href="../../authors/saile">Christian Saile</a> <a href="http://dss.in.tum.de/staff/christian-saile.html">🌐</a> and <a href="../../authors/stricker">Christian Stricker</a> <a href="http://dss.in.tum.de/staff/christian-stricker.html">🌐</a></div>
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-    <h5><a class="title" href="../../entries/Relational_Minimum_Spanning_Trees.html">Relational Minimum Spanning Tree Algorithms</a></h5> <br>by <a href="../../authors/guttmann">Walter Guttmann</a> <a href="http://www.cosc.canterbury.ac.nz/walter.guttmann/">🌐</a> and <a href="../../authors/brien">Nicolas Robinson-O&rsquo;Brien</a></div>
+    <h5><a class="title" href="../../entries/Relational_Minimum_Spanning_Trees.html">Relational Minimum Spanning Tree Algorithms</a></h5> <br>by <a href="../../authors/guttmann">Walter Guttmann</a> <a href="https://www.cosc.canterbury.ac.nz/walter.guttmann/">🌐</a> and <a href="../../authors/brien">Nicolas Robinson-O&rsquo;Brien</a></div>
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 <h2>Entries</h2><h3 class="head">2016</h3><article class="entry">
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-    <h5><a class="title" href="../../entries/Pairing_Heap.html">Pairing Heap</a></h5> <br>by <a href="../../authors/brinkop">Hauke Brinkop</a> <a href="mailto:hauke.brinkop@googlemail.com">📧</a> and <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a></div>
+    <h5><a class="title" href="../../entries/Pairing_Heap.html">Pairing Heap</a></h5> <br>by <a href="../../authors/brinkop">Hauke Brinkop</a> <a href="mailto:hauke.brinkop@googlemail.com">📧</a> and <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a></div>
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 <h2>Homepages 🌐</h2>
-<ul><li><a href="https://www.brucker.ch/">https://www.brucker.ch/</a></li><li><a href="https://www.brucker.ch">https://www.brucker.ch</a></li></ul>
+<ul><li><a href="https://www.brucker.ch/">https://www.brucker.ch/</a></li></ul>
 
 
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 <h2>Entries</h2><h3 class="head">2020</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Core_SC_DOM.html">The Safely Composable DOM</a></h5> <br>by <a href="../../authors/brucker">Achim D. Brucker</a> <a href="https://www.brucker.ch">🌐</a> and <a href="../../authors/herzberg">Michael Herzberg</a> <a href="http://www.dcs.shef.ac.uk/cgi-bin/makeperson?M.Herzberg">🌐</a></div>
-  <span class="date">
-    Sep 28
-  </span>
-</article>
-<article class="entry">
-  <div class="item-text">
-    <h5><a class="title" href="../../entries/DOM_Components.html">A Formalization of Web Components</a></h5> <br>by <a href="../../authors/brucker">Achim D. Brucker</a> <a href="https://www.brucker.ch">🌐</a> and <a href="../../authors/herzberg">Michael Herzberg</a> <a href="http://www.dcs.shef.ac.uk/cgi-bin/makeperson?M.Herzberg">🌐</a></div>
+    <h5><a class="title" href="../../entries/Core_SC_DOM.html">The Safely Composable DOM</a></h5> <br>by <a href="../../authors/brucker">Achim D. Brucker</a> <a href="https://www.brucker.ch/">🌐</a> and <a href="../../authors/herzberg">Michael Herzberg</a> <a href="http://www.dcs.shef.ac.uk/cgi-bin/makeperson?M.Herzberg">🌐</a></div>
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     Sep 28
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 </article>
 <article class="entry">
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-    <h5><a class="title" href="../../entries/SC_DOM_Components.html">A Formalization of Safely Composable Web Components</a></h5> <br>by <a href="../../authors/brucker">Achim D. Brucker</a> <a href="https://www.brucker.ch">🌐</a> and <a href="../../authors/herzberg">Michael Herzberg</a> <a href="http://www.dcs.shef.ac.uk/cgi-bin/makeperson?M.Herzberg">🌐</a></div>
+    <h5><a class="title" href="../../entries/DOM_Components.html">A Formalization of Web Components</a></h5> <br>by <a href="../../authors/brucker">Achim D. Brucker</a> <a href="https://www.brucker.ch/">🌐</a> and <a href="../../authors/herzberg">Michael Herzberg</a> <a href="http://www.dcs.shef.ac.uk/cgi-bin/makeperson?M.Herzberg">🌐</a></div>
   <span class="date">
     Sep 28
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 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Shadow_SC_DOM.html">A Formal Model of the Safely Composable Document Object Model with Shadow Roots</a></h5> <br>by <a href="../../authors/brucker">Achim D. Brucker</a> <a href="https://www.brucker.ch">🌐</a> and <a href="../../authors/herzberg">Michael Herzberg</a> <a href="http://www.dcs.shef.ac.uk/cgi-bin/makeperson?M.Herzberg">🌐</a></div>
+    <h5><a class="title" href="../../entries/SC_DOM_Components.html">A Formalization of Safely Composable Web Components</a></h5> <br>by <a href="../../authors/brucker">Achim D. Brucker</a> <a href="https://www.brucker.ch/">🌐</a> and <a href="../../authors/herzberg">Michael Herzberg</a> <a href="http://www.dcs.shef.ac.uk/cgi-bin/makeperson?M.Herzberg">🌐</a></div>
   <span class="date">
     Sep 28
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Shadow_DOM.html">A Formal Model of the Document Object Model with Shadow Roots</a></h5> <br>by <a href="../../authors/brucker">Achim D. Brucker</a> <a href="https://www.brucker.ch">🌐</a> and <a href="../../authors/herzberg">Michael Herzberg</a> <a href="http://www.dcs.shef.ac.uk/cgi-bin/makeperson?M.Herzberg">🌐</a></div>
+    <h5><a class="title" href="../../entries/Shadow_SC_DOM.html">A Formal Model of the Safely Composable Document Object Model with Shadow Roots</a></h5> <br>by <a href="../../authors/brucker">Achim D. Brucker</a> <a href="https://www.brucker.ch/">🌐</a> and <a href="../../authors/herzberg">Michael Herzberg</a> <a href="http://www.dcs.shef.ac.uk/cgi-bin/makeperson?M.Herzberg">🌐</a></div>
+  <span class="date">
+    Sep 28
+  </span>
+</article>
+<article class="entry">
+  <div class="item-text">
+    <h5><a class="title" href="../../entries/Shadow_DOM.html">A Formal Model of the Document Object Model with Shadow Roots</a></h5> <br>by <a href="../../authors/brucker">Achim D. Brucker</a> <a href="https://www.brucker.ch/">🌐</a> and <a href="../../authors/herzberg">Michael Herzberg</a> <a href="http://www.dcs.shef.ac.uk/cgi-bin/makeperson?M.Herzberg">🌐</a></div>
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     Sep 28
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 </article>
 <article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Extended_Finite_State_Machine_Inference.html">Inference of Extended Finite State Machines</a></h5> <br>by <a href="../../authors/foster">Michael Foster</a> <a href="mailto:m.foster@sheffield.ac.uk">📧</a>, <a href="../../authors/brucker">Achim D. Brucker</a> <a href="mailto:a.brucker@exeter.ac.uk">📧</a>, <a href="../../authors/taylor">Ramsay G. Taylor</a> <a href="mailto:r.g.taylor@sheffield.ac.uk">📧</a> and <a href="../../authors/derrick">John Derrick</a> <a href="mailto:j.derrick@sheffield.ac.uk">📧</a></div>
   <span class="date">
     Sep 07
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 </article>
 <article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Extended_Finite_State_Machines.html">A Formal Model of Extended Finite State Machines</a></h5> <br>by <a href="../../authors/foster">Michael Foster</a> <a href="mailto:m.foster@sheffield.ac.uk">📧</a>, <a href="../../authors/brucker">Achim D. Brucker</a> <a href="mailto:a.brucker@exeter.ac.uk">📧</a>, <a href="../../authors/taylor">Ramsay G. Taylor</a> <a href="mailto:r.g.taylor@sheffield.ac.uk">📧</a> and <a href="../../authors/derrick">John Derrick</a> <a href="mailto:j.derrick@sheffield.ac.uk">📧</a></div>
   <span class="date">
     Sep 07
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 </article>
 <article class="entry">
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     <h5><a class="title" href="../../entries/Stateful_Protocol_Composition_and_Typing.html">Stateful Protocol Composition and Typing</a></h5> <br>by <a href="../../authors/hess">Andreas V. Hess</a> <a href="mailto:avhe@dtu.dk">📧</a>, <a href="../../authors/moedersheim">Sebastian Mödersheim</a> <a href="https://people.compute.dtu.dk/samo/">🌐</a> and <a href="../../authors/brucker">Achim D. Brucker</a> <a href="https://www.brucker.ch/">🌐</a></div>
   <span class="date">
     Apr 08
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Automated_Stateful_Protocol_Verification.html">Automated Stateful Protocol Verification</a></h5> <br>by <a href="../../authors/hess">Andreas V. Hess</a> <a href="mailto:avhe@dtu.dk">📧</a>, <a href="../../authors/moedersheim">Sebastian Mödersheim</a> <a href="https://people.compute.dtu.dk/samo/">🌐</a>, <a href="../../authors/brucker">Achim D. Brucker</a> <a href="https://www.brucker.ch/">🌐</a> and <a href="../../authors/schlichtkrull">Anders Schlichtkrull</a> <a href="https://people.compute.dtu.dk/andschl/">🌐</a></div>
   <span class="date">
     Apr 08
   </span>
 </article>
 
 
 <h3 class="head">2018</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Core_DOM.html">A Formal Model of the Document Object Model</a></h5> <br>by <a href="../../authors/brucker">Achim D. Brucker</a> <a href="https://www.brucker.ch/">🌐</a> and <a href="../../authors/herzberg">Michael Herzberg</a> <a href="http://www.dcs.shef.ac.uk/cgi-bin/makeperson?M.Herzberg">🌐</a></div>
   <span class="date">
     Dec 26
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 </article>
 
 
 <h3 class="head">2017</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/UPF_Firewall.html">Formal Network Models and Their Application to Firewall Policies</a></h5> <br>by <a href="../../authors/brucker">Achim D. Brucker</a> <a href="https://www.brucker.ch">🌐</a>, <a href="../../authors/bruegger">Lukas Brügger</a> and <a href="../../authors/wolff">Burkhart Wolff</a> <a href="https://www.lri.fr/~wolff/">🌐</a></div>
+    <h5><a class="title" href="../../entries/UPF_Firewall.html">Formal Network Models and Their Application to Firewall Policies</a></h5> <br>by <a href="../../authors/brucker">Achim D. Brucker</a> <a href="https://www.brucker.ch/">🌐</a>, <a href="../../authors/bruegger">Lukas Brügger</a> and <a href="../../authors/wolff">Burkhart Wolff</a> <a href="https://www.lri.fr/~wolff/">🌐</a></div>
   <span class="date">
     Jan 08
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 <h3 class="head">2014</h3><article class="entry">
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-    <h5><a class="title" href="../../entries/UPF.html">The Unified Policy Framework (UPF)</a></h5> <br>by <a href="../../authors/brucker">Achim D. Brucker</a> <a href="mailto:adbrucker@0x5f.org">📧</a>, <a href="../../authors/bruegger">Lukas Brügger</a> <a href="mailto:lukas.a.bruegger@gmail.com">📧</a> and <a href="../../authors/wolff">Burkhart Wolff</a> <a href="mailto:wolff@lri.fr">📧</a></div>
+    <h5><a class="title" href="../../entries/UPF.html">The Unified Policy Framework (UPF)</a></h5> <br>by <a href="../../authors/brucker">Achim D. Brucker</a> <a href="mailto:adbrucker@0x5f.org">📧</a>, <a href="../../authors/bruegger">Lukas Brügger</a> <a href="mailto:lukas.a.bruegger@gmail.com">📧</a> and <a href="../../authors/wolff">Burkhart Wolff</a> <a href="mailto:burkhart.wolff@lri.fr">📧</a></div>
   <span class="date">
     Nov 28
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Featherweight_OCL.html">Featherweight OCL: A Proposal for a Machine-Checked Formal Semantics for OCL 2.5</a></h5> <br>by <a href="../../authors/brucker">Achim D. Brucker</a> <a href="mailto:brucker@spamfence.net">📧</a>, <a href="../../authors/tuong">Frédéric Tuong</a> <a href="mailto:tuong@users.gforge.inria.fr">📧</a> and <a href="../../authors/wolff">Burkhart Wolff</a> <a href="mailto:wolff@lri.fr">📧</a></div>
+    <h5><a class="title" href="../../entries/Featherweight_OCL.html">Featherweight OCL: A Proposal for a Machine-Checked Formal Semantics for OCL 2.5</a></h5> <br>by <a href="../../authors/brucker">Achim D. Brucker</a> <a href="mailto:brucker@spamfence.net">📧</a>, <a href="../../authors/tuong">Frédéric Tuong</a> <a href="mailto:tuong@users.gforge.inria.fr">📧</a> and <a href="../../authors/wolff">Burkhart Wolff</a> <a href="mailto:burkhart.wolff@lri.fr">📧</a></div>
   <span class="date">
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 <h2>E-Mails 📧</h2>
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 <h2>Entries</h2><h3 class="head">2017</h3><article class="entry">
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-    <h5><a class="title" href="../../entries/UPF_Firewall.html">Formal Network Models and Their Application to Firewall Policies</a></h5> <br>by <a href="../../authors/brucker">Achim D. Brucker</a> <a href="https://www.brucker.ch">🌐</a>, <a href="../../authors/bruegger">Lukas Brügger</a> and <a href="../../authors/wolff">Burkhart Wolff</a> <a href="https://www.lri.fr/~wolff/">🌐</a></div>
+    <h5><a class="title" href="../../entries/UPF_Firewall.html">Formal Network Models and Their Application to Firewall Policies</a></h5> <br>by <a href="../../authors/brucker">Achim D. Brucker</a> <a href="https://www.brucker.ch/">🌐</a>, <a href="../../authors/bruegger">Lukas Brügger</a> and <a href="../../authors/wolff">Burkhart Wolff</a> <a href="https://www.lri.fr/~wolff/">🌐</a></div>
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 <h3 class="head">2014</h3><article class="entry">
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-    <h5><a class="title" href="../../entries/UPF.html">The Unified Policy Framework (UPF)</a></h5> <br>by <a href="../../authors/brucker">Achim D. Brucker</a> <a href="mailto:adbrucker@0x5f.org">📧</a>, <a href="../../authors/bruegger">Lukas Brügger</a> <a href="mailto:lukas.a.bruegger@gmail.com">📧</a> and <a href="../../authors/wolff">Burkhart Wolff</a> <a href="mailto:wolff@lri.fr">📧</a></div>
+    <h5><a class="title" href="../../entries/UPF.html">The Unified Policy Framework (UPF)</a></h5> <br>by <a href="../../authors/brucker">Achim D. Brucker</a> <a href="mailto:adbrucker@0x5f.org">📧</a>, <a href="../../authors/bruegger">Lukas Brügger</a> <a href="mailto:lukas.a.bruegger@gmail.com">📧</a> and <a href="../../authors/wolff">Burkhart Wolff</a> <a href="mailto:burkhart.wolff@lri.fr">📧</a></div>
   <span class="date">
     Nov 28
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 <h2>Entries</h2><h3 class="head">2021</h3><article class="entry">
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     <h5><a class="title" href="../../entries/Progress_Tracking.html">Formalization of Timely Dataflow&#39;s Progress Tracking Protocol</a></h5> <br>by <a href="../../authors/brun">Matthias Brun</a>, <a href="../../authors/decova">Sára Decova</a>, <a href="../../authors/lattuada">Andrea Lattuada</a> <a href="https://andrea.lattuada.me">🌐</a> and <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io/">🌐</a></div>
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 <h3 class="head">2019</h3><article class="entry">
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-    <h5><a class="title" href="../../entries/LambdaAuth.html">Formalization of Generic Authenticated Data Structures</a></h5> <br>by <a href="../../authors/brun">Matthias Brun</a> and <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io">🌐</a></div>
+    <h5><a class="title" href="../../entries/LambdaAuth.html">Formalization of Generic Authenticated Data Structures</a></h5> <br>by <a href="../../authors/brun">Matthias Brun</a> and <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io/">🌐</a></div>
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 <h2>Entries</h2><h3 class="head">2021</h3><article class="entry">
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     <h5><a class="title" href="../../entries/SpecCheck.html">SpecCheck - Specification-Based Testing for Isabelle/ML</a></h5> <br>by <a href="../../authors/kappelmann">Kevin Kappelmann</a> <a href="https://www21.in.tum.de/team/kappelmk/">🌐</a>, <a href="../../authors/bulwahn">Lukas Bulwahn</a> <a href="mailto:lukas.bulwahn@gmail.com">📧</a> and <a href="../../authors/willenbrink">Sebastian Willenbrink</a> <a href="mailto:sebastian.willenbrink@tum.de">📧</a></div>
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     <h5><a class="title" href="../../entries/Falling_Factorial_Sum.html">The Falling Factorial of a Sum</a></h5> <br>by <a href="../../authors/bulwahn">Lukas Bulwahn</a> <a href="mailto:lukas.bulwahn@gmail.com">📧</a></div>
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     <h5><a class="title" href="../../entries/Stewart_Apollonius.html">Stewart&#39;s Theorem and Apollonius&#39; Theorem</a></h5> <br>by <a href="../../authors/bulwahn">Lukas Bulwahn</a> <a href="mailto:lukas.bulwahn@gmail.com">📧</a></div>
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-    <h5><a class="title" href="../../entries/Bernoulli.html">Bernoulli Numbers</a></h5> <br>by <a href="../../authors/bulwahn">Lukas Bulwahn</a> <a href="mailto:lukas.bulwahn@gmail.com">📧</a> and <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a></div>
+    <h5><a class="title" href="../../entries/Bernoulli.html">Bernoulli Numbers</a></h5> <br>by <a href="../../authors/bulwahn">Lukas Bulwahn</a> <a href="mailto:lukas.bulwahn@gmail.com">📧</a> and <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a></div>
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 <h3 class="head">2016</h3><article class="entry">
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     <h5><a class="title" href="../../entries/Twelvefold_Way.html">The Twelvefold Way</a></h5> <br>by <a href="../../authors/bulwahn">Lukas Bulwahn</a> <a href="mailto:lukas.bulwahn@gmail.com">📧</a></div>
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     Dec 29
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 <article class="entry">
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     <h5><a class="title" href="../../entries/Chord_Segments.html">Intersecting Chords Theorem</a></h5> <br>by <a href="../../authors/bulwahn">Lukas Bulwahn</a> <a href="mailto:lukas.bulwahn@gmail.com">📧</a></div>
   <span class="date">
     Oct 11
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 <article class="entry">
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     <h5><a class="title" href="../../entries/Ptolemys_Theorem.html">Ptolemy&#39;s Theorem</a></h5> <br>by <a href="../../authors/bulwahn">Lukas Bulwahn</a> <a href="mailto:lukas.bulwahn@gmail.com">📧</a></div>
   <span class="date">
     Aug 07
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 <article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Card_Multisets.html">Cardinality of Multisets</a></h5> <br>by <a href="../../authors/bulwahn">Lukas Bulwahn</a> <a href="mailto:lukas.bulwahn@gmail.com">📧</a></div>
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     Jun 26
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 <article class="entry">
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     <h5><a class="title" href="../../entries/Card_Equiv_Relations.html">Cardinality of Equivalence Relations</a></h5> <br>by <a href="../../authors/bulwahn">Lukas Bulwahn</a> <a href="mailto:lukas.bulwahn@gmail.com">📧</a></div>
   <span class="date">
     May 24
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 <article class="entry">
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     <h5><a class="title" href="../../entries/Bell_Numbers_Spivey.html">Spivey&#39;s Generalized Recurrence for Bell Numbers</a></h5> <br>by <a href="../../authors/bulwahn">Lukas Bulwahn</a> <a href="mailto:lukas.bulwahn@gmail.com">📧</a></div>
   <span class="date">
     May 04
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 </article>
 <article class="entry">
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     <h5><a class="title" href="../../entries/Card_Number_Partitions.html">Cardinality of Number Partitions</a></h5> <br>by <a href="../../authors/bulwahn">Lukas Bulwahn</a> <a href="mailto:lukas.bulwahn@gmail.com">📧</a></div>
   <span class="date">
     Jan 14
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 </article>
 
 
 <h3 class="head">2015</h3><article class="entry">
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     <h5><a class="title" href="../../entries/Card_Partitions.html">Cardinality of Set Partitions</a></h5> <br>by <a href="../../authors/bulwahn">Lukas Bulwahn</a> <a href="mailto:lukas.bulwahn@gmail.com">📧</a></div>
   <span class="date">
     Dec 12
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 </article>
 <article class="entry">
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     <h5><a class="title" href="../../entries/Euler_Partition.html">Euler&#39;s Partition Theorem</a></h5> <br>by <a href="../../authors/bulwahn">Lukas Bulwahn</a> <a href="mailto:lukas.bulwahn@gmail.com">📧</a></div>
   <span class="date">
     Nov 19
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 <article class="entry">
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     <h5><a class="title" href="../../entries/Derangements.html">Derangements Formula</a></h5> <br>by <a href="../../authors/bulwahn">Lukas Bulwahn</a> <a href="mailto:lukas.bulwahn@gmail.com">📧</a></div>
   <span class="date">
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+    <h5><a class="title" href="../../entries/Sigma_Commit_Crypto.html">Sigma Protocols and Commitment Schemes</a></h5> <br>by <a href="../../authors/butler">David Butler</a> <a href="https://www.turing.ac.uk/people/doctoral-students/david-butler">🌐</a> and <a href="../../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de/">🌐</a></div>
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 <h2>Entries</h2><h3 class="head">2021</h3><article class="entry">
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     <h5><a class="title" href="../../entries/Complex_Bounded_Operators.html">Complex Bounded Operators</a></h5> <br>by <a href="../../authors/caballero">José Manuel Rodríguez Caballero</a> <a href="https://josephcmac.github.io/">🌐</a> and <a href="../../authors/unruh">Dominique Unruh</a> <a href="https://www.ut.ee/~unruh/">🌐</a></div>
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 <h3 class="head">2020</h3><article class="entry">
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-    <h5><a class="title" href="../../entries/Banach_Steinhaus.html">Banach-Steinhaus Theorem</a></h5> <br>by <a href="../../authors/unruh">Dominique Unruh</a> <a href="http://kodu.ut.ee/~unruh/">🌐</a> <a href="mailto:unruh@ut.ee">📧</a> and <a href="../../authors/caballero">José Manuel Rodríguez Caballero</a> <a href="https://josephcmac.github.io/">🌐</a> <a href="mailto:jose.manuel.rodriguez.caballero@ut.ee">📧</a></div>
+    <h5><a class="title" href="../../entries/Banach_Steinhaus.html">Banach-Steinhaus Theorem</a></h5> <br>by <a href="../../authors/unruh">Dominique Unruh</a> <a href="https://www.ut.ee/~unruh/">🌐</a> <a href="mailto:unruh@ut.ee">📧</a> and <a href="../../authors/caballero">José Manuel Rodríguez Caballero</a> <a href="https://josephcmac.github.io/">🌐</a> <a href="mailto:jose.manuel.rodriguez.caballero@ut.ee">📧</a></div>
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     May 02
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     <h5><a class="title" href="../../entries/Arith_Prog_Rel_Primes.html">Arithmetic progressions and relative primes</a></h5> <br>by <a href="../../authors/caballero">José Manuel Rodríguez Caballero</a> <a href="https://josephcmac.github.io/">🌐</a></div>
   <span class="date">
     Feb 01
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 <h2>Entries</h2><h3 class="head">2022</h3><article class="entry">
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     <h5><a class="title" href="../../entries/Combinable_Wands.html">A Restricted Definition of the Magic Wand to Soundly Combine Fractions of a Wand</a></h5> <br>by <a href="../../authors/dardinier">Thibault Dardinier</a> <a href="https://dardinier.me/">🌐</a></div>
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     <h5><a class="title" href="../../entries/Package_logic.html">Formalization of a Framework for the Sound Automation of Magic Wands</a></h5> <br>by <a href="../../authors/dardinier">Thibault Dardinier</a> <a href="https://dardinier.me/">🌐</a></div>
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 <h3 class="head">2020</h3><article class="entry">
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-    <h5><a class="title" href="../../entries/MFODL_Monitor_Optimized.html">Formalization of an Optimized Monitoring Algorithm for Metric First-Order Dynamic Logic with Aggregations</a></h5> <br>by <a href="../../authors/dardinier">Thibault Dardinier</a>, <a href="../../authors/heimes">Lukas Heimes</a>, <a href="../../authors/raszyk">Martin Raszyk</a> <a href="mailto:martin.raszyk@inf.ethz.ch">📧</a>, <a href="../../authors/schneider">Joshua Schneider</a> <a href="mailto:joshua.schneider@inf.ethz.ch">📧</a> and <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io">🌐</a></div>
+    <h5><a class="title" href="../../entries/MFODL_Monitor_Optimized.html">Formalization of an Optimized Monitoring Algorithm for Metric First-Order Dynamic Logic with Aggregations</a></h5> <br>by <a href="../../authors/dardinier">Thibault Dardinier</a>, <a href="../../authors/heimes">Lukas Heimes</a>, <a href="../../authors/raszyk">Martin Raszyk</a> <a href="mailto:martin.raszyk@inf.ethz.ch">📧</a>, <a href="../../authors/schneider">Joshua Schneider</a> <a href="mailto:joshua.schneider@inf.ethz.ch">📧</a> and <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io/">🌐</a></div>
   <span class="date">
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 <h3 class="head">2019</h3><article class="entry">
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     <h5><a class="title" href="../../entries/Generic_Join.html">Formalization of Multiway-Join Algorithms</a></h5> <br>by <a href="../../authors/dardinier">Thibault Dardinier</a></div>
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     <span class='first'>C</span>ornelius <span class='first'>D</span>iekmann</h1>
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 <h2>Homepages 🌐</h2>
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 <h2>Entries</h2><h3 class="head">2020</h3><article class="entry">
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     <h5><a class="title" href="../../entries/Hello_World.html">Hello World</a></h5> <br>by <a href="../../authors/diekmann">Cornelius Diekmann</a> <a href="http://net.in.tum.de/~diekmann">🌐</a> and <a href="../../authors/hupel">Lars Hupel</a> <a href="https://www21.in.tum.de/~hupel/">🌐</a></div>
   <span class="date">
     Mar 07
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 <h3 class="head">2016</h3><article class="entry">
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-    <h5><a class="title" href="../../entries/LOFT.html">LOFT — Verified Migration of Linux Firewalls to SDN</a></h5> <br>by <a href="../../authors/michaelis">Julius Michaelis</a> <a href="http://liftm.de">🌐</a> and <a href="../../authors/diekmann">Cornelius Diekmann</a> <a href="http://net.in.tum.de/~diekmann">🌐</a></div>
+    <h5><a class="title" href="../../entries/LOFT.html">LOFT — Verified Migration of Linux Firewalls to SDN</a></h5> <br>by <a href="../../authors/michaelis">Julius Michaelis</a> <a href="http://liftm.de/">🌐</a> and <a href="../../authors/diekmann">Cornelius Diekmann</a> <a href="http://net.in.tum.de/~diekmann">🌐</a></div>
   <span class="date">
     Oct 21
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 <article class="entry">
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     <h5><a class="title" href="../../entries/Iptables_Semantics.html">Iptables Semantics</a></h5> <br>by <a href="../../authors/diekmann">Cornelius Diekmann</a> <a href="http://net.in.tum.de/~diekmann">🌐</a> and <a href="../../authors/hupel">Lars Hupel</a> <a href="https://www21.in.tum.de/~hupel/">🌐</a></div>
   <span class="date">
     Sep 09
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-    <h5><a class="title" href="../../entries/Routing.html">Routing</a></h5> <br>by <a href="../../authors/michaelis">Julius Michaelis</a> <a href="http://liftm.de">🌐</a> and <a href="../../authors/diekmann">Cornelius Diekmann</a> <a href="http://net.in.tum.de/~diekmann">🌐</a></div>
+    <h5><a class="title" href="../../entries/Routing.html">Routing</a></h5> <br>by <a href="../../authors/michaelis">Julius Michaelis</a> <a href="http://liftm.de/">🌐</a> and <a href="../../authors/diekmann">Cornelius Diekmann</a> <a href="http://net.in.tum.de/~diekmann">🌐</a></div>
   <span class="date">
     Aug 31
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-    <h5><a class="title" href="../../entries/Simple_Firewall.html">Simple Firewall</a></h5> <br>by <a href="../../authors/diekmann">Cornelius Diekmann</a> <a href="http://net.in.tum.de/~diekmann">🌐</a>, <a href="../../authors/michaelis">Julius Michaelis</a> <a href="http://liftm.de">🌐</a> and <a href="../../authors/haslbeck">Max W. Haslbeck</a> <a href="http://cl-informatik.uibk.ac.at/users/mhaslbeck//">🌐</a></div>
+    <h5><a class="title" href="../../entries/Simple_Firewall.html">Simple Firewall</a></h5> <br>by <a href="../../authors/diekmann">Cornelius Diekmann</a> <a href="http://net.in.tum.de/~diekmann">🌐</a>, <a href="../../authors/michaelis">Julius Michaelis</a> <a href="http://liftm.de/">🌐</a> and <a href="../../authors/haslbeck">Max W. Haslbeck</a> <a href="http://cl-informatik.uibk.ac.at/users/mhaslbeck/">🌐</a></div>
   <span class="date">
     Aug 24
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-    <h5><a class="title" href="../../entries/IP_Addresses.html">IP Addresses</a></h5> <br>by <a href="../../authors/diekmann">Cornelius Diekmann</a> <a href="http://net.in.tum.de/~diekmann">🌐</a>, <a href="../../authors/michaelis">Julius Michaelis</a> <a href="http://liftm.de">🌐</a> and <a href="../../authors/hupel">Lars Hupel</a> <a href="https://www21.in.tum.de/~hupel/">🌐</a></div>
+    <h5><a class="title" href="../../entries/IP_Addresses.html">IP Addresses</a></h5> <br>by <a href="../../authors/diekmann">Cornelius Diekmann</a> <a href="http://net.in.tum.de/~diekmann">🌐</a>, <a href="../../authors/michaelis">Julius Michaelis</a> <a href="http://liftm.de/">🌐</a> and <a href="../../authors/hupel">Lars Hupel</a> <a href="https://www21.in.tum.de/~hupel/">🌐</a></div>
   <span class="date">
     Jun 28
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 <h3 class="head">2014</h3><article class="entry">
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     <h5><a class="title" href="../../entries/Network_Security_Policy_Verification.html">Network Security Policy Verification</a></h5> <br>by <a href="../../authors/diekmann">Cornelius Diekmann</a> <a href="http://net.in.tum.de/~diekmann">🌐</a></div>
   <span class="date">
     Jul 04
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 <h2>Entries</h2><h3 class="head">2018</h3><article class="entry">
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-    <h5><a class="title" href="../../entries/Weight_Balanced_Trees.html">Weight-Balanced Trees</a></h5> <br>by <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www.in.tum.de/~nipkow">🌐</a> and <a href="../../authors/dirix">Stefan Dirix</a></div>
+    <h5><a class="title" href="../../entries/Weight_Balanced_Trees.html">Weight-Balanced Trees</a></h5> <br>by <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a> and <a href="../../authors/dirix">Stefan Dirix</a></div>
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     <span class='first'>J</span>ose <span class='first'>D</span>ivasón</h1>
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 <h2>Homepages 🌐</h2>
-<ul><li><a href="http://www.unirioja.es/cu/jodivaso">http://www.unirioja.es/cu/jodivaso</a></li><li><a href="http://www.unirioja.es/cu/jodivaso/">http://www.unirioja.es/cu/jodivaso/</a></li><li><a href="https://www.unirioja.es/cu/jodivaso/">https://www.unirioja.es/cu/jodivaso/</a></li></ul>
+<ul><li><a href="https://www.unirioja.es/cu/jodivaso/">https://www.unirioja.es/cu/jodivaso/</a></li></ul>
 
 
 
 <h2>Entries</h2><h3 class="head">2021</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Modular_arithmetic_LLL_and_HNF_algorithms.html">Two algorithms based on modular arithmetic: lattice basis reduction and Hermite normal form computation</a></h5> <br>by <a href="../../authors/bottesch">Ralph Bottesch</a>, <a href="../../authors/divason">Jose Divasón</a> <a href="https://www.unirioja.es/cu/jodivaso/">🌐</a> and <a href="../../authors/thiemann">René Thiemann</a> <a href="mailto:rene.thiemann@uibk.ac.at">📧</a></div>
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     Mar 12
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 <h3 class="head">2020</h3><article class="entry">
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     <h5><a class="title" href="../../entries/Smith_Normal_Form.html">A verified algorithm for computing the Smith normal form of a matrix</a></h5> <br>by <a href="../../authors/divason">Jose Divasón</a> <a href="https://www.unirioja.es/cu/jodivaso/">🌐</a></div>
   <span class="date">
     May 23
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 </article>
 
 
 <h3 class="head">2018</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/LLL_Factorization.html">A verified factorization algorithm for integer polynomials with polynomial complexity</a></h5> <br>by <a href="../../authors/divason">Jose Divasón</a> <a href="http://www.unirioja.es/cu/jodivaso/">🌐</a>, <a href="../../authors/joosten">Sebastiaan J. C. Joosten</a> <a href="https://sjcjoosten.nl/">🌐</a>, <a href="../../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/users/thiemann/">🌐</a> and <a href="../../authors/yamada">Akihisa Yamada</a> <a href="mailto:ayamada@trs.cm.is.nagoya-u.ac.jp">📧</a></div>
+    <h5><a class="title" href="../../entries/LLL_Factorization.html">A verified factorization algorithm for integer polynomials with polynomial complexity</a></h5> <br>by <a href="../../authors/divason">Jose Divasón</a> <a href="https://www.unirioja.es/cu/jodivaso/">🌐</a>, <a href="../../authors/joosten">Sebastiaan J. C. Joosten</a> <a href="https://sjcjoosten.nl/">🌐</a>, <a href="../../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/users/thiemann/">🌐</a> and <a href="../../authors/yamada">Akihisa Yamada</a> <a href="mailto:ayamada@trs.cm.is.nagoya-u.ac.jp">📧</a></div>
   <span class="date">
     Feb 06
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/LLL_Basis_Reduction.html">A verified LLL algorithm</a></h5> <br>by <a href="../../authors/bottesch">Ralph Bottesch</a>, <a href="../../authors/divason">Jose Divasón</a> <a href="http://www.unirioja.es/cu/jodivaso/">🌐</a>, <a href="../../authors/haslbeck">Max W. Haslbeck</a> <a href="http://cl-informatik.uibk.ac.at/users/mhaslbeck/">🌐</a>, <a href="../../authors/joosten">Sebastiaan J. C. Joosten</a> <a href="https://sjcjoosten.nl/">🌐</a>, <a href="../../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/users/thiemann/">🌐</a> and <a href="../../authors/yamada">Akihisa Yamada</a></div>
+    <h5><a class="title" href="../../entries/LLL_Basis_Reduction.html">A verified LLL algorithm</a></h5> <br>by <a href="../../authors/bottesch">Ralph Bottesch</a>, <a href="../../authors/divason">Jose Divasón</a> <a href="https://www.unirioja.es/cu/jodivaso/">🌐</a>, <a href="../../authors/haslbeck">Max W. Haslbeck</a> <a href="http://cl-informatik.uibk.ac.at/users/mhaslbeck/">🌐</a>, <a href="../../authors/joosten">Sebastiaan J. C. Joosten</a> <a href="https://sjcjoosten.nl/">🌐</a>, <a href="../../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/users/thiemann/">🌐</a> and <a href="../../authors/yamada">Akihisa Yamada</a></div>
   <span class="date">
     Feb 02
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 </article>
 
 
 <h3 class="head">2016</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Berlekamp_Zassenhaus.html">The Factorization Algorithm of Berlekamp and Zassenhaus</a></h5> <br>by <a href="../../authors/divason">Jose Divasón</a> <a href="http://www.unirioja.es/cu/jodivaso">🌐</a>, <a href="../../authors/joosten">Sebastiaan J. C. Joosten</a> <a href="mailto:sebastiaan.joosten@uibk.ac.at">📧</a>, <a href="../../authors/thiemann">René Thiemann</a> <a href="mailto:rene.thiemann@uibk.ac.at">📧</a> and <a href="../../authors/yamada">Akihisa Yamada</a> <a href="mailto:akihisa.yamada@uibk.ac.at">📧</a></div>
+    <h5><a class="title" href="../../entries/Berlekamp_Zassenhaus.html">The Factorization Algorithm of Berlekamp and Zassenhaus</a></h5> <br>by <a href="../../authors/divason">Jose Divasón</a> <a href="https://www.unirioja.es/cu/jodivaso/">🌐</a>, <a href="../../authors/joosten">Sebastiaan J. C. Joosten</a> <a href="mailto:sebastiaan.joosten@uibk.ac.at">📧</a>, <a href="../../authors/thiemann">René Thiemann</a> <a href="mailto:rene.thiemann@uibk.ac.at">📧</a> and <a href="../../authors/yamada">Akihisa Yamada</a> <a href="mailto:akihisa.yamada@uibk.ac.at">📧</a></div>
   <span class="date">
     Oct 14
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 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Perron_Frobenius.html">Perron-Frobenius Theorem for Spectral Radius Analysis</a></h5> <br>by <a href="../../authors/divason">Jose Divasón</a> <a href="http://www.unirioja.es/cu/jodivaso">🌐</a>, <a href="../../authors/kuncar">Ondřej Kunčar</a> <a href="http://www21.in.tum.de/~kuncar/">🌐</a>, <a href="../../authors/thiemann">René Thiemann</a> <a href="mailto:rene.thiemann@uibk.ac.at">📧</a> and <a href="../../authors/yamada">Akihisa Yamada</a> <a href="mailto:akihisa.yamada@uibk.ac.at">📧</a></div>
+    <h5><a class="title" href="../../entries/Perron_Frobenius.html">Perron-Frobenius Theorem for Spectral Radius Analysis</a></h5> <br>by <a href="../../authors/divason">Jose Divasón</a> <a href="https://www.unirioja.es/cu/jodivaso/">🌐</a>, <a href="../../authors/kuncar">Ondřej Kunčar</a> <a href="http://www21.in.tum.de/~kuncar/">🌐</a>, <a href="../../authors/thiemann">René Thiemann</a> <a href="mailto:rene.thiemann@uibk.ac.at">📧</a> and <a href="../../authors/yamada">Akihisa Yamada</a> <a href="mailto:akihisa.yamada@uibk.ac.at">📧</a></div>
   <span class="date">
     May 20
   </span>
 </article>
 
 
 <h3 class="head">2015</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Hermite.html">Hermite Normal Form</a></h5> <br>by <a href="../../authors/divason">Jose Divasón</a> <a href="http://www.unirioja.es/cu/jodivaso">🌐</a> and <a href="../../authors/aransay">Jesús Aransay</a> <a href="http://www.unirioja.es/cu/jearansa">🌐</a></div>
+    <h5><a class="title" href="../../entries/Hermite.html">Hermite Normal Form</a></h5> <br>by <a href="../../authors/divason">Jose Divasón</a> <a href="https://www.unirioja.es/cu/jodivaso/">🌐</a> and <a href="../../authors/aransay">Jesús Aransay</a> <a href="https://www.unirioja.es/cu/jearansa">🌐</a></div>
   <span class="date">
     Jul 07
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/QR_Decomposition.html">QR Decomposition</a></h5> <br>by <a href="../../authors/divason">Jose Divasón</a> <a href="http://www.unirioja.es/cu/jodivaso">🌐</a> and <a href="../../authors/aransay">Jesús Aransay</a> <a href="http://www.unirioja.es/cu/jearansa">🌐</a></div>
+    <h5><a class="title" href="../../entries/QR_Decomposition.html">QR Decomposition</a></h5> <br>by <a href="../../authors/divason">Jose Divasón</a> <a href="https://www.unirioja.es/cu/jodivaso/">🌐</a> and <a href="../../authors/aransay">Jesús Aransay</a> <a href="https://www.unirioja.es/cu/jearansa">🌐</a></div>
   <span class="date">
     Feb 12
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Echelon_Form.html">Echelon Form</a></h5> <br>by <a href="../../authors/divason">Jose Divasón</a> <a href="http://www.unirioja.es/cu/jodivaso">🌐</a> and <a href="../../authors/aransay">Jesús Aransay</a> <a href="http://www.unirioja.es/cu/jearansa">🌐</a></div>
+    <h5><a class="title" href="../../entries/Echelon_Form.html">Echelon Form</a></h5> <br>by <a href="../../authors/divason">Jose Divasón</a> <a href="https://www.unirioja.es/cu/jodivaso/">🌐</a> and <a href="../../authors/aransay">Jesús Aransay</a> <a href="https://www.unirioja.es/cu/jearansa">🌐</a></div>
   <span class="date">
     Feb 12
   </span>
 </article>
 
 
 <h3 class="head">2014</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Gauss_Jordan.html">Gauss-Jordan Algorithm and Its Applications</a></h5> <br>by <a href="../../authors/divason">Jose Divasón</a> <a href="http://www.unirioja.es/cu/jodivaso">🌐</a> and <a href="../../authors/aransay">Jesús Aransay</a> <a href="http://www.unirioja.es/cu/jearansa">🌐</a></div>
+    <h5><a class="title" href="../../entries/Gauss_Jordan.html">Gauss-Jordan Algorithm and Its Applications</a></h5> <br>by <a href="../../authors/divason">Jose Divasón</a> <a href="https://www.unirioja.es/cu/jodivaso/">🌐</a> and <a href="../../authors/aransay">Jesús Aransay</a> <a href="https://www.unirioja.es/cu/jearansa">🌐</a></div>
   <span class="date">
     Sep 03
   </span>
 </article>
 
 
 <h3 class="head">2013</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Rank_Nullity_Theorem.html">Rank-Nullity Theorem in Linear Algebra</a></h5> <br>by <a href="../../authors/divason">Jose Divasón</a> <a href="http://www.unirioja.es/cu/jodivaso">🌐</a> and <a href="../../authors/aransay">Jesús Aransay</a> <a href="http://www.unirioja.es/cu/jearansa">🌐</a></div>
+    <h5><a class="title" href="../../entries/Rank_Nullity_Theorem.html">Rank-Nullity Theorem in Linear Algebra</a></h5> <br>by <a href="../../authors/divason">Jose Divasón</a> <a href="https://www.unirioja.es/cu/jodivaso/">🌐</a> and <a href="../../authors/aransay">Jesús Aransay</a> <a href="https://www.unirioja.es/cu/jearansa">🌐</a></div>
   <span class="date">
     Jan 16
   </span>
 </article>
 
 
 
 
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diff --git a/web/authors/dyckhoff/index.html b/web/authors/dyckhoff/index.html
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     <span class='first'>R</span>oy <span class='first'>D</span>yckhoff</h1>
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 <h2>Entries</h2><h3 class="head">2016</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Posix-Lexing.html">POSIX Lexing with Derivatives of Regular Expressions</a></h5> <br>by <a href="../../authors/ausaf">Fahad Ausaf</a> <a href="http://kcl.academia.edu/FahadAusaf">🌐</a>, <a href="../../authors/dyckhoff">Roy Dyckhoff</a> <a href="https://rd.host.cs.st-andrews.ac.uk">🌐</a> and <a href="../../authors/urban">Christian Urban</a> <a href="http://www.inf.kcl.ac.uk/staff/urbanc/">🌐</a></div>
+    <h5><a class="title" href="../../entries/Posix-Lexing.html">POSIX Lexing with Derivatives of Regular Expressions</a></h5> <br>by <a href="../../authors/ausaf">Fahad Ausaf</a> <a href="http://kcl.academia.edu/FahadAusaf">🌐</a>, <a href="../../authors/dyckhoff">Roy Dyckhoff</a> <a href="https://rd.host.cs.st-andrews.ac.uk">🌐</a> and <a href="../../authors/urban">Christian Urban</a> <a href="https://nms.kcl.ac.uk/christian.urban/">🌐</a></div>
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 <h2>Homepages 🌐</h2>
-<ul><li><a href="https://pruvisto.org/">https://pruvisto.org/</a></li><li><a href="https://pruvisto.org">https://pruvisto.org</a></li><li><a href="https://www.in.tum.de/~eberlm">https://www.in.tum.de/~eberlm</a></li></ul>
+<ul><li><a href="https://pruvisto.org/">https://pruvisto.org/</a></li><li><a href="https://www.in.tum.de/~eberlm">https://www.in.tum.de/~eberlm</a></li></ul>
 
 
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 <h2>Entries</h2><h3 class="head">2022</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Sophomores_Dream.html">The Sophomore&#39;s Dream</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a></div>
+    <h5><a class="title" href="../../entries/Sophomores_Dream.html">The Sophomore&#39;s Dream</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a></div>
   <span class="date">
     Apr 10
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 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Cotangent_PFD_Formula.html">A Proof from THE BOOK: The Partial Fraction Expansion of the Cotangent</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a></div>
+    <h5><a class="title" href="../../entries/Cotangent_PFD_Formula.html">A Proof from THE BOOK: The Partial Fraction Expansion of the Cotangent</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a></div>
   <span class="date">
     Mar 15
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 <h3 class="head">2021</h3><article class="entry">
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-    <h5><a class="title" href="../../entries/Factor_Algebraic_Polynomial.html">Factorization of Polynomials with Algebraic Coefficients</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a> and <a href="../../authors/thiemann">René Thiemann</a> <a href="mailto:rene.thiemann@uibk.ac.at">📧</a></div>
+    <h5><a class="title" href="../../entries/Factor_Algebraic_Polynomial.html">Factorization of Polynomials with Algebraic Coefficients</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a> and <a href="../../authors/thiemann">René Thiemann</a> <a href="mailto:rene.thiemann@uibk.ac.at">📧</a></div>
   <span class="date">
     Nov 08
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 </article>
 <article class="entry">
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-    <h5><a class="title" href="../../entries/Finitely_Generated_Abelian_Groups.html">Finitely Generated Abelian Groups</a></h5> <br>by <a href="../../authors/thommes">Joseph Thommes</a> and <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a></div>
+    <h5><a class="title" href="../../entries/Finitely_Generated_Abelian_Groups.html">Finitely Generated Abelian Groups</a></h5> <br>by <a href="../../authors/thommes">Joseph Thommes</a> and <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a></div>
   <span class="date">
     Jul 07
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 <article class="entry">
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     <h5><a class="title" href="../../entries/Van_der_Waerden.html">Van der Waerden&#39;s Theorem</a></h5> <br>by <a href="../../authors/kreuzer">Katharina Kreuzer</a> <a href="https://www21.in.tum.de/team/kreuzer/">🌐</a> and <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a></div>
   <span class="date">
     Jun 22
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 <article class="entry">
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-    <h5><a class="title" href="../../entries/Hermite_Lindemann.html">The Hermite–Lindemann–Weierstraß Transcendence Theorem</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a></div>
+    <h5><a class="title" href="../../entries/Hermite_Lindemann.html">The Hermite–Lindemann–Weierstraß Transcendence Theorem</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a></div>
   <span class="date">
     Mar 03
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 <article class="entry">
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-    <h5><a class="title" href="../../entries/Formal_Puiseux_Series.html">Formal Puiseux Series</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a></div>
+    <h5><a class="title" href="../../entries/Formal_Puiseux_Series.html">Formal Puiseux Series</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a></div>
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-    <h5><a class="title" href="../../entries/Laws_of_Large_Numbers.html">The Laws of Large Numbers</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a></div>
+    <h5><a class="title" href="../../entries/Laws_of_Large_Numbers.html">The Laws of Large Numbers</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a></div>
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     Feb 10
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 <h3 class="head">2020</h3><article class="entry">
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-    <h5><a class="title" href="../../entries/Lambert_W.html">The Lambert W Function on the Reals</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a></div>
-  <span class="date">
-    Apr 24
-  </span>
-</article>
-<article class="entry">
-  <div class="item-text">
-    <h5><a class="title" href="../../entries/Power_Sum_Polynomials.html">Power Sum Polynomials</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a></div>
+    <h5><a class="title" href="../../entries/Lambert_W.html">The Lambert W Function on the Reals</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a></div>
   <span class="date">
     Apr 24
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   <div class="item-text">
-    <h5><a class="title" href="../../entries/Gaussian_Integers.html">Gaussian Integers</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a></div>
+    <h5><a class="title" href="../../entries/Power_Sum_Polynomials.html">Power Sum Polynomials</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a></div>
   <span class="date">
     Apr 24
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Furstenberg_Topology.html">Furstenberg&#39;s topology and his proof of the infinitude of primes</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a></div>
+    <h5><a class="title" href="../../entries/Gaussian_Integers.html">Gaussian Integers</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a></div>
+  <span class="date">
+    Apr 24
+  </span>
+</article>
+<article class="entry">
+  <div class="item-text">
+    <h5><a class="title" href="../../entries/Furstenberg_Topology.html">Furstenberg&#39;s topology and his proof of the infinitude of primes</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a></div>
   <span class="date">
     Mar 22
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Mersenne_Primes.html">Mersenne primes and the Lucas–Lehmer test</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a></div>
+    <h5><a class="title" href="../../entries/Mersenne_Primes.html">Mersenne primes and the Lucas–Lehmer test</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a></div>
   <span class="date">
     Jan 17
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Skip_Lists.html">Skip Lists</a></h5> <br>by <a href="../../authors/haslbeck">Max W. Haslbeck</a> <a href="http://cl-informatik.uibk.ac.at/users/mhaslbeck/">🌐</a> and <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a></div>
   <span class="date">
     Jan 09
   </span>
 </article>
 
 
 <h3 class="head">2019</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Zeta_3_Irrational.html">The Irrationality of ζ(3)</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a></div>
+    <h5><a class="title" href="../../entries/Zeta_3_Irrational.html">The Irrationality of ζ(3)</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a></div>
   <span class="date">
     Dec 27
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Gauss_Sums.html">Gauss Sums and the Pólya–Vinogradov Inequality</a></h5> <br>by <a href="../../authors/raya">Rodrigo Raya</a> <a href="https://people.epfl.ch/rodrigo.raya">🌐</a> and <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a></div>
+    <h5><a class="title" href="../../entries/Gauss_Sums.html">Gauss Sums and the Pólya–Vinogradov Inequality</a></h5> <br>by <a href="../../authors/raya">Rodrigo Raya</a> <a href="https://people.epfl.ch/rodrigo.raya">🌐</a> and <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a></div>
   <span class="date">
     Dec 10
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/IMO2019.html">Selected Problems from the International Mathematical Olympiad 2019</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a></div>
+    <h5><a class="title" href="../../entries/IMO2019.html">Selected Problems from the International Mathematical Olympiad 2019</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a></div>
   <span class="date">
     Aug 05
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Prime_Distribution_Elementary.html">Elementary Facts About the Distribution of Primes</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a></div>
+    <h5><a class="title" href="../../entries/Prime_Distribution_Elementary.html">Elementary Facts About the Distribution of Primes</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a></div>
   <span class="date">
     Feb 21
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Probabilistic_Prime_Tests.html">Probabilistic Primality Testing</a></h5> <br>by <a href="../../authors/stuewe">Daniel Stüwe</a> and <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a></div>
+    <h5><a class="title" href="../../entries/Probabilistic_Prime_Tests.html">Probabilistic Primality Testing</a></h5> <br>by <a href="../../authors/stuewe">Daniel Stüwe</a> and <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a></div>
   <span class="date">
     Feb 11
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/List_Inversions.html">The Inversions of a List</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a></div>
+    <h5><a class="title" href="../../entries/List_Inversions.html">The Inversions of a List</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a></div>
   <span class="date">
     Feb 01
   </span>
 </article>
 
 
 <h3 class="head">2018</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Randomised_BSTs.html">Randomised Binary Search Trees</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a></div>
+    <h5><a class="title" href="../../entries/Randomised_BSTs.html">Randomised Binary Search Trees</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a></div>
   <span class="date">
     Oct 19
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Pi_Transcendental.html">The Transcendence of π</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a></div>
+    <h5><a class="title" href="../../entries/Pi_Transcendental.html">The Transcendence of π</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a></div>
   <span class="date">
     Sep 28
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Symmetric_Polynomials.html">Symmetric Polynomials</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a></div>
+    <h5><a class="title" href="../../entries/Symmetric_Polynomials.html">Symmetric Polynomials</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a></div>
   <span class="date">
     Sep 25
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Prime_Number_Theorem.html">The Prime Number Theorem</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a> and <a href="../../authors/paulson">Lawrence C. Paulson</a> <a href="https://www.cl.cam.ac.uk/~lp15/">🌐</a></div>
+    <h5><a class="title" href="../../entries/Prime_Number_Theorem.html">The Prime Number Theorem</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a> and <a href="../../authors/paulson">Lawrence C. Paulson</a> <a href="https://www.cl.cam.ac.uk/~lp15/">🌐</a></div>
   <span class="date">
     Sep 19
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Pell.html">Pell&#39;s Equation</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a></div>
+    <h5><a class="title" href="../../entries/Pell.html">Pell&#39;s Equation</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a></div>
   <span class="date">
     Jun 23
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Fishburn_Impossibility.html">The Incompatibility of Fishburn-Strategyproofness and Pareto-Efficiency</a></h5> <br>by <a href="../../authors/brandt">Felix Brandt</a> <a href="http://dss.in.tum.de/staff/brandt.html">🌐</a>, <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a>, <a href="../../authors/saile">Christian Saile</a> <a href="http://dss.in.tum.de/staff/christian-saile.html">🌐</a> and <a href="../../authors/stricker">Christian Stricker</a> <a href="http://dss.in.tum.de/staff/christian-stricker.html">🌐</a></div>
+    <h5><a class="title" href="../../entries/Fishburn_Impossibility.html">The Incompatibility of Fishburn-Strategyproofness and Pareto-Efficiency</a></h5> <br>by <a href="../../authors/brandt">Felix Brandt</a> <a href="http://dss.in.tum.de/staff/brandt.html">🌐</a>, <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a>, <a href="../../authors/saile">Christian Saile</a> <a href="http://dss.in.tum.de/staff/christian-saile.html">🌐</a> and <a href="../../authors/stricker">Christian Stricker</a> <a href="http://dss.in.tum.de/staff/christian-stricker.html">🌐</a></div>
   <span class="date">
     Mar 22
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Treaps.html">Treaps</a></h5> <br>by <a href="../../authors/haslbeck">Max W. Haslbeck</a> <a href="http://cl-informatik.uibk.ac.at/users/mhaslbeck/">🌐</a>, <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://www.in.tum.de/~eberlm">🌐</a> and <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www.in.tum.de/~nipkow">🌐</a></div>
+    <h5><a class="title" href="../../entries/Treaps.html">Treaps</a></h5> <br>by <a href="../../authors/haslbeck">Max W. Haslbeck</a> <a href="http://cl-informatik.uibk.ac.at/users/mhaslbeck/">🌐</a>, <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://www.in.tum.de/~eberlm">🌐</a> and <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a></div>
   <span class="date">
     Feb 06
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Error_Function.html">The Error Function</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a></div>
+    <h5><a class="title" href="../../entries/Error_Function.html">The Error Function</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a></div>
   <span class="date">
     Feb 06
   </span>
 </article>
 
 
 <h3 class="head">2017</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Median_Of_Medians_Selection.html">The Median-of-Medians Selection Algorithm</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a></div>
-  <span class="date">
-    Dec 21
-  </span>
-</article>
-<article class="entry">
-  <div class="item-text">
-    <h5><a class="title" href="../../entries/Mason_Stothers.html">The Mason–Stothers Theorem</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a></div>
-  <span class="date">
-    Dec 21
-  </span>
-</article>
-<article class="entry">
-  <div class="item-text">
-    <h5><a class="title" href="../../entries/Dirichlet_L.html">Dirichlet L-Functions and Dirichlet&#39;s Theorem</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a></div>
+    <h5><a class="title" href="../../entries/Median_Of_Medians_Selection.html">The Median-of-Medians Selection Algorithm</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a></div>
   <span class="date">
     Dec 21
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Zeta_Function.html">The Hurwitz and Riemann ζ Functions</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a></div>
+    <h5><a class="title" href="../../entries/Mason_Stothers.html">The Mason–Stothers Theorem</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a></div>
+  <span class="date">
+    Dec 21
+  </span>
+</article>
+<article class="entry">
+  <div class="item-text">
+    <h5><a class="title" href="../../entries/Dirichlet_L.html">Dirichlet L-Functions and Dirichlet&#39;s Theorem</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a></div>
+  <span class="date">
+    Dec 21
+  </span>
+</article>
+<article class="entry">
+  <div class="item-text">
+    <h5><a class="title" href="../../entries/Zeta_Function.html">The Hurwitz and Riemann ζ Functions</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a></div>
   <span class="date">
     Oct 12
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Linear_Recurrences.html">Linear Recurrences</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a></div>
+    <h5><a class="title" href="../../entries/Linear_Recurrences.html">Linear Recurrences</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a></div>
   <span class="date">
     Oct 12
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Dirichlet_Series.html">Dirichlet Series</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a></div>
+    <h5><a class="title" href="../../entries/Dirichlet_Series.html">Dirichlet Series</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a></div>
   <span class="date">
     Oct 12
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Minkowskis_Theorem.html">Minkowski&#39;s Theorem</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a></div>
+    <h5><a class="title" href="../../entries/Minkowskis_Theorem.html">Minkowski&#39;s Theorem</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a></div>
   <span class="date">
     Jul 13
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Buffons_Needle.html">Buffon&#39;s Needle Problem</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a></div>
+    <h5><a class="title" href="../../entries/Buffons_Needle.html">Buffon&#39;s Needle Problem</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a></div>
   <span class="date">
     Jun 06
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Monad_Normalisation.html">Monad normalisation</a></h5> <br>by <a href="../../authors/schneider">Joshua Schneider</a>, <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a> and <a href="../../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de">🌐</a></div>
+    <h5><a class="title" href="../../entries/Monad_Normalisation.html">Monad normalisation</a></h5> <br>by <a href="../../authors/schneider">Joshua Schneider</a>, <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a> and <a href="../../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de/">🌐</a></div>
   <span class="date">
     May 05
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Random_BSTs.html">Expected Shape of Random Binary Search Trees</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a></div>
+    <h5><a class="title" href="../../entries/Random_BSTs.html">Expected Shape of Random Binary Search Trees</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a></div>
   <span class="date">
     Apr 04
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Quick_Sort_Cost.html">The number of comparisons in QuickSort</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a></div>
+    <h5><a class="title" href="../../entries/Quick_Sort_Cost.html">The number of comparisons in QuickSort</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a></div>
   <span class="date">
     Mar 15
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Comparison_Sort_Lower_Bound.html">Lower bound on comparison-based sorting algorithms</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a></div>
+    <h5><a class="title" href="../../entries/Comparison_Sort_Lower_Bound.html">Lower bound on comparison-based sorting algorithms</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a></div>
   <span class="date">
     Mar 15
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Euler_MacLaurin.html">The Euler–MacLaurin Formula</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a></div>
+    <h5><a class="title" href="../../entries/Euler_MacLaurin.html">The Euler–MacLaurin Formula</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a></div>
   <span class="date">
     Mar 10
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Bernoulli.html">Bernoulli Numbers</a></h5> <br>by <a href="../../authors/bulwahn">Lukas Bulwahn</a> <a href="mailto:lukas.bulwahn@gmail.com">📧</a> and <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a></div>
+    <h5><a class="title" href="../../entries/Bernoulli.html">Bernoulli Numbers</a></h5> <br>by <a href="../../authors/bulwahn">Lukas Bulwahn</a> <a href="mailto:lukas.bulwahn@gmail.com">📧</a> and <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a></div>
   <span class="date">
     Jan 24
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Bertrands_Postulate.html">Bertrand&#39;s postulate</a></h5> <br>by <a href="../../authors/biendarra">Julian Biendarra</a> and <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a></div>
+    <h5><a class="title" href="../../entries/Bertrands_Postulate.html">Bertrand&#39;s postulate</a></h5> <br>by <a href="../../authors/biendarra">Julian Biendarra</a> and <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a></div>
   <span class="date">
     Jan 17
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/E_Transcendental.html">The Transcendence of e</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a></div>
+    <h5><a class="title" href="../../entries/E_Transcendental.html">The Transcendence of e</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a></div>
   <span class="date">
     Jan 12
   </span>
 </article>
 
 
 <h3 class="head">2016</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Fisher_Yates.html">Fisher–Yates shuffle</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a></div>
+    <h5><a class="title" href="../../entries/Fisher_Yates.html">Fisher–Yates shuffle</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a></div>
   <span class="date">
     Sep 30
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Stirling_Formula.html">Stirling&#39;s formula</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a></div>
+    <h5><a class="title" href="../../entries/Stirling_Formula.html">Stirling&#39;s formula</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a></div>
   <span class="date">
     Sep 01
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Catalan_Numbers.html">Catalan Numbers</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a></div>
+    <h5><a class="title" href="../../entries/Catalan_Numbers.html">Catalan Numbers</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a></div>
   <span class="date">
     Jun 21
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 <article class="entry">
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     <h5><a class="title" href="../../entries/Randomised_Social_Choice.html">Randomised Social Choice Theory</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="mailto:manuel@pruvisto.org">📧</a></div>
   <span class="date">
     May 05
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 </article>
 <article class="entry">
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     <h5><a class="title" href="../../entries/SDS_Impossibility.html">The Incompatibility of SD-Efficiency and SD-Strategy-Proofness</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="mailto:manuel@pruvisto.org">📧</a></div>
   <span class="date">
     May 04
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 <h3 class="head">2015</h3><article class="entry">
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-    <h5><a class="title" href="../../entries/Prime_Harmonic_Series.html">The Divergence of the Prime Harmonic Series</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a></div>
-  <span class="date">
-    Dec 28
-  </span>
-</article>
-<article class="entry">
-  <div class="item-text">
-    <h5><a class="title" href="../../entries/Liouville_Numbers.html">Liouville numbers</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a></div>
+    <h5><a class="title" href="../../entries/Prime_Harmonic_Series.html">The Divergence of the Prime Harmonic Series</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a></div>
   <span class="date">
     Dec 28
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Descartes_Sign_Rule.html">Descartes&#39; Rule of Signs</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a></div>
+    <h5><a class="title" href="../../entries/Liouville_Numbers.html">Liouville numbers</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a></div>
   <span class="date">
     Dec 28
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-    <h5><a class="title" href="../../entries/Triangle.html">Basic Geometric Properties of Triangles</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a></div>
+    <h5><a class="title" href="../../entries/Descartes_Sign_Rule.html">Descartes&#39; Rule of Signs</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a></div>
   <span class="date">
     Dec 28
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 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Akra_Bazzi.html">The Akra-Bazzi theorem and the Master theorem</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a></div>
+    <h5><a class="title" href="../../entries/Triangle.html">Basic Geometric Properties of Triangles</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a></div>
+  <span class="date">
+    Dec 28
+  </span>
+</article>
+<article class="entry">
+  <div class="item-text">
+    <h5><a class="title" href="../../entries/Akra_Bazzi.html">The Akra-Bazzi theorem and the Master theorem</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a></div>
   <span class="date">
     Jul 14
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-    <h5><a class="title" href="../../entries/Landau_Symbols.html">Landau Symbols</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a></div>
+    <h5><a class="title" href="../../entries/Landau_Symbols.html">Landau Symbols</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a></div>
   <span class="date">
     Jul 14
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 </article>
 
 
 <h3 class="head">2014</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Density_Compiler.html">A Verified Compiler for Probability Density Functions</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a>, <a href="../../authors/hoelzl">Johannes Hölzl</a> <a href="http://in.tum.de/~hoelzl">🌐</a> and <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a></div>
+    <h5><a class="title" href="../../entries/Density_Compiler.html">A Verified Compiler for Probability Density Functions</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a>, <a href="../../authors/hoelzl">Johannes Hölzl</a> <a href="http://home.in.tum.de/~hoelzl">🌐</a> and <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a></div>
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     Oct 09
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 <article class="entry">
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-    <h5><a class="title" href="../../entries/Sturm_Sequences.html">Sturm&#39;s Theorem</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a></div>
+    <h5><a class="title" href="../../entries/Sturm_Sequences.html">Sturm&#39;s Theorem</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a></div>
   <span class="date">
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     <h5><a class="title" href="../../entries/Hahn_Jordan_Decomposition.html">The Hahn and Jordan Decomposition Theorems</a></h5> <br>by <a href="../../authors/cousin">Marie Cousin</a> <a href="mailto:marie.cousin@grenoble-inp.org">📧</a>, <a href="../../authors/echenim">Mnacho Echenim</a> <a href="mailto:mnacho.echenim@univ-grenoble-alpes.fr">📧</a> and <a href="../../authors/guiol">Hervé Guiol</a> <a href="mailto:herve.guiol@univ-grenoble-alpes.fr">📧</a></div>
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 <h3 class="head">2018</h3><article class="entry">
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+    <h5><a class="title" href="../../entries/DiscretePricing.html">Pricing in discrete financial models</a></h5> <br>by <a href="../../authors/echenim">Mnacho Echenim</a> <a href="https://lig-membres.imag.fr/mechenim/">🌐</a></div>
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 <h2>Entries</h2><h3 class="head">2014</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/CAVA_LTL_Modelchecker.html">A Fully Verified Executable LTL Model Checker</a></h5> <br>by <a href="../../authors/esparza">Javier Esparza</a> <a href="https://www7.in.tum.de/~esparza/">🌐</a>, <a href="../../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a>, <a href="../../authors/neumann">René Neumann</a> <a href="mailto:rene.neumann@in.tum.de">📧</a>, <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a>, <a href="../../authors/schimpf">Alexander Schimpf</a> <a href="mailto:schimpfa@informatik.uni-freiburg.de">📧</a> and <a href="../../authors/smaus">Jan-Georg Smaus</a> <a href="http://www.irit.fr/~Jan-Georg.Smaus">🌐</a></div>
+    <h5><a class="title" href="../../entries/CAVA_LTL_Modelchecker.html">A Fully Verified Executable LTL Model Checker</a></h5> <br>by <a href="../../authors/esparza">Javier Esparza</a> <a href="https://www7.in.tum.de/~esparza/">🌐</a>, <a href="../../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a>, <a href="../../authors/neumann">René Neumann</a> <a href="mailto:rene.neumann@in.tum.de">📧</a>, <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a>, <a href="../../authors/schimpf">Alexander Schimpf</a> <a href="mailto:schimpfa@informatik.uni-freiburg.de">📧</a> and <a href="../../authors/smaus">Jan-Georg Smaus</a> <a href="http://www.irit.fr/~Jan-Georg.Smaus">🌐</a></div>
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     May 28
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 <h2>E-Mails 📧</h2>
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 <h2>Entries</h2><h3 class="head">2020</h3><article class="entry">
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-    <h5><a class="title" href="../../entries/Approximation_Algorithms.html">Verified Approximation Algorithms</a></h5> <br>by <a href="../../authors/essmann">Robin Eßmann</a> <a href="mailto:robin.essmann@tum.de">📧</a>, <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="http://www.in.tum.de/~nipkow/">🌐</a>, <a href="../../authors/robillard">Simon Robillard</a> <a href="https://simon-robillard.net/">🌐</a> and <a href="../../authors/sulejmani">Ujkan Sulejmani</a></div>
+    <h5><a class="title" href="../../entries/Approximation_Algorithms.html">Verified Approximation Algorithms</a></h5> <br>by <a href="../../authors/essmann">Robin Eßmann</a> <a href="mailto:robin.essmann@tum.de">📧</a>, <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a>, <a href="../../authors/robillard">Simon Robillard</a> <a href="https://simon-robillard.net/">🌐</a> and <a href="../../authors/sulejmani">Ujkan Sulejmani</a></div>
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   <h1 >
     <span class='first'>A</span>bderrahmane <span class='first'>F</span>eliachi</h1>
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 </header><div>
 
 <h2>E-Mails 📧</h2>
 <ul><li><a href="mailto:abderrahmane.feliachi@lri.fr">abderrahmane.feliachi@lri.fr</a></li></ul>
 
 
 <h2>Entries</h2><h3 class="head">2014</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/CISC-Kernel.html">Formal Specification of a Generic Separation Kernel</a></h5> <br>by <a href="../../authors/verbeek">Freek Verbeek</a> <a href="mailto:Freek.Verbeek@ou.nl">📧</a>, <a href="../../authors/tverdyshev">Sergey Tverdyshev</a> <a href="mailto:stv@sysgo.com">📧</a>, <a href="../../authors/havle">Oto Havle</a> <a href="mailto:oha@sysgo.com">📧</a>, <a href="../../authors/blasum">Holger Blasum</a> <a href="mailto:holger.blasum@sysgo.com">📧</a>, <a href="../../authors/langenstein">Bruno Langenstein</a> <a href="mailto:langenstein@dfki.de">📧</a>, <a href="../../authors/stephan">Werner Stephan</a> <a href="mailto:stephan@dfki.de">📧</a>, <a href="../../authors/nemouchi">Yakoub Nemouchi</a> <a href="mailto:nemouchi@lri.fr">📧</a>, <a href="../../authors/feliachi">Abderrahmane Feliachi</a> <a href="mailto:abderrahmane.feliachi@lri.fr">📧</a>, <a href="../../authors/wolff">Burkhart Wolff</a> <a href="mailto:wolff@lri.fr">📧</a> and <a href="../../authors/schmaltz">Julien Schmaltz</a> <a href="mailto:Julien.Schmaltz@ou.nl">📧</a></div>
+    <h5><a class="title" href="../../entries/CISC-Kernel.html">Formal Specification of a Generic Separation Kernel</a></h5> <br>by <a href="../../authors/verbeek">Freek Verbeek</a> <a href="mailto:Freek.Verbeek@ou.nl">📧</a>, <a href="../../authors/tverdyshev">Sergey Tverdyshev</a> <a href="mailto:stv@sysgo.com">📧</a>, <a href="../../authors/havle">Oto Havle</a> <a href="mailto:oha@sysgo.com">📧</a>, <a href="../../authors/blasum">Holger Blasum</a> <a href="mailto:holger.blasum@sysgo.com">📧</a>, <a href="../../authors/langenstein">Bruno Langenstein</a> <a href="mailto:langenstein@dfki.de">📧</a>, <a href="../../authors/stephan">Werner Stephan</a> <a href="mailto:stephan@dfki.de">📧</a>, <a href="../../authors/nemouchi">Yakoub Nemouchi</a> <a href="mailto:nemouchi@lri.fr">📧</a>, <a href="../../authors/feliachi">Abderrahmane Feliachi</a> <a href="mailto:abderrahmane.feliachi@lri.fr">📧</a>, <a href="../../authors/wolff">Burkhart Wolff</a> <a href="mailto:burkhart.wolff@lri.fr">📧</a> and <a href="../../authors/schmaltz">Julien Schmaltz</a> <a href="mailto:Julien.Schmaltz@ou.nl">📧</a></div>
   <span class="date">
     Jul 18
   </span>
 </article>
 
 
 <h3 class="head">2012</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Circus.html">Isabelle/Circus</a></h5> <br>by <a href="../../authors/feliachi">Abderrahmane Feliachi</a> <a href="mailto:abderrahmane.feliachi@lri.fr">📧</a>, <a href="../../authors/wolff">Burkhart Wolff</a> <a href="mailto:wolff@lri.fr">📧</a> and <a href="../../authors/gaudel">Marie-Claude Gaudel</a> <a href="mailto:mcg@lri.fr">📧</a></div>
+    <h5><a class="title" href="../../entries/Circus.html">Isabelle/Circus</a></h5> <br>by <a href="../../authors/feliachi">Abderrahmane Feliachi</a> <a href="mailto:abderrahmane.feliachi@lri.fr">📧</a>, <a href="../../authors/wolff">Burkhart Wolff</a> <a href="mailto:burkhart.wolff@lri.fr">📧</a> and <a href="../../authors/gaudel">Marie-Claude Gaudel</a> <a href="mailto:mcg@lri.fr">📧</a></div>
   <span class="date">
     May 27
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     <span class='first'>B</span>en <span class='first'>F</span>iedler</h1>
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 <h2>E-Mails 📧</h2>
 <ul><li><a href="mailto:ben.fiedler@inf.ethz.ch">ben.fiedler@inf.ethz.ch</a></li></ul>
 
 
 <h2>Entries</h2><h3 class="head">2020</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Chandy_Lamport.html">A Formal Proof of The Chandy--Lamport Distributed Snapshot Algorithm</a></h5> <br>by <a href="../../authors/fiedler">Ben Fiedler</a> <a href="mailto:ben.fiedler@inf.ethz.ch">📧</a> and <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io">🌐</a></div>
+    <h5><a class="title" href="../../entries/Chandy_Lamport.html">A Formal Proof of The Chandy--Lamport Distributed Snapshot Algorithm</a></h5> <br>by <a href="../../authors/fiedler">Ben Fiedler</a> <a href="mailto:ben.fiedler@inf.ethz.ch">📧</a> and <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io/">🌐</a></div>
   <span class="date">
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 <h2>Homepages 🌐</h2>
 <ul><li><a href="http://fmv.jku.at/fleury">http://fmv.jku.at/fleury</a></li></ul>
 
 
 <h2>E-Mails 📧</h2>
 <ul><li><a href="mailto:fleury@mpi-inf.mpg.de">fleury@mpi-inf.mpg.de</a></li></ul>
 
 
 <h2>Entries</h2><h3 class="head">2020</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/PAC_Checker.html">Practical Algebraic Calculus Checker</a></h5> <br>by <a href="../../authors/fleury">Mathias Fleury</a> <a href="http://fmv.jku.at/fleury">🌐</a> and <a href="../../authors/kaufmann">Daniela Kaufmann</a> <a href="http://fmv.jku.at/kaufmann">🌐</a></div>
   <span class="date">
     Aug 31
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 </article>
 
 
 <h3 class="head">2016</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Nested_Multisets_Ordinals.html">Formalization of Nested Multisets, Hereditary Multisets, and Syntactic Ordinals</a></h5> <br>by <a href="../../authors/blanchette">Jasmin Christian Blanchette</a> <a href="mailto:jasmin.blanchette@gmail.com">📧</a>, <a href="../../authors/fleury">Mathias Fleury</a> <a href="mailto:fleury@mpi-inf.mpg.de">📧</a> and <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io">🌐</a></div>
+    <h5><a class="title" href="../../entries/Nested_Multisets_Ordinals.html">Formalization of Nested Multisets, Hereditary Multisets, and Syntactic Ordinals</a></h5> <br>by <a href="../../authors/blanchette">Jasmin Christian Blanchette</a> <a href="mailto:jasmin.blanchette@gmail.com">📧</a>, <a href="../../authors/fleury">Mathias Fleury</a> <a href="mailto:fleury@mpi-inf.mpg.de">📧</a> and <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io/">🌐</a></div>
   <span class="date">
     Nov 12
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 <h2>Homepages 🌐</h2>
-<ul><li><a href="https://www-users.cs.york.ac.uk/~simonf/">https://www-users.cs.york.ac.uk/~simonf/</a></li><li><a href="http://www-users.cs.york.ac.uk/~simonf">http://www-users.cs.york.ac.uk/~simonf</a></li></ul>
+<ul><li><a href="https://www-users.cs.york.ac.uk/~simonf/">https://www-users.cs.york.ac.uk/~simonf/</a></li></ul>
 
 
 <h2>E-Mails 📧</h2>
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 <h2>Entries</h2><h3 class="head">2020</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Physical_Quantities.html">A Sound Type System for Physical Quantities, Units, and Measurements</a></h5> <br>by <a href="../../authors/fosters">Simon Foster</a> <a href="https://www-users.cs.york.ac.uk/~simonf/">🌐</a> and <a href="../../authors/wolff">Burkhart Wolff</a> <a href="https://www.lri.fr/~wolff/">🌐</a></div>
   <span class="date">
     Oct 20
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 </article>
 
 
 <h3 class="head">2019</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/UTP.html">Isabelle/UTP: Mechanised Theory Engineering for Unifying Theories of Programming</a></h5> <br>by <a href="../../authors/fosters">Simon Foster</a> <a href="https://www-users.cs.york.ac.uk/~simonf/">🌐</a>, <a href="../../authors/zeyda">Frank Zeyda</a>, <a href="../../authors/nemouchi">Yakoub Nemouchi</a> <a href="mailto:yakoub.nemouchi@york.ac.uk">📧</a>, <a href="../../authors/ribeiro">Pedro Ribeiro</a> and <a href="../../authors/wolff">Burkhart Wolff</a> <a href="mailto:wolff@lri.fr">📧</a></div>
+    <h5><a class="title" href="../../entries/UTP.html">Isabelle/UTP: Mechanised Theory Engineering for Unifying Theories of Programming</a></h5> <br>by <a href="../../authors/fosters">Simon Foster</a> <a href="https://www-users.cs.york.ac.uk/~simonf/">🌐</a>, <a href="../../authors/zeyda">Frank Zeyda</a>, <a href="../../authors/nemouchi">Yakoub Nemouchi</a> <a href="mailto:yakoub.nemouchi@york.ac.uk">📧</a>, <a href="../../authors/ribeiro">Pedro Ribeiro</a> and <a href="../../authors/wolff">Burkhart Wolff</a> <a href="mailto:burkhart.wolff@lri.fr">📧</a></div>
   <span class="date">
     Feb 01
   </span>
 </article>
 
 
 <h3 class="head">2017</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Optics.html">Optics</a></h5> <br>by <a href="../../authors/fosters">Simon Foster</a> <a href="mailto:simon.foster@york.ac.uk">📧</a> and <a href="../../authors/zeyda">Frank Zeyda</a> <a href="mailto:frank.zeyda@york.ac.uk">📧</a></div>
   <span class="date">
     May 25
   </span>
 </article>
 
 
 <h3 class="head">2014</h3><article class="entry">
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-    <h5><a class="title" href="../../entries/Regular_Algebras.html">Regular Algebras</a></h5> <br>by <a href="../../authors/fosters">Simon Foster</a> <a href="http://www-users.cs.york.ac.uk/~simonf">🌐</a> and <a href="../../authors/struth">Georg Struth</a> <a href="http://www.dcs.shef.ac.uk/~georg">🌐</a></div>
+    <h5><a class="title" href="../../entries/Regular_Algebras.html">Regular Algebras</a></h5> <br>by <a href="../../authors/fosters">Simon Foster</a> <a href="https://www-users.cs.york.ac.uk/~simonf/">🌐</a> and <a href="../../authors/struth">Georg Struth</a> <a href="http://staffwww.dcs.shef.ac.uk/people/G.Struth/">🌐</a></div>
   <span class="date">
     May 21
   </span>
 </article>
 <article class="entry">
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     <h5><a class="title" href="../../entries/Relation_Algebra.html">Relation Algebra</a></h5> <br>by <a href="../../authors/armstrong">Alasdair Armstrong</a>, <a href="../../authors/fosters">Simon Foster</a> <a href="mailto:simon.foster@york.ac.uk">📧</a>, <a href="../../authors/struth">Georg Struth</a> <a href="http://staffwww.dcs.shef.ac.uk/people/G.Struth/">🌐</a> and <a href="../../authors/weber">Tjark Weber</a> <a href="http://user.it.uu.se/~tjawe125/">🌐</a></div>
   <span class="date">
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diff --git a/web/authors/fuenmayor/index.html b/web/authors/fuenmayor/index.html
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     <h5><a class="title" href="../../entries/GewirthPGCProof.html">Formalisation and Evaluation of Alan Gewirth&#39;s Proof for the Principle of Generic Consistency in Isabelle/HOL</a></h5> <br>by <a href="../../authors/fuenmayor">David Fuenmayor</a> <a href="mailto:davfuenmayor@gmail.com">📧</a> and <a href="../../authors/benzmueller">Christoph Benzmüller</a> <a href="http://christoph-benzmueller.de">🌐</a></div>
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 <h3 class="head">2017</h3><article class="entry">
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-    <h5><a class="title" href="../../entries/Lowe_Ontological_Argument.html">Computer-assisted Reconstruction and Assessment of E. J. Lowe&#39;s Modal Ontological Argument</a></h5> <br>by <a href="../../authors/fuenmayor">David Fuenmayor</a> <a href="mailto:davfuenmayor@gmail.com">📧</a> and <a href="../../authors/benzmueller">Christoph Benzmüller</a> <a href="http://www.christoph-benzmueller.de">🌐</a></div>
+    <h5><a class="title" href="../../entries/Lowe_Ontological_Argument.html">Computer-assisted Reconstruction and Assessment of E. J. Lowe&#39;s Modal Ontological Argument</a></h5> <br>by <a href="../../authors/fuenmayor">David Fuenmayor</a> <a href="mailto:davfuenmayor@gmail.com">📧</a> and <a href="../../authors/benzmueller">Christoph Benzmüller</a> <a href="http://christoph-benzmueller.de">🌐</a></div>
   <span class="date">
     Sep 21
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 <article class="entry">
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-    <h5><a class="title" href="../../entries/Types_Tableaus_and_Goedels_God.html">Types, Tableaus and Gödel’s God in Isabelle/HOL</a></h5> <br>by <a href="../../authors/fuenmayor">David Fuenmayor</a> <a href="mailto:davfuenmayor@gmail.com">📧</a> and <a href="../../authors/benzmueller">Christoph Benzmüller</a> <a href="http://www.christoph-benzmueller.de">🌐</a></div>
+    <h5><a class="title" href="../../entries/Types_Tableaus_and_Goedels_God.html">Types, Tableaus and Gödel’s God in Isabelle/HOL</a></h5> <br>by <a href="../../authors/fuenmayor">David Fuenmayor</a> <a href="mailto:davfuenmayor@gmail.com">📧</a> and <a href="../../authors/benzmueller">Christoph Benzmüller</a> <a href="http://christoph-benzmueller.de">🌐</a></div>
   <span class="date">
     May 01
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diff --git a/web/authors/furusawa/index.html b/web/authors/furusawa/index.html
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   <h1 >
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 <h2>Homepages 🌐</h2>
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 <h2>Entries</h2><h3 class="head">2015</h3><article class="entry">
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-    <h5><a class="title" href="../../entries/Multirelations.html">Binary Multirelations</a></h5> <br>by <a href="../../authors/furusawa">Hitoshi Furusawa</a> <a href="http://www.sci.kagoshima-u.ac.jp/~furusawa/">🌐</a> and <a href="../../authors/struth">Georg Struth</a> <a href="http://www.dcs.shef.ac.uk/~georg">🌐</a></div>
+    <h5><a class="title" href="../../entries/Multirelations.html">Binary Multirelations</a></h5> <br>by <a href="../../authors/furusawa">Hitoshi Furusawa</a> <a href="http://www.sci.kagoshima-u.ac.jp/~furusawa/">🌐</a> and <a href="../../authors/struth">Georg Struth</a> <a href="http://staffwww.dcs.shef.ac.uk/people/G.Struth/">🌐</a></div>
   <span class="date">
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diff --git a/web/authors/gammie/index.html b/web/authors/gammie/index.html
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 <h2>Entries</h2><h3 class="head">2020</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/BirdKMP.html">Putting the `K&#39; into Bird&#39;s derivation of Knuth-Morris-Pratt string matching</a></h5> <br>by <a href="../../authors/gammie">Peter Gammie</a> <a href="http://peteg.org">🌐</a></div>
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 <h3 class="head">2017</h3><article class="entry">
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     <h5><a class="title" href="../../entries/Kuratowski_Closure_Complement.html">The Kuratowski Closure-Complement Theorem</a></h5> <br>by <a href="../../authors/gammie">Peter Gammie</a> <a href="http://peteg.org">🌐</a> and <a href="../../authors/gioiosa">Gianpaolo Gioiosa</a></div>
   <span class="date">
     Oct 26
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 <h3 class="head">2016</h3><article class="entry">
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     <h5><a class="title" href="../../entries/Stable_Matching.html">Stable Matching</a></h5> <br>by <a href="../../authors/gammie">Peter Gammie</a> <a href="http://peteg.org">🌐</a></div>
   <span class="date">
     Oct 24
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 </article>
 
 
 <h3 class="head">2015</h3><article class="entry">
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-    <h5><a class="title" href="../../entries/Stern_Brocot.html">The Stern-Brocot Tree</a></h5> <br>by <a href="../../authors/gammie">Peter Gammie</a> <a href="http://peteg.org">🌐</a> and <a href="../../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de">🌐</a></div>
+    <h5><a class="title" href="../../entries/Stern_Brocot.html">The Stern-Brocot Tree</a></h5> <br>by <a href="../../authors/gammie">Peter Gammie</a> <a href="http://peteg.org">🌐</a> and <a href="../../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de/">🌐</a></div>
   <span class="date">
     Dec 22
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 </article>
 <article class="entry">
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     <h5><a class="title" href="../../entries/TortoiseHare.html">The Tortoise and Hare Algorithm</a></h5> <br>by <a href="../../authors/gammie">Peter Gammie</a> <a href="http://peteg.org">🌐</a></div>
   <span class="date">
     Nov 18
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 </article>
 <article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/ConcurrentGC.html">Relaxing Safely: Verified On-the-Fly Garbage Collection for x86-TSO</a></h5> <br>by <a href="../../authors/gammie">Peter Gammie</a> <a href="http://peteg.org">🌐</a>, <a href="../../authors/hosking">Tony Hosking</a> <a href="https://www.cs.purdue.edu/homes/hosking/">🌐</a> and <a href="../../authors/engelhardt">Kai Engelhardt</a></div>
   <span class="date">
     Apr 13
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 </article>
 <article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/ConcurrentIMP.html">Concurrent IMP</a></h5> <br>by <a href="../../authors/gammie">Peter Gammie</a> <a href="http://peteg.org">🌐</a></div>
   <span class="date">
     Apr 13
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 </article>
 
 
 <h3 class="head">2012</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/PCF.html">Logical Relations for PCF</a></h5> <br>by <a href="../../authors/gammie">Peter Gammie</a> <a href="mailto:peteg42@gmail.com">📧</a></div>
   <span class="date">
     Jul 01
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 </article>
 
 
 <h3 class="head">2011</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/KBPs.html">Knowledge-based programs</a></h5> <br>by <a href="../../authors/gammie">Peter Gammie</a> <a href="http://peteg.org">🌐</a></div>
   <span class="date">
     May 17
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 </article>
 
 
 <h3 class="head">2009</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/WorkerWrapper.html">The Worker/Wrapper Transformation</a></h5> <br>by <a href="../../authors/gammie">Peter Gammie</a> <a href="http://peteg.org">🌐</a></div>
   <span class="date">
     Oct 30
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 </article>
 
 
 <h3 class="head">2008</h3><article class="entry">
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     <h5><a class="title" href="../../entries/SenSocialChoice.html">Some classical results in Social Choice Theory</a></h5> <br>by <a href="../../authors/gammie">Peter Gammie</a> <a href="http://peteg.org">🌐</a></div>
   <span class="date">
     Nov 09
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     <span class='first'>M</span>arie-<span class='first'>C</span>laude <span class='first'>G</span>audel</h1>
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 <h2>E-Mails 📧</h2>
 <ul><li><a href="mailto:mcg@lri.fr">mcg@lri.fr</a></li></ul>
 
 
 <h2>Entries</h2><h3 class="head">2012</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Circus.html">Isabelle/Circus</a></h5> <br>by <a href="../../authors/feliachi">Abderrahmane Feliachi</a> <a href="mailto:abderrahmane.feliachi@lri.fr">📧</a>, <a href="../../authors/wolff">Burkhart Wolff</a> <a href="mailto:wolff@lri.fr">📧</a> and <a href="../../authors/gaudel">Marie-Claude Gaudel</a> <a href="mailto:mcg@lri.fr">📧</a></div>
+    <h5><a class="title" href="../../entries/Circus.html">Isabelle/Circus</a></h5> <br>by <a href="../../authors/feliachi">Abderrahmane Feliachi</a> <a href="mailto:abderrahmane.feliachi@lri.fr">📧</a>, <a href="../../authors/wolff">Burkhart Wolff</a> <a href="mailto:burkhart.wolff@lri.fr">📧</a> and <a href="../../authors/gaudel">Marie-Claude Gaudel</a> <a href="mailto:mcg@lri.fr">📧</a></div>
   <span class="date">
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   <h1 >
     <span class='first'>R</span>ichard <span class='first'>G</span>ay</h1>
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 </header><div>
 
 <h2>E-Mails 📧</h2>
 <ul><li><a href="mailto:gay@mais.informatik.tu-darmstadt.de">gay@mais.informatik.tu-darmstadt.de</a></li></ul>
 
 
 <h2>Entries</h2><h3 class="head">2018</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Modular_Assembly_Kit_Security.html">An Isabelle/HOL Formalization of the Modular Assembly Kit for Security Properties</a></h5> <br>by <a href="../../authors/bracevac">Oliver Bračevac</a> <a href="mailto:bracevac@st.informatik.tu-darmstadt.de">📧</a>, <a href="../../authors/gay">Richard Gay</a> <a href="mailto:gay@mais.informatik.tu-darmstadt.de">📧</a>, <a href="../../authors/grewe">Sylvia Grewe</a> <a href="mailto:grewe@st.informatik.tu-darmstadt.de">📧</a>, <a href="../../authors/mantel">Heiko Mantel</a> <a href="mailto:mantel@mais.informatik.tu-darmstadt.de">📧</a>, <a href="../../authors/sudbrock">Henning Sudbrock</a> <a href="mailto:sudbrock@mais.informatik.tu-darmstadt.de">📧</a> and <a href="../../authors/tasch">Markus Tasch</a> <a href="mailto:tasch@mais.informatik.tu-darmstadt.de">📧</a></div>
+    <h5><a class="title" href="../../entries/Modular_Assembly_Kit_Security.html">An Isabelle/HOL Formalization of the Modular Assembly Kit for Security Properties</a></h5> <br>by <a href="../../authors/bracevac">Oliver Bračevac</a> <a href="mailto:bracevac@st.informatik.tu-darmstadt.de">📧</a>, <a href="../../authors/gay">Richard Gay</a> <a href="mailto:gay@mais.informatik.tu-darmstadt.de">📧</a>, <a href="../../authors/grewe">Sylvia Grewe</a> <a href="mailto:grewe@cs.tu-darmstadt.de">📧</a>, <a href="../../authors/mantel">Heiko Mantel</a> <a href="mailto:mantel@mais.informatik.tu-darmstadt.de">📧</a>, <a href="../../authors/sudbrock">Henning Sudbrock</a> <a href="mailto:sudbrock@mais.informatik.tu-darmstadt.de">📧</a> and <a href="../../authors/tasch">Markus Tasch</a> <a href="mailto:tasch@mais.informatik.tu-darmstadt.de">📧</a></div>
   <span class="date">
     May 07
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diff --git a/web/authors/gomes/index.html b/web/authors/gomes/index.html
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   <h1 >
     <span class='first'>V</span>ictor <span class='first'>B</span>. <span class='first'>F</span>. <span class='first'>G</span>omes</h1>
   <div>
     
     
     
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 <h2>Homepages 🌐</h2>
 <ul><li><a href="http://www.dcs.shef.ac.uk/~victor">http://www.dcs.shef.ac.uk/~victor</a></li></ul>
 
 
 <h2>E-Mails 📧</h2>
-<ul><li><a href="mailto:vborgesferreiragomes1@sheffield.ac.uk">vborgesferreiragomes1@sheffield.ac.uk</a></li><li><a href="mailto:victorborgesfg@gmail.com">victorborgesfg@gmail.com</a></li><li><a href="mailto:vb358@cam.ac.uk">vb358@cam.ac.uk</a></li><li><a href="mailto:vb358@cl.cam.ac.uk">vb358@cl.cam.ac.uk</a></li><li><a href="mailto:victor.gomes@cl.cam.ac.uk">victor.gomes@cl.cam.ac.uk</a></li></ul>
+<ul><li><a href="mailto:vborgesferreiragomes1@sheffield.ac.uk">vborgesferreiragomes1@sheffield.ac.uk</a></li><li><a href="mailto:victorborgesfg@gmail.com">victorborgesfg@gmail.com</a></li><li><a href="mailto:victor.gomes@cl.cam.ac.uk">victor.gomes@cl.cam.ac.uk</a></li></ul>
 
 
 <h2>Entries</h2><h3 class="head">2018</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/OpSets.html">OpSets: Sequential Specifications for Replicated Datatypes</a></h5> <br>by <a href="../../authors/kleppmann">Martin Kleppmann</a> <a href="mailto:mk428@cl.cam.ac.uk">📧</a>, <a href="../../authors/gomes">Victor B. F. Gomes</a> <a href="mailto:vb358@cl.cam.ac.uk">📧</a>, <a href="../../authors/mulligan">Dominic P. Mulligan</a> <a href="mailto:Dominic.Mulligan@arm.com">📧</a> and <a href="../../authors/beresford">Alastair R. Beresford</a> <a href="mailto:arb33@cl.cam.ac.uk">📧</a></div>
+    <h5><a class="title" href="../../entries/OpSets.html">OpSets: Sequential Specifications for Replicated Datatypes</a></h5> <br>by <a href="../../authors/kleppmann">Martin Kleppmann</a> <a href="mailto:martin.kleppmann@cl.cam.ac.uk">📧</a>, <a href="../../authors/gomes">Victor B. F. Gomes</a> <a href="mailto:victor.gomes@cl.cam.ac.uk">📧</a>, <a href="../../authors/mulligan">Dominic P. Mulligan</a> <a href="mailto:Dominic.Mulligan@arm.com">📧</a> and <a href="../../authors/beresford">Alastair R. Beresford</a> <a href="mailto:arb33@cam.ac.uk">📧</a></div>
   <span class="date">
     May 10
   </span>
 </article>
 
 
 <h3 class="head">2017</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/LambdaMu.html">The LambdaMu-calculus</a></h5> <br>by <a href="../../authors/matache">Cristina Matache</a> <a href="mailto:cris.matache@gmail.com">📧</a>, <a href="../../authors/gomes">Victor B. F. Gomes</a> <a href="mailto:victorborgesfg@gmail.com">📧</a> and <a href="../../authors/mulligan">Dominic P. Mulligan</a> <a href="mailto:dominic.p.mulligan@googlemail.com">📧</a></div>
   <span class="date">
     Aug 16
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/CRDT.html">A framework for establishing Strong Eventual Consistency for Conflict-free Replicated Datatypes</a></h5> <br>by <a href="../../authors/gomes">Victor B. F. Gomes</a> <a href="mailto:vb358@cam.ac.uk">📧</a>, <a href="../../authors/kleppmann">Martin Kleppmann</a> <a href="mailto:martin.kleppmann@cl.cam.ac.uk">📧</a>, <a href="../../authors/mulligan">Dominic P. Mulligan</a> <a href="mailto:dominic.p.mulligan@googlemail.com">📧</a> and <a href="../../authors/beresford">Alastair R. Beresford</a> <a href="mailto:arb33@cam.ac.uk">📧</a></div>
+    <h5><a class="title" href="../../entries/CRDT.html">A framework for establishing Strong Eventual Consistency for Conflict-free Replicated Datatypes</a></h5> <br>by <a href="../../authors/gomes">Victor B. F. Gomes</a> <a href="mailto:victor.gomes@cl.cam.ac.uk">📧</a>, <a href="../../authors/kleppmann">Martin Kleppmann</a> <a href="mailto:martin.kleppmann@cl.cam.ac.uk">📧</a>, <a href="../../authors/mulligan">Dominic P. Mulligan</a> <a href="mailto:dominic.p.mulligan@googlemail.com">📧</a> and <a href="../../authors/beresford">Alastair R. Beresford</a> <a href="mailto:arb33@cam.ac.uk">📧</a></div>
   <span class="date">
     Jul 07
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/PSemigroupsConvolution.html">Partial Semigroups and Convolution Algebras</a></h5> <br>by <a href="../../authors/dongol">Brijesh Dongol</a> <a href="mailto:brijesh.dongol@brunel.ac.uk">📧</a>, <a href="../../authors/gomes">Victor B. F. Gomes</a> <a href="mailto:victor.gomes@cl.cam.ac.uk">📧</a>, <a href="../../authors/hayes">Ian J. Hayes</a> <a href="mailto:ian.hayes@itee.uq.edu.au">📧</a> and <a href="../../authors/struth">Georg Struth</a> <a href="mailto:g.struth@sheffield.ac.uk">📧</a></div>
   <span class="date">
     Jun 13
   </span>
 </article>
 
 
 <h3 class="head">2016</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Algebraic_VCs.html">Program Construction and Verification Components Based on Kleene Algebra</a></h5> <br>by <a href="../../authors/gomes">Victor B. F. Gomes</a> <a href="mailto:victor.gomes@cl.cam.ac.uk">📧</a> and <a href="../../authors/struth">Georg Struth</a> <a href="mailto:g.struth@sheffield.ac.uk">📧</a></div>
   <span class="date">
     Jun 18
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/KAD.html">Kleene Algebras with Domain</a></h5> <br>by <a href="../../authors/gomes">Victor B. F. Gomes</a> <a href="http://www.dcs.shef.ac.uk/~victor">🌐</a>, <a href="../../authors/guttmann">Walter Guttmann</a> <a href="http://www.cosc.canterbury.ac.nz/walter.guttmann/">🌐</a>, <a href="../../authors/hoefner">Peter Höfner</a> <a href="http://www.hoefner-online.de/">🌐</a>, <a href="../../authors/struth">Georg Struth</a> <a href="http://www.dcs.shef.ac.uk/~georg">🌐</a> and <a href="../../authors/weber">Tjark Weber</a> <a href="http://user.it.uu.se/~tjawe125/">🌐</a></div>
+    <h5><a class="title" href="../../entries/KAD.html">Kleene Algebras with Domain</a></h5> <br>by <a href="../../authors/gomes">Victor B. F. Gomes</a> <a href="http://www.dcs.shef.ac.uk/~victor">🌐</a>, <a href="../../authors/guttmann">Walter Guttmann</a> <a href="https://www.cosc.canterbury.ac.nz/walter.guttmann/">🌐</a>, <a href="../../authors/hoefner">Peter Höfner</a> <a href="http://www.hoefner-online.de/">🌐</a>, <a href="../../authors/struth">Georg Struth</a> <a href="http://staffwww.dcs.shef.ac.uk/people/G.Struth/">🌐</a> and <a href="../../authors/weber">Tjark Weber</a> <a href="http://user.it.uu.se/~tjawe125/">🌐</a></div>
   <span class="date">
     Apr 12
   </span>
 </article>
 
 
 <h3 class="head">2015</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Residuated_Lattices.html">Residuated Lattices</a></h5> <br>by <a href="../../authors/gomes">Victor B. F. Gomes</a> <a href="mailto:vborgesferreiragomes1@sheffield.ac.uk">📧</a> and <a href="../../authors/struth">Georg Struth</a> <a href="mailto:g.struth@sheffield.ac.uk">📧</a></div>
   <span class="date">
     Apr 15
   </span>
 </article>
 
 
 <h3 class="head">2014</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/KAT_and_DRA.html">Kleene Algebra with Tests and Demonic Refinement Algebras</a></h5> <br>by <a href="../../authors/armstrong">Alasdair Armstrong</a>, <a href="../../authors/gomes">Victor B. F. Gomes</a> <a href="http://www.dcs.shef.ac.uk/~victor">🌐</a> and <a href="../../authors/struth">Georg Struth</a> <a href="http://www.dcs.shef.ac.uk/~georg">🌐</a></div>
+    <h5><a class="title" href="../../entries/KAT_and_DRA.html">Kleene Algebra with Tests and Demonic Refinement Algebras</a></h5> <br>by <a href="../../authors/armstrong">Alasdair Armstrong</a>, <a href="../../authors/gomes">Victor B. F. Gomes</a> <a href="http://www.dcs.shef.ac.uk/~victor">🌐</a> and <a href="../../authors/struth">Georg Struth</a> <a href="http://staffwww.dcs.shef.ac.uk/people/G.Struth/">🌐</a></div>
   <span class="date">
     Jan 23
   </span>
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   <h1 >
     <span class='first'>S</span>ylvia <span class='first'>G</span>rewe</h1>
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 <h2>E-Mails 📧</h2>
-<ul><li><a href="mailto:grewe@cs.tu-darmstadt.de">grewe@cs.tu-darmstadt.de</a></li><li><a href="mailto:grewe@st.informatik.tu-darmstadt.de">grewe@st.informatik.tu-darmstadt.de</a></li></ul>
+<ul><li><a href="mailto:grewe@cs.tu-darmstadt.de">grewe@cs.tu-darmstadt.de</a></li></ul>
 
 
 <h2>Entries</h2><h3 class="head">2018</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Modular_Assembly_Kit_Security.html">An Isabelle/HOL Formalization of the Modular Assembly Kit for Security Properties</a></h5> <br>by <a href="../../authors/bracevac">Oliver Bračevac</a> <a href="mailto:bracevac@st.informatik.tu-darmstadt.de">📧</a>, <a href="../../authors/gay">Richard Gay</a> <a href="mailto:gay@mais.informatik.tu-darmstadt.de">📧</a>, <a href="../../authors/grewe">Sylvia Grewe</a> <a href="mailto:grewe@st.informatik.tu-darmstadt.de">📧</a>, <a href="../../authors/mantel">Heiko Mantel</a> <a href="mailto:mantel@mais.informatik.tu-darmstadt.de">📧</a>, <a href="../../authors/sudbrock">Henning Sudbrock</a> <a href="mailto:sudbrock@mais.informatik.tu-darmstadt.de">📧</a> and <a href="../../authors/tasch">Markus Tasch</a> <a href="mailto:tasch@mais.informatik.tu-darmstadt.de">📧</a></div>
+    <h5><a class="title" href="../../entries/Modular_Assembly_Kit_Security.html">An Isabelle/HOL Formalization of the Modular Assembly Kit for Security Properties</a></h5> <br>by <a href="../../authors/bracevac">Oliver Bračevac</a> <a href="mailto:bracevac@st.informatik.tu-darmstadt.de">📧</a>, <a href="../../authors/gay">Richard Gay</a> <a href="mailto:gay@mais.informatik.tu-darmstadt.de">📧</a>, <a href="../../authors/grewe">Sylvia Grewe</a> <a href="mailto:grewe@cs.tu-darmstadt.de">📧</a>, <a href="../../authors/mantel">Heiko Mantel</a> <a href="mailto:mantel@mais.informatik.tu-darmstadt.de">📧</a>, <a href="../../authors/sudbrock">Henning Sudbrock</a> <a href="mailto:sudbrock@mais.informatik.tu-darmstadt.de">📧</a> and <a href="../../authors/tasch">Markus Tasch</a> <a href="mailto:tasch@mais.informatik.tu-darmstadt.de">📧</a></div>
   <span class="date">
     May 07
   </span>
 </article>
 
 
 <h3 class="head">2014</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Strong_Security.html">A Formalization of Strong Security</a></h5> <br>by <a href="../../authors/grewe">Sylvia Grewe</a> <a href="mailto:grewe@cs.tu-darmstadt.de">📧</a>, <a href="../../authors/lux">Alexander Lux</a> <a href="mailto:lux@mais.informatik.tu-darmstadt.de">📧</a>, <a href="../../authors/mantel">Heiko Mantel</a> <a href="mailto:mantel@mais.informatik.tu-darmstadt.de">📧</a> and <a href="../../authors/sauer">Jens Sauer</a> <a href="mailto:sauer@mais.informatik.tu-darmstadt.de">📧</a></div>
   <span class="date">
     Apr 23
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/WHATandWHERE_Security.html">A Formalization of Declassification with WHAT-and-WHERE-Security</a></h5> <br>by <a href="../../authors/grewe">Sylvia Grewe</a> <a href="mailto:grewe@cs.tu-darmstadt.de">📧</a>, <a href="../../authors/lux">Alexander Lux</a> <a href="mailto:lux@mais.informatik.tu-darmstadt.de">📧</a>, <a href="../../authors/mantel">Heiko Mantel</a> <a href="mailto:mantel@mais.informatik.tu-darmstadt.de">📧</a> and <a href="../../authors/sauer">Jens Sauer</a> <a href="mailto:sauer@mais.informatik.tu-darmstadt.de">📧</a></div>
   <span class="date">
     Apr 23
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/SIFUM_Type_Systems.html">A Formalization of Assumptions and Guarantees for Compositional Noninterference</a></h5> <br>by <a href="../../authors/grewe">Sylvia Grewe</a> <a href="mailto:grewe@cs.tu-darmstadt.de">📧</a>, <a href="../../authors/mantel">Heiko Mantel</a> <a href="mailto:mantel@mais.informatik.tu-darmstadt.de">📧</a> and <a href="../../authors/schoepe">Daniel Schoepe</a> <a href="mailto:daniel@schoepe.org">📧</a></div>
   <span class="date">
     Apr 23
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     <span class='first'>E</span>mmanuel <span class='first'>G</span>unther</h1>
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 <h2>E-Mails 📧</h2>
 <ul><li><a href="mailto:gunther@famaf.unc.edu.ar">gunther@famaf.unc.edu.ar</a></li></ul>
 
 
 <h2>Entries</h2><h3 class="head">2022</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Independence_CH.html">The Independence of the Continuum Hypothesis in Isabelle/ZF</a></h5> <br>by <a href="../../authors/gunther">Emmanuel Gunther</a> <a href="mailto:gunther@famaf.unc.edu.ar">📧</a>, <a href="../../authors/pagano">Miguel Pagano</a> <a href="https://cs.famaf.unc.edu.ar/~mpagano/">🌐</a>, <a href="../../authors/terraf">Pedro Sánchez Terraf</a> <a href="https://cs.famaf.unc.edu.ar/~pedro">🌐</a> and <a href="../../authors/steinberg">Matías Steinberg</a> <a href="mailto:matias.steinberg@mi.unc.edu.ar">📧</a></div>
+    <h5><a class="title" href="../../entries/Independence_CH.html">The Independence of the Continuum Hypothesis in Isabelle/ZF</a></h5> <br>by <a href="../../authors/gunther">Emmanuel Gunther</a> <a href="mailto:gunther@famaf.unc.edu.ar">📧</a>, <a href="../../authors/pagano">Miguel Pagano</a> <a href="https://cs.famaf.unc.edu.ar/~mpagano/">🌐</a>, <a href="../../authors/terraf">Pedro Sánchez Terraf</a> <a href="https://cs.famaf.unc.edu.ar/~pedro/home_en.html">🌐</a> and <a href="../../authors/steinberg">Matías Steinberg</a> <a href="mailto:matias.steinberg@mi.unc.edu.ar">📧</a></div>
   <span class="date">
     Mar 06
   </span>
 </article>
 <article class="entry">
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-    <h5><a class="title" href="../../entries/Transitive_Models.html">Transitive Models of Fragments of ZFC</a></h5> <br>by <a href="../../authors/gunther">Emmanuel Gunther</a> <a href="mailto:gunther@famaf.unc.edu.ar">📧</a>, <a href="../../authors/pagano">Miguel Pagano</a> <a href="https://cs.famaf.unc.edu.ar/~mpagano/">🌐</a>, <a href="../../authors/terraf">Pedro Sánchez Terraf</a> <a href="https://cs.famaf.unc.edu.ar/~pedro">🌐</a> and <a href="../../authors/steinberg">Matías Steinberg</a> <a href="mailto:matias.steinberg@mi.unc.edu.ar">📧</a></div>
+    <h5><a class="title" href="../../entries/Transitive_Models.html">Transitive Models of Fragments of ZFC</a></h5> <br>by <a href="../../authors/gunther">Emmanuel Gunther</a> <a href="mailto:gunther@famaf.unc.edu.ar">📧</a>, <a href="../../authors/pagano">Miguel Pagano</a> <a href="https://cs.famaf.unc.edu.ar/~mpagano/">🌐</a>, <a href="../../authors/terraf">Pedro Sánchez Terraf</a> <a href="https://cs.famaf.unc.edu.ar/~pedro/home_en.html">🌐</a> and <a href="../../authors/steinberg">Matías Steinberg</a> <a href="mailto:matias.steinberg@mi.unc.edu.ar">📧</a></div>
   <span class="date">
     Mar 03
   </span>
 </article>
 
 
 <h3 class="head">2020</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Forcing.html">Formalization of Forcing in Isabelle/ZF</a></h5> <br>by <a href="../../authors/gunther">Emmanuel Gunther</a> <a href="mailto:gunther@famaf.unc.edu.ar">📧</a>, <a href="../../authors/pagano">Miguel Pagano</a> <a href="https://cs.famaf.unc.edu.ar/~mpagano/">🌐</a> and <a href="../../authors/terraf">Pedro Sánchez Terraf</a> <a href="https://cs.famaf.unc.edu.ar/~pedro/home_en">🌐</a></div>
+    <h5><a class="title" href="../../entries/Forcing.html">Formalization of Forcing in Isabelle/ZF</a></h5> <br>by <a href="../../authors/gunther">Emmanuel Gunther</a> <a href="mailto:gunther@famaf.unc.edu.ar">📧</a>, <a href="../../authors/pagano">Miguel Pagano</a> <a href="https://cs.famaf.unc.edu.ar/~mpagano/">🌐</a> and <a href="../../authors/terraf">Pedro Sánchez Terraf</a> <a href="https://cs.famaf.unc.edu.ar/~pedro/home_en.html">🌐</a></div>
   <span class="date">
     May 06
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 <h2>Homepages 🌐</h2>
-<ul><li><a href="https://www.cosc.canterbury.ac.nz/walter.guttmann/">https://www.cosc.canterbury.ac.nz/walter.guttmann/</a></li><li><a href="http://www.cosc.canterbury.ac.nz/walter.guttmann/">http://www.cosc.canterbury.ac.nz/walter.guttmann/</a></li></ul>
+<ul><li><a href="https://www.cosc.canterbury.ac.nz/walter.guttmann/">https://www.cosc.canterbury.ac.nz/walter.guttmann/</a></li></ul>
 
 
 
 <h2>Entries</h2><h3 class="head">2021</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Correctness_Algebras.html">Algebras for Iteration, Infinite Executions and Correctness of Sequential Computations</a></h5> <br>by <a href="../../authors/guttmann">Walter Guttmann</a> <a href="https://www.cosc.canterbury.ac.nz/walter.guttmann/">🌐</a></div>
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     Oct 12
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     <h5><a class="title" href="../../entries/Relational_Forests.html">Relational Forests</a></h5> <br>by <a href="../../authors/guttmann">Walter Guttmann</a> <a href="https://www.cosc.canterbury.ac.nz/walter.guttmann/">🌐</a></div>
   <span class="date">
     Aug 03
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 <h3 class="head">2020</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Relational_Minimum_Spanning_Trees.html">Relational Minimum Spanning Tree Algorithms</a></h5> <br>by <a href="../../authors/guttmann">Walter Guttmann</a> <a href="http://www.cosc.canterbury.ac.nz/walter.guttmann/">🌐</a> and <a href="../../authors/brien">Nicolas Robinson-O&rsquo;Brien</a></div>
+    <h5><a class="title" href="../../entries/Relational_Minimum_Spanning_Trees.html">Relational Minimum Spanning Tree Algorithms</a></h5> <br>by <a href="../../authors/guttmann">Walter Guttmann</a> <a href="https://www.cosc.canterbury.ac.nz/walter.guttmann/">🌐</a> and <a href="../../authors/brien">Nicolas Robinson-O&rsquo;Brien</a></div>
   <span class="date">
     Dec 08
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-    <h5><a class="title" href="../../entries/Relational_Disjoint_Set_Forests.html">Relational Disjoint-Set Forests</a></h5> <br>by <a href="../../authors/guttmann">Walter Guttmann</a> <a href="http://www.cosc.canterbury.ac.nz/walter.guttmann/">🌐</a></div>
+    <h5><a class="title" href="../../entries/Relational_Disjoint_Set_Forests.html">Relational Disjoint-Set Forests</a></h5> <br>by <a href="../../authors/guttmann">Walter Guttmann</a> <a href="https://www.cosc.canterbury.ac.nz/walter.guttmann/">🌐</a></div>
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     Aug 26
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 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Relational_Paths.html">Relational Characterisations of Paths</a></h5> <br>by <a href="../../authors/guttmann">Walter Guttmann</a> <a href="http://www.cosc.canterbury.ac.nz/walter.guttmann/">🌐</a> and <a href="../../authors/hoefner">Peter Höfner</a> <a href="http://www.hoefner-online.de/">🌐</a></div>
+    <h5><a class="title" href="../../entries/Relational_Paths.html">Relational Characterisations of Paths</a></h5> <br>by <a href="../../authors/guttmann">Walter Guttmann</a> <a href="https://www.cosc.canterbury.ac.nz/walter.guttmann/">🌐</a> and <a href="../../authors/hoefner">Peter Höfner</a> <a href="http://www.hoefner-online.de/">🌐</a></div>
   <span class="date">
     Jul 13
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Subset_Boolean_Algebras.html">A Hierarchy of Algebras for Boolean Subsets</a></h5> <br>by <a href="../../authors/guttmann">Walter Guttmann</a> <a href="http://www.cosc.canterbury.ac.nz/walter.guttmann/">🌐</a> and <a href="../../authors/moeller">Bernhard Möller</a> <a href="https://www.informatik.uni-augsburg.de/en/chairs/dbis/pmi/staff/moeller/">🌐</a></div>
+    <h5><a class="title" href="../../entries/Subset_Boolean_Algebras.html">A Hierarchy of Algebras for Boolean Subsets</a></h5> <br>by <a href="../../authors/guttmann">Walter Guttmann</a> <a href="https://www.cosc.canterbury.ac.nz/walter.guttmann/">🌐</a> and <a href="../../authors/moeller">Bernhard Möller</a> <a href="https://www.informatik.uni-augsburg.de/en/chairs/dbis/pmi/staff/moeller/">🌐</a></div>
   <span class="date">
     Jan 31
   </span>
 </article>
 
 
 <h3 class="head">2018</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Aggregation_Algebras.html">Aggregation Algebras</a></h5> <br>by <a href="../../authors/guttmann">Walter Guttmann</a> <a href="http://www.cosc.canterbury.ac.nz/walter.guttmann/">🌐</a></div>
+    <h5><a class="title" href="../../entries/Aggregation_Algebras.html">Aggregation Algebras</a></h5> <br>by <a href="../../authors/guttmann">Walter Guttmann</a> <a href="https://www.cosc.canterbury.ac.nz/walter.guttmann/">🌐</a></div>
   <span class="date">
     Sep 15
   </span>
 </article>
 
 
 <h3 class="head">2017</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Stone_Kleene_Relation_Algebras.html">Stone-Kleene Relation Algebras</a></h5> <br>by <a href="../../authors/guttmann">Walter Guttmann</a> <a href="http://www.cosc.canterbury.ac.nz/walter.guttmann/">🌐</a></div>
+    <h5><a class="title" href="../../entries/Stone_Kleene_Relation_Algebras.html">Stone-Kleene Relation Algebras</a></h5> <br>by <a href="../../authors/guttmann">Walter Guttmann</a> <a href="https://www.cosc.canterbury.ac.nz/walter.guttmann/">🌐</a></div>
   <span class="date">
     Jul 06
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Stone_Relation_Algebras.html">Stone Relation Algebras</a></h5> <br>by <a href="../../authors/guttmann">Walter Guttmann</a> <a href="http://www.cosc.canterbury.ac.nz/walter.guttmann/">🌐</a></div>
+    <h5><a class="title" href="../../entries/Stone_Relation_Algebras.html">Stone Relation Algebras</a></h5> <br>by <a href="../../authors/guttmann">Walter Guttmann</a> <a href="https://www.cosc.canterbury.ac.nz/walter.guttmann/">🌐</a></div>
   <span class="date">
     Feb 07
   </span>
 </article>
 
 
 <h3 class="head">2016</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Stone_Algebras.html">Stone Algebras</a></h5> <br>by <a href="../../authors/guttmann">Walter Guttmann</a> <a href="http://www.cosc.canterbury.ac.nz/walter.guttmann/">🌐</a></div>
+    <h5><a class="title" href="../../entries/Stone_Algebras.html">Stone Algebras</a></h5> <br>by <a href="../../authors/guttmann">Walter Guttmann</a> <a href="https://www.cosc.canterbury.ac.nz/walter.guttmann/">🌐</a></div>
   <span class="date">
     Sep 06
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/KAD.html">Kleene Algebras with Domain</a></h5> <br>by <a href="../../authors/gomes">Victor B. F. Gomes</a> <a href="http://www.dcs.shef.ac.uk/~victor">🌐</a>, <a href="../../authors/guttmann">Walter Guttmann</a> <a href="http://www.cosc.canterbury.ac.nz/walter.guttmann/">🌐</a>, <a href="../../authors/hoefner">Peter Höfner</a> <a href="http://www.hoefner-online.de/">🌐</a>, <a href="../../authors/struth">Georg Struth</a> <a href="http://www.dcs.shef.ac.uk/~georg">🌐</a> and <a href="../../authors/weber">Tjark Weber</a> <a href="http://user.it.uu.se/~tjawe125/">🌐</a></div>
+    <h5><a class="title" href="../../entries/KAD.html">Kleene Algebras with Domain</a></h5> <br>by <a href="../../authors/gomes">Victor B. F. Gomes</a> <a href="http://www.dcs.shef.ac.uk/~victor">🌐</a>, <a href="../../authors/guttmann">Walter Guttmann</a> <a href="https://www.cosc.canterbury.ac.nz/walter.guttmann/">🌐</a>, <a href="../../authors/hoefner">Peter Höfner</a> <a href="http://www.hoefner-online.de/">🌐</a>, <a href="../../authors/struth">Georg Struth</a> <a href="http://staffwww.dcs.shef.ac.uk/people/G.Struth/">🌐</a> and <a href="../../authors/weber">Tjark Weber</a> <a href="http://user.it.uu.se/~tjawe125/">🌐</a></div>
   <span class="date">
     Apr 12
   </span>
 </article>
 
 
 
 
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 </body>
 
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diff --git a/web/authors/haftmann/index.html b/web/authors/haftmann/index.html
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 <h2>Entries</h2><h3 class="head">2014</h3><article class="entry">
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     <h5><a class="title" href="../../entries/Discrete_Summation.html">Discrete Summation</a></h5> <br>by <a href="../../authors/haftmann">Florian Haftmann</a> <a href="http://isabelle.in.tum.de/~haftmann">🌐</a></div>
   <span class="date">
     Apr 13
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 </article>
 
 
 <h3 class="head">2010</h3><article class="entry">
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-    <h5><a class="title" href="../../entries/Polynomials.html">Executable Multivariate Polynomials</a></h5> <br>by <a href="../../authors/sternagel">Christian Sternagel</a> <a href="mailto:c.sternagel@gmail.com">📧</a>, <a href="../../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/~thiemann">🌐</a>, <a href="../../authors/maletzky">Alexander Maletzky</a> <a href="https://risc.jku.at/m/alexander-maletzky/">🌐</a>, <a href="../../authors/immler">Fabian Immler</a> <a href="http://www21.in.tum.de/~immler">🌐</a>, <a href="../../authors/haftmann">Florian Haftmann</a> <a href="http://isabelle.in.tum.de/~haftmann">🌐</a>, <a href="../../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de">🌐</a> and <a href="../../authors/bentkamp">Alexander Bentkamp</a> <a href="mailto:bentkamp@gmail.com">📧</a></div>
+    <h5><a class="title" href="../../entries/Polynomials.html">Executable Multivariate Polynomials</a></h5> <br>by <a href="../../authors/sternagel">Christian Sternagel</a> <a href="mailto:c.sternagel@gmail.com">📧</a>, <a href="../../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/users/thiemann/">🌐</a>, <a href="../../authors/maletzky">Alexander Maletzky</a> <a href="https://risc.jku.at/m/alexander-maletzky/">🌐</a>, <a href="../../authors/immler">Fabian Immler</a> <a href="https://home.in.tum.de/~immler/">🌐</a>, <a href="../../authors/haftmann">Florian Haftmann</a> <a href="http://isabelle.in.tum.de/~haftmann">🌐</a>, <a href="../../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de/">🌐</a> and <a href="../../authors/bentkamp">Alexander Bentkamp</a> <a href="mailto:bentkamp@gmail.com">📧</a></div>
   <span class="date">
     Aug 10
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 </article>
 
 
 
 
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   <h1 >
     <span class='first'>M</span>ax <span class='first'>W</span>. <span class='first'>H</span>aslbeck</h1>
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 </header><div>
 <h2>Homepages 🌐</h2>
-<ul><li><a href="http://cl-informatik.uibk.ac.at/users/mhaslbeck//">http://cl-informatik.uibk.ac.at/users/mhaslbeck//</a></li><li><a href="http://cl-informatik.uibk.ac.at/users/mhaslbeck/">http://cl-informatik.uibk.ac.at/users/mhaslbeck/</a></li></ul>
+<ul><li><a href="http://cl-informatik.uibk.ac.at/users/mhaslbeck/">http://cl-informatik.uibk.ac.at/users/mhaslbeck/</a></li></ul>
 
 
 
 <h2>Entries</h2><h3 class="head">2020</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Skip_Lists.html">Skip Lists</a></h5> <br>by <a href="../../authors/haslbeck">Max W. Haslbeck</a> <a href="http://cl-informatik.uibk.ac.at/users/mhaslbeck/">🌐</a> and <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a></div>
   <span class="date">
     Jan 09
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 </article>
 
 
 <h3 class="head">2019</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Farkas.html">Farkas&#39; Lemma and Motzkin&#39;s Transposition Theorem</a></h5> <br>by <a href="../../authors/bottesch">Ralph Bottesch</a> <a href="http://cl-informatik.uibk.ac.at/users/bottesch/">🌐</a>, <a href="../../authors/haslbeck">Max W. Haslbeck</a> <a href="http://cl-informatik.uibk.ac.at/users/mhaslbeck/">🌐</a> and <a href="../../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/~thiemann/">🌐</a></div>
+    <h5><a class="title" href="../../entries/Farkas.html">Farkas&#39; Lemma and Motzkin&#39;s Transposition Theorem</a></h5> <br>by <a href="../../authors/bottesch">Ralph Bottesch</a> <a href="http://cl-informatik.uibk.ac.at/users/bottesch/">🌐</a>, <a href="../../authors/haslbeck">Max W. Haslbeck</a> <a href="http://cl-informatik.uibk.ac.at/users/mhaslbeck/">🌐</a> and <a href="../../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/users/thiemann/">🌐</a></div>
   <span class="date">
     Jan 17
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 </article>
 
 
 <h3 class="head">2018</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Treaps.html">Treaps</a></h5> <br>by <a href="../../authors/haslbeck">Max W. Haslbeck</a> <a href="http://cl-informatik.uibk.ac.at/users/mhaslbeck/">🌐</a>, <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://www.in.tum.de/~eberlm">🌐</a> and <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www.in.tum.de/~nipkow">🌐</a></div>
+    <h5><a class="title" href="../../entries/Treaps.html">Treaps</a></h5> <br>by <a href="../../authors/haslbeck">Max W. Haslbeck</a> <a href="http://cl-informatik.uibk.ac.at/users/mhaslbeck/">🌐</a>, <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://www.in.tum.de/~eberlm">🌐</a> and <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a></div>
   <span class="date">
     Feb 06
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/LLL_Basis_Reduction.html">A verified LLL algorithm</a></h5> <br>by <a href="../../authors/bottesch">Ralph Bottesch</a>, <a href="../../authors/divason">Jose Divasón</a> <a href="http://www.unirioja.es/cu/jodivaso/">🌐</a>, <a href="../../authors/haslbeck">Max W. Haslbeck</a> <a href="http://cl-informatik.uibk.ac.at/users/mhaslbeck/">🌐</a>, <a href="../../authors/joosten">Sebastiaan J. C. Joosten</a> <a href="https://sjcjoosten.nl/">🌐</a>, <a href="../../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/users/thiemann/">🌐</a> and <a href="../../authors/yamada">Akihisa Yamada</a></div>
+    <h5><a class="title" href="../../entries/LLL_Basis_Reduction.html">A verified LLL algorithm</a></h5> <br>by <a href="../../authors/bottesch">Ralph Bottesch</a>, <a href="../../authors/divason">Jose Divasón</a> <a href="https://www.unirioja.es/cu/jodivaso/">🌐</a>, <a href="../../authors/haslbeck">Max W. Haslbeck</a> <a href="http://cl-informatik.uibk.ac.at/users/mhaslbeck/">🌐</a>, <a href="../../authors/joosten">Sebastiaan J. C. Joosten</a> <a href="https://sjcjoosten.nl/">🌐</a>, <a href="../../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/users/thiemann/">🌐</a> and <a href="../../authors/yamada">Akihisa Yamada</a></div>
   <span class="date">
     Feb 02
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 </article>
 
 
 <h3 class="head">2016</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Simple_Firewall.html">Simple Firewall</a></h5> <br>by <a href="../../authors/diekmann">Cornelius Diekmann</a> <a href="http://net.in.tum.de/~diekmann">🌐</a>, <a href="../../authors/michaelis">Julius Michaelis</a> <a href="http://liftm.de">🌐</a> and <a href="../../authors/haslbeck">Max W. Haslbeck</a> <a href="http://cl-informatik.uibk.ac.at/users/mhaslbeck//">🌐</a></div>
+    <h5><a class="title" href="../../entries/Simple_Firewall.html">Simple Firewall</a></h5> <br>by <a href="../../authors/diekmann">Cornelius Diekmann</a> <a href="http://net.in.tum.de/~diekmann">🌐</a>, <a href="../../authors/michaelis">Julius Michaelis</a> <a href="http://liftm.de/">🌐</a> and <a href="../../authors/haslbeck">Max W. Haslbeck</a> <a href="http://cl-informatik.uibk.ac.at/users/mhaslbeck/">🌐</a></div>
   <span class="date">
     Aug 24
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/ROBDD.html">Algorithms for Reduced Ordered Binary Decision Diagrams</a></h5> <br>by <a href="../../authors/michaelis">Julius Michaelis</a> <a href="http://liftm.de">🌐</a>, <a href="../../authors/haslbeck">Max W. Haslbeck</a> <a href="http://cl-informatik.uibk.ac.at/users/mhaslbeck//">🌐</a>, <a href="../../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a> and <a href="../../authors/hupel">Lars Hupel</a> <a href="https://www21.in.tum.de/~hupel/">🌐</a></div>
+    <h5><a class="title" href="../../entries/ROBDD.html">Algorithms for Reduced Ordered Binary Decision Diagrams</a></h5> <br>by <a href="../../authors/michaelis">Julius Michaelis</a> <a href="http://liftm.de/">🌐</a>, <a href="../../authors/haslbeck">Max W. Haslbeck</a> <a href="http://cl-informatik.uibk.ac.at/users/mhaslbeck/">🌐</a>, <a href="../../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a> and <a href="../../authors/hupel">Lars Hupel</a> <a href="https://www21.in.tum.de/~hupel/">🌐</a></div>
   <span class="date">
     Apr 27
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   <h1 >
     <span class='first'>M</span>aximilian <span class='first'>P</span>. <span class='first'>L</span>. <span class='first'>H</span>aslbeck</h1>
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+<ul><li><a href="http://in.tum.de/~haslbema/">http://in.tum.de/~haslbema/</a></li></ul>
 
 
 
 <h2>Entries</h2><h3 class="head">2019</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Kruskal.html">Kruskal&#39;s Algorithm for Minimum Spanning Forest</a></h5> <br>by <a href="../../authors/haslbeckm">Maximilian P. L. Haslbeck</a> <a href="http://in.tum.de/~haslbema/">🌐</a>, <a href="../../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a> and <a href="../../authors/biendarra">Julian Biendarra</a></div>
   <span class="date">
     Feb 14
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 </article>
 
 
 <h3 class="head">2018</h3><article class="entry">
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-    <h5><a class="title" href="../../entries/Hoare_Time.html">Hoare Logics for Time Bounds</a></h5> <br>by <a href="../../authors/haslbeckm">Maximilian P. L. Haslbeck</a> <a href="http://www.in.tum.de/~haslbema">🌐</a> and <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www.in.tum.de/~nipkow">🌐</a></div>
+    <h5><a class="title" href="../../entries/Hoare_Time.html">Hoare Logics for Time Bounds</a></h5> <br>by <a href="../../authors/haslbeckm">Maximilian P. L. Haslbeck</a> <a href="http://in.tum.de/~haslbema/">🌐</a> and <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a></div>
   <span class="date">
     Feb 26
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 </article>
 
 
 <h3 class="head">2016</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/List_Update.html">Analysis of List Update Algorithms</a></h5> <br>by <a href="../../authors/haslbeckm">Maximilian P. L. Haslbeck</a> <a href="http://in.tum.de/~haslbema/">🌐</a> and <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a></div>
+    <h5><a class="title" href="../../entries/List_Update.html">Analysis of List Update Algorithms</a></h5> <br>by <a href="../../authors/haslbeckm">Maximilian P. L. Haslbeck</a> <a href="http://in.tum.de/~haslbema/">🌐</a> and <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a></div>
   <span class="date">
     Feb 17
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     <span class='first'>O</span>to <span class='first'>H</span>avle</h1>
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 <h2>Entries</h2><h3 class="head">2014</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/CISC-Kernel.html">Formal Specification of a Generic Separation Kernel</a></h5> <br>by <a href="../../authors/verbeek">Freek Verbeek</a> <a href="mailto:Freek.Verbeek@ou.nl">📧</a>, <a href="../../authors/tverdyshev">Sergey Tverdyshev</a> <a href="mailto:stv@sysgo.com">📧</a>, <a href="../../authors/havle">Oto Havle</a> <a href="mailto:oha@sysgo.com">📧</a>, <a href="../../authors/blasum">Holger Blasum</a> <a href="mailto:holger.blasum@sysgo.com">📧</a>, <a href="../../authors/langenstein">Bruno Langenstein</a> <a href="mailto:langenstein@dfki.de">📧</a>, <a href="../../authors/stephan">Werner Stephan</a> <a href="mailto:stephan@dfki.de">📧</a>, <a href="../../authors/nemouchi">Yakoub Nemouchi</a> <a href="mailto:nemouchi@lri.fr">📧</a>, <a href="../../authors/feliachi">Abderrahmane Feliachi</a> <a href="mailto:abderrahmane.feliachi@lri.fr">📧</a>, <a href="../../authors/wolff">Burkhart Wolff</a> <a href="mailto:wolff@lri.fr">📧</a> and <a href="../../authors/schmaltz">Julien Schmaltz</a> <a href="mailto:Julien.Schmaltz@ou.nl">📧</a></div>
+    <h5><a class="title" href="../../entries/CISC-Kernel.html">Formal Specification of a Generic Separation Kernel</a></h5> <br>by <a href="../../authors/verbeek">Freek Verbeek</a> <a href="mailto:Freek.Verbeek@ou.nl">📧</a>, <a href="../../authors/tverdyshev">Sergey Tverdyshev</a> <a href="mailto:stv@sysgo.com">📧</a>, <a href="../../authors/havle">Oto Havle</a> <a href="mailto:oha@sysgo.com">📧</a>, <a href="../../authors/blasum">Holger Blasum</a> <a href="mailto:holger.blasum@sysgo.com">📧</a>, <a href="../../authors/langenstein">Bruno Langenstein</a> <a href="mailto:langenstein@dfki.de">📧</a>, <a href="../../authors/stephan">Werner Stephan</a> <a href="mailto:stephan@dfki.de">📧</a>, <a href="../../authors/nemouchi">Yakoub Nemouchi</a> <a href="mailto:nemouchi@lri.fr">📧</a>, <a href="../../authors/feliachi">Abderrahmane Feliachi</a> <a href="mailto:abderrahmane.feliachi@lri.fr">📧</a>, <a href="../../authors/wolff">Burkhart Wolff</a> <a href="mailto:burkhart.wolff@lri.fr">📧</a> and <a href="../../authors/schmaltz">Julien Schmaltz</a> <a href="mailto:Julien.Schmaltz@ou.nl">📧</a></div>
   <span class="date">
     Jul 18
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   <h1 >
     <span class='first'>L</span>ukas <span class='first'>H</span>eimes</h1>
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 <h2>Entries</h2><h3 class="head">2020</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Sliding_Window_Algorithm.html">Formalization of an Algorithm for Greedily Computing Associative Aggregations on Sliding Windows</a></h5> <br>by <a href="../../authors/heimes">Lukas Heimes</a>, <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io">🌐</a> and <a href="../../authors/schneider">Joshua Schneider</a></div>
+    <h5><a class="title" href="../../entries/Sliding_Window_Algorithm.html">Formalization of an Algorithm for Greedily Computing Associative Aggregations on Sliding Windows</a></h5> <br>by <a href="../../authors/heimes">Lukas Heimes</a>, <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io/">🌐</a> and <a href="../../authors/schneider">Joshua Schneider</a></div>
   <span class="date">
     Apr 10
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/MFODL_Monitor_Optimized.html">Formalization of an Optimized Monitoring Algorithm for Metric First-Order Dynamic Logic with Aggregations</a></h5> <br>by <a href="../../authors/dardinier">Thibault Dardinier</a>, <a href="../../authors/heimes">Lukas Heimes</a>, <a href="../../authors/raszyk">Martin Raszyk</a> <a href="mailto:martin.raszyk@inf.ethz.ch">📧</a>, <a href="../../authors/schneider">Joshua Schneider</a> <a href="mailto:joshua.schneider@inf.ethz.ch">📧</a> and <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io">🌐</a></div>
+    <h5><a class="title" href="../../entries/MFODL_Monitor_Optimized.html">Formalization of an Optimized Monitoring Algorithm for Metric First-Order Dynamic Logic with Aggregations</a></h5> <br>by <a href="../../authors/dardinier">Thibault Dardinier</a>, <a href="../../authors/heimes">Lukas Heimes</a>, <a href="../../authors/raszyk">Martin Raszyk</a> <a href="mailto:martin.raszyk@inf.ethz.ch">📧</a>, <a href="../../authors/schneider">Joshua Schneider</a> <a href="mailto:joshua.schneider@inf.ethz.ch">📧</a> and <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io/">🌐</a></div>
   <span class="date">
     Apr 09
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     <span class='first'>M</span>ichael <span class='first'>H</span>erzberg</h1>
   <div>
     
     
     
   </div>
 </header><div>
 <h2>Homepages 🌐</h2>
 <ul><li><a href="http://www.dcs.shef.ac.uk/cgi-bin/makeperson?M.Herzberg">http://www.dcs.shef.ac.uk/cgi-bin/makeperson?M.Herzberg</a></li></ul>
 
 
 
 <h2>Entries</h2><h3 class="head">2020</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Core_SC_DOM.html">The Safely Composable DOM</a></h5> <br>by <a href="../../authors/brucker">Achim D. Brucker</a> <a href="https://www.brucker.ch">🌐</a> and <a href="../../authors/herzberg">Michael Herzberg</a> <a href="http://www.dcs.shef.ac.uk/cgi-bin/makeperson?M.Herzberg">🌐</a></div>
-  <span class="date">
-    Sep 28
-  </span>
-</article>
-<article class="entry">
-  <div class="item-text">
-    <h5><a class="title" href="../../entries/DOM_Components.html">A Formalization of Web Components</a></h5> <br>by <a href="../../authors/brucker">Achim D. Brucker</a> <a href="https://www.brucker.ch">🌐</a> and <a href="../../authors/herzberg">Michael Herzberg</a> <a href="http://www.dcs.shef.ac.uk/cgi-bin/makeperson?M.Herzberg">🌐</a></div>
+    <h5><a class="title" href="../../entries/Core_SC_DOM.html">The Safely Composable DOM</a></h5> <br>by <a href="../../authors/brucker">Achim D. Brucker</a> <a href="https://www.brucker.ch/">🌐</a> and <a href="../../authors/herzberg">Michael Herzberg</a> <a href="http://www.dcs.shef.ac.uk/cgi-bin/makeperson?M.Herzberg">🌐</a></div>
   <span class="date">
     Sep 28
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/SC_DOM_Components.html">A Formalization of Safely Composable Web Components</a></h5> <br>by <a href="../../authors/brucker">Achim D. Brucker</a> <a href="https://www.brucker.ch">🌐</a> and <a href="../../authors/herzberg">Michael Herzberg</a> <a href="http://www.dcs.shef.ac.uk/cgi-bin/makeperson?M.Herzberg">🌐</a></div>
+    <h5><a class="title" href="../../entries/DOM_Components.html">A Formalization of Web Components</a></h5> <br>by <a href="../../authors/brucker">Achim D. Brucker</a> <a href="https://www.brucker.ch/">🌐</a> and <a href="../../authors/herzberg">Michael Herzberg</a> <a href="http://www.dcs.shef.ac.uk/cgi-bin/makeperson?M.Herzberg">🌐</a></div>
   <span class="date">
     Sep 28
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Shadow_SC_DOM.html">A Formal Model of the Safely Composable Document Object Model with Shadow Roots</a></h5> <br>by <a href="../../authors/brucker">Achim D. Brucker</a> <a href="https://www.brucker.ch">🌐</a> and <a href="../../authors/herzberg">Michael Herzberg</a> <a href="http://www.dcs.shef.ac.uk/cgi-bin/makeperson?M.Herzberg">🌐</a></div>
+    <h5><a class="title" href="../../entries/SC_DOM_Components.html">A Formalization of Safely Composable Web Components</a></h5> <br>by <a href="../../authors/brucker">Achim D. Brucker</a> <a href="https://www.brucker.ch/">🌐</a> and <a href="../../authors/herzberg">Michael Herzberg</a> <a href="http://www.dcs.shef.ac.uk/cgi-bin/makeperson?M.Herzberg">🌐</a></div>
   <span class="date">
     Sep 28
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Shadow_DOM.html">A Formal Model of the Document Object Model with Shadow Roots</a></h5> <br>by <a href="../../authors/brucker">Achim D. Brucker</a> <a href="https://www.brucker.ch">🌐</a> and <a href="../../authors/herzberg">Michael Herzberg</a> <a href="http://www.dcs.shef.ac.uk/cgi-bin/makeperson?M.Herzberg">🌐</a></div>
+    <h5><a class="title" href="../../entries/Shadow_SC_DOM.html">A Formal Model of the Safely Composable Document Object Model with Shadow Roots</a></h5> <br>by <a href="../../authors/brucker">Achim D. Brucker</a> <a href="https://www.brucker.ch/">🌐</a> and <a href="../../authors/herzberg">Michael Herzberg</a> <a href="http://www.dcs.shef.ac.uk/cgi-bin/makeperson?M.Herzberg">🌐</a></div>
+  <span class="date">
+    Sep 28
+  </span>
+</article>
+<article class="entry">
+  <div class="item-text">
+    <h5><a class="title" href="../../entries/Shadow_DOM.html">A Formal Model of the Document Object Model with Shadow Roots</a></h5> <br>by <a href="../../authors/brucker">Achim D. Brucker</a> <a href="https://www.brucker.ch/">🌐</a> and <a href="../../authors/herzberg">Michael Herzberg</a> <a href="http://www.dcs.shef.ac.uk/cgi-bin/makeperson?M.Herzberg">🌐</a></div>
   <span class="date">
     Sep 28
   </span>
 </article>
 
 
 <h3 class="head">2018</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Core_DOM.html">A Formal Model of the Document Object Model</a></h5> <br>by <a href="../../authors/brucker">Achim D. Brucker</a> <a href="https://www.brucker.ch/">🌐</a> and <a href="../../authors/herzberg">Michael Herzberg</a> <a href="http://www.dcs.shef.ac.uk/cgi-bin/makeperson?M.Herzberg">🌐</a></div>
   <span class="date">
     Dec 26
   </span>
 </article>
 
 
 
 
     </div>
   </div>
 </body>
 
 </html>
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diff --git a/web/authors/hoefner/index.html b/web/authors/hoefner/index.html
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   <h1 >
     <span class='first'>P</span>eter <span class='first'>H</span>öfner</h1>
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 </header><div>
 <h2>Homepages 🌐</h2>
 <ul><li><a href="http://www.hoefner-online.de/">http://www.hoefner-online.de/</a></li></ul>
 
 
 
 <h2>Entries</h2><h3 class="head">2020</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Relational_Paths.html">Relational Characterisations of Paths</a></h5> <br>by <a href="../../authors/guttmann">Walter Guttmann</a> <a href="http://www.cosc.canterbury.ac.nz/walter.guttmann/">🌐</a> and <a href="../../authors/hoefner">Peter Höfner</a> <a href="http://www.hoefner-online.de/">🌐</a></div>
+    <h5><a class="title" href="../../entries/Relational_Paths.html">Relational Characterisations of Paths</a></h5> <br>by <a href="../../authors/guttmann">Walter Guttmann</a> <a href="https://www.cosc.canterbury.ac.nz/walter.guttmann/">🌐</a> and <a href="../../authors/hoefner">Peter Höfner</a> <a href="http://www.hoefner-online.de/">🌐</a></div>
   <span class="date">
     Jul 13
   </span>
 </article>
 
 
 <h3 class="head">2016</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/KAD.html">Kleene Algebras with Domain</a></h5> <br>by <a href="../../authors/gomes">Victor B. F. Gomes</a> <a href="http://www.dcs.shef.ac.uk/~victor">🌐</a>, <a href="../../authors/guttmann">Walter Guttmann</a> <a href="http://www.cosc.canterbury.ac.nz/walter.guttmann/">🌐</a>, <a href="../../authors/hoefner">Peter Höfner</a> <a href="http://www.hoefner-online.de/">🌐</a>, <a href="../../authors/struth">Georg Struth</a> <a href="http://www.dcs.shef.ac.uk/~georg">🌐</a> and <a href="../../authors/weber">Tjark Weber</a> <a href="http://user.it.uu.se/~tjawe125/">🌐</a></div>
+    <h5><a class="title" href="../../entries/KAD.html">Kleene Algebras with Domain</a></h5> <br>by <a href="../../authors/gomes">Victor B. F. Gomes</a> <a href="http://www.dcs.shef.ac.uk/~victor">🌐</a>, <a href="../../authors/guttmann">Walter Guttmann</a> <a href="https://www.cosc.canterbury.ac.nz/walter.guttmann/">🌐</a>, <a href="../../authors/hoefner">Peter Höfner</a> <a href="http://www.hoefner-online.de/">🌐</a>, <a href="../../authors/struth">Georg Struth</a> <a href="http://staffwww.dcs.shef.ac.uk/people/G.Struth/">🌐</a> and <a href="../../authors/weber">Tjark Weber</a> <a href="http://user.it.uu.se/~tjawe125/">🌐</a></div>
   <span class="date">
     Apr 12
   </span>
 </article>
 
 
 <h3 class="head">2014</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/AODV.html">Loop freedom of the (untimed) AODV routing protocol</a></h5> <br>by <a href="../../authors/bourke">Timothy Bourke</a> <a href="http://www.tbrk.org">🌐</a> and <a href="../../authors/hoefner">Peter Höfner</a> <a href="http://www.hoefner-online.de/">🌐</a></div>
   <span class="date">
     Oct 23
   </span>
 </article>
 
 
 
 
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diff --git a/web/authors/hoelzl/index.html b/web/authors/hoelzl/index.html
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   <h1 >
     <span class='first'>J</span>ohannes <span class='first'>H</span>ölzl</h1>
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 <h2>Homepages 🌐</h2>
-<ul><li><a href="http://home.in.tum.de/~hoelzl">http://home.in.tum.de/~hoelzl</a></li><li><a href="http://in.tum.de/~hoelzl">http://in.tum.de/~hoelzl</a></li></ul>
+<ul><li><a href="http://home.in.tum.de/~hoelzl">http://home.in.tum.de/~hoelzl</a></li></ul>
 
 
 <h2>E-Mails 📧</h2>
 <ul><li><a href="mailto:hoelzl@in.tum.de">hoelzl@in.tum.de</a></li></ul>
 
 
 <h2>Entries</h2><h3 class="head">2018</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Probabilistic_Timed_Automata.html">Probabilistic Timed Automata</a></h5> <br>by <a href="../../authors/wimmer">Simon Wimmer</a> <a href="http://in.tum.de/~wimmers">🌐</a> and <a href="../../authors/hoelzl">Johannes Hölzl</a> <a href="http://home.in.tum.de/~hoelzl">🌐</a></div>
+    <h5><a class="title" href="../../entries/Probabilistic_Timed_Automata.html">Probabilistic Timed Automata</a></h5> <br>by <a href="../../authors/wimmer">Simon Wimmer</a> <a href="http://home.in.tum.de/~wimmers/">🌐</a> and <a href="../../authors/hoelzl">Johannes Hölzl</a> <a href="http://home.in.tum.de/~hoelzl">🌐</a></div>
   <span class="date">
     May 24
   </span>
 </article>
 
 
 <h3 class="head">2015</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Probabilistic_System_Zoo.html">A Zoo of Probabilistic Systems</a></h5> <br>by <a href="../../authors/hoelzl">Johannes Hölzl</a> <a href="http://in.tum.de/~hoelzl">🌐</a>, <a href="../../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de">🌐</a> and <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io">🌐</a></div>
+    <h5><a class="title" href="../../entries/Probabilistic_System_Zoo.html">A Zoo of Probabilistic Systems</a></h5> <br>by <a href="../../authors/hoelzl">Johannes Hölzl</a> <a href="http://home.in.tum.de/~hoelzl">🌐</a>, <a href="../../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de/">🌐</a> and <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io/">🌐</a></div>
   <span class="date">
     May 27
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/UpDown_Scheme.html">Verification of the UpDown Scheme</a></h5> <br>by <a href="../../authors/hoelzl">Johannes Hölzl</a> <a href="mailto:hoelzl@in.tum.de">📧</a></div>
   <span class="date">
     Jan 28
   </span>
 </article>
 
 
 <h3 class="head">2014</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Density_Compiler.html">A Verified Compiler for Probability Density Functions</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a>, <a href="../../authors/hoelzl">Johannes Hölzl</a> <a href="http://in.tum.de/~hoelzl">🌐</a> and <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a></div>
+    <h5><a class="title" href="../../entries/Density_Compiler.html">A Verified Compiler for Probability Density Functions</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a>, <a href="../../authors/hoelzl">Johannes Hölzl</a> <a href="http://home.in.tum.de/~hoelzl">🌐</a> and <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a></div>
   <span class="date">
     Oct 09
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Probabilistic_Noninterference.html">Probabilistic Noninterference</a></h5> <br>by <a href="../../authors/popescu">Andrei Popescu</a> <a href="https://www.andreipopescu.uk">🌐</a> and <a href="../../authors/hoelzl">Johannes Hölzl</a> <a href="http://in.tum.de/~hoelzl">🌐</a></div>
+    <h5><a class="title" href="../../entries/Probabilistic_Noninterference.html">Probabilistic Noninterference</a></h5> <br>by <a href="../../authors/popescu">Andrei Popescu</a> <a href="https://www.andreipopescu.uk">🌐</a> and <a href="../../authors/hoelzl">Johannes Hölzl</a> <a href="http://home.in.tum.de/~hoelzl">🌐</a></div>
   <span class="date">
     Mar 11
   </span>
 </article>
 
 
 <h3 class="head">2012</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Possibilistic_Noninterference.html">Possibilistic Noninterference</a></h5> <br>by <a href="../../authors/popescu">Andrei Popescu</a> <a href="https://www.andreipopescu.uk">🌐</a> and <a href="../../authors/hoelzl">Johannes Hölzl</a> <a href="mailto:hoelzl@in.tum.de">📧</a></div>
   <span class="date">
     Sep 10
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Ordinary_Differential_Equations.html">Ordinary Differential Equations</a></h5> <br>by <a href="../../authors/immler">Fabian Immler</a> <a href="http://www21.in.tum.de/~immler">🌐</a> and <a href="../../authors/hoelzl">Johannes Hölzl</a> <a href="http://in.tum.de/~hoelzl">🌐</a></div>
+    <h5><a class="title" href="../../entries/Ordinary_Differential_Equations.html">Ordinary Differential Equations</a></h5> <br>by <a href="../../authors/immler">Fabian Immler</a> <a href="https://home.in.tum.de/~immler/">🌐</a> and <a href="../../authors/hoelzl">Johannes Hölzl</a> <a href="http://home.in.tum.de/~hoelzl">🌐</a></div>
   <span class="date">
     Apr 26
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Markov_Models.html">Markov Models</a></h5> <br>by <a href="../../authors/hoelzl">Johannes Hölzl</a> <a href="http://in.tum.de/~hoelzl">🌐</a> and <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a></div>
+    <h5><a class="title" href="../../entries/Markov_Models.html">Markov Models</a></h5> <br>by <a href="../../authors/hoelzl">Johannes Hölzl</a> <a href="http://home.in.tum.de/~hoelzl">🌐</a> and <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a></div>
   <span class="date">
     Jan 03
   </span>
 </article>
 
 
 
 
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diff --git a/web/authors/hu/index.html b/web/authors/hu/index.html
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     <span class='first'>S</span>huwei <span class='first'>H</span>u</h1>
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 </header><div>
 
 <h2>E-Mails 📧</h2>
 <ul><li><a href="mailto:shuwei.hu@tum.de">shuwei.hu@tum.de</a></li></ul>
 
 
 <h2>Entries</h2><h3 class="head">2018</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Monad_Memo_DP.html">Monadification, Memoization and Dynamic Programming</a></h5> <br>by <a href="../../authors/wimmer">Simon Wimmer</a> <a href="http://home.in.tum.de/~wimmers/">🌐</a>, <a href="../../authors/hu">Shuwei Hu</a> <a href="mailto:shuwei.hu@tum.de">📧</a> and <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow/">🌐</a></div>
+    <h5><a class="title" href="../../entries/Monad_Memo_DP.html">Monadification, Memoization and Dynamic Programming</a></h5> <br>by <a href="../../authors/wimmer">Simon Wimmer</a> <a href="http://home.in.tum.de/~wimmers/">🌐</a>, <a href="../../authors/hu">Shuwei Hu</a> <a href="mailto:shuwei.hu@tum.de">📧</a> and <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a></div>
   <span class="date">
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diff --git a/web/authors/huffman/index.html b/web/authors/huffman/index.html
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   <h1 >
     <span class='first'>B</span>rian <span class='first'>H</span>uffman</h1>
   <div>
     
     
     
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 </header><div>
 <h2>Homepages 🌐</h2>
-<ul><li><a href="http://cs.pdx.edu/~brianh">http://cs.pdx.edu/~brianh</a></li><li><a href="http://web.cecs.pdx.edu/~brianh/">http://web.cecs.pdx.edu/~brianh/</a></li></ul>
+<ul><li><a href="http://cs.pdx.edu/~brianh/">http://cs.pdx.edu/~brianh/</a></li></ul>
 
 
 <h2>E-Mails 📧</h2>
 <ul><li><a href="mailto:huffman@in.tum.de">huffman@in.tum.de</a></li></ul>
 
 
 <h2>Entries</h2><h3 class="head">2017</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/HOLCF-Prelude.html">HOLCF-Prelude</a></h5> <br>by <a href="../../authors/breitner">Joachim Breitner</a> <a href="mailto:joachim@cis.upenn.edu">📧</a>, <a href="../../authors/huffman">Brian Huffman</a>, <a href="../../authors/mitchell">Neil Mitchell</a> and <a href="../../authors/sternagel">Christian Sternagel</a> <a href="mailto:c.sternagel@gmail.com">📧</a></div>
   <span class="date">
     Jul 15
   </span>
 </article>
 
 
 <h3 class="head">2012</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Tycon.html">Type Constructor Classes and Monad Transformers</a></h5> <br>by <a href="../../authors/huffman">Brian Huffman</a> <a href="mailto:huffman@in.tum.de">📧</a></div>
   <span class="date">
     Jun 26
   </span>
 </article>
 
 
 <h3 class="head">2010</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Free-Boolean-Algebra.html">Free Boolean Algebra</a></h5> <br>by <a href="../../authors/huffman">Brian Huffman</a> <a href="http://web.cecs.pdx.edu/~brianh/">🌐</a></div>
+    <h5><a class="title" href="../../entries/Free-Boolean-Algebra.html">Free Boolean Algebra</a></h5> <br>by <a href="../../authors/huffman">Brian Huffman</a> <a href="http://cs.pdx.edu/~brianh/">🌐</a></div>
   <span class="date">
     Mar 29
   </span>
 </article>
 
 
 <h3 class="head">2009</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Stream-Fusion.html">Stream Fusion</a></h5> <br>by <a href="../../authors/huffman">Brian Huffman</a> <a href="http://cs.pdx.edu/~brianh">🌐</a></div>
+    <h5><a class="title" href="../../entries/Stream-Fusion.html">Stream Fusion</a></h5> <br>by <a href="../../authors/huffman">Brian Huffman</a> <a href="http://cs.pdx.edu/~brianh/">🌐</a></div>
   <span class="date">
     Apr 29
   </span>
 </article>
 
 
 <h3 class="head">2005</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Ordinal.html">Countable Ordinals</a></h5> <br>by <a href="../../authors/huffman">Brian Huffman</a> <a href="http://web.cecs.pdx.edu/~brianh/">🌐</a></div>
+    <h5><a class="title" href="../../entries/Ordinal.html">Countable Ordinals</a></h5> <br>by <a href="../../authors/huffman">Brian Huffman</a> <a href="http://cs.pdx.edu/~brianh/">🌐</a></div>
   <span class="date">
     Nov 11
   </span>
 </article>
 
 
 
 
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   </div>
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diff --git a/web/authors/hupel/index.html b/web/authors/hupel/index.html
--- a/web/authors/hupel/index.html
+++ b/web/authors/hupel/index.html
@@ -1,188 +1,188 @@
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   <h1 >
     <span class='first'>L</span>ars <span class='first'>H</span>upel</h1>
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 <h2>Homepages 🌐</h2>
 <ul><li><a href="https://www21.in.tum.de/~hupel/">https://www21.in.tum.de/~hupel/</a></li><li><a href="https://lars.hupel.info/">https://lars.hupel.info/</a></li></ul>
 
 
 <h2>E-Mails 📧</h2>
 <ul><li><a href="mailto:hupel@in.tum.de">hupel@in.tum.de</a></li></ul>
 
 
 <h2>Entries</h2><h3 class="head">2020</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Hello_World.html">Hello World</a></h5> <br>by <a href="../../authors/diekmann">Cornelius Diekmann</a> <a href="http://net.in.tum.de/~diekmann">🌐</a> and <a href="../../authors/hupel">Lars Hupel</a> <a href="https://www21.in.tum.de/~hupel/">🌐</a></div>
   <span class="date">
     Mar 07
   </span>
 </article>
 
 
 <h3 class="head">2019</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/CakeML_Codegen.html">A Verified Code Generator from Isabelle/HOL to CakeML</a></h5> <br>by <a href="../../authors/hupel">Lars Hupel</a> <a href="https://lars.hupel.info/">🌐</a></div>
   <span class="date">
     Jul 08
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Higher_Order_Terms.html">An Algebra for Higher-Order Terms</a></h5> <br>by <a href="../../authors/hupel">Lars Hupel</a> <a href="https://lars.hupel.info/">🌐</a></div>
   <span class="date">
     Jan 15
   </span>
 </article>
 
 
 <h3 class="head">2018</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Generic_Deriving.html">Deriving generic class instances for datatypes</a></h5> <br>by <a href="../../authors/raedle">Jonas Rädle</a> <a href="mailto:jonas.raedle@gmail.com">📧</a> and <a href="../../authors/hupel">Lars Hupel</a> <a href="https://www21.in.tum.de/~hupel/">🌐</a></div>
   <span class="date">
     Nov 06
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/CakeML.html">CakeML</a></h5> <br>by <a href="../../authors/hupel">Lars Hupel</a> <a href="https://www21.in.tum.de/~hupel/">🌐</a> and <a href="../../authors/zhang">Yu Zhang</a></div>
   <span class="date">
     Mar 12
   </span>
 </article>
 
 
 <h3 class="head">2017</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Dict_Construction.html">Dictionary Construction</a></h5> <br>by <a href="../../authors/hupel">Lars Hupel</a> <a href="https://www21.in.tum.de/~hupel/">🌐</a></div>
   <span class="date">
     May 24
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Constructor_Funs.html">Constructor Functions</a></h5> <br>by <a href="../../authors/hupel">Lars Hupel</a> <a href="https://www21.in.tum.de/~hupel/">🌐</a></div>
   <span class="date">
     Apr 19
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Lazy_Case.html">Lazifying case constants</a></h5> <br>by <a href="../../authors/hupel">Lars Hupel</a> <a href="https://www21.in.tum.de/~hupel/">🌐</a></div>
   <span class="date">
     Apr 18
   </span>
 </article>
 
 
 <h3 class="head">2016</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Iptables_Semantics.html">Iptables Semantics</a></h5> <br>by <a href="../../authors/diekmann">Cornelius Diekmann</a> <a href="http://net.in.tum.de/~diekmann">🌐</a> and <a href="../../authors/hupel">Lars Hupel</a> <a href="https://www21.in.tum.de/~hupel/">🌐</a></div>
   <span class="date">
     Sep 09
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/IP_Addresses.html">IP Addresses</a></h5> <br>by <a href="../../authors/diekmann">Cornelius Diekmann</a> <a href="http://net.in.tum.de/~diekmann">🌐</a>, <a href="../../authors/michaelis">Julius Michaelis</a> <a href="http://liftm.de">🌐</a> and <a href="../../authors/hupel">Lars Hupel</a> <a href="https://www21.in.tum.de/~hupel/">🌐</a></div>
+    <h5><a class="title" href="../../entries/IP_Addresses.html">IP Addresses</a></h5> <br>by <a href="../../authors/diekmann">Cornelius Diekmann</a> <a href="http://net.in.tum.de/~diekmann">🌐</a>, <a href="../../authors/michaelis">Julius Michaelis</a> <a href="http://liftm.de/">🌐</a> and <a href="../../authors/hupel">Lars Hupel</a> <a href="https://www21.in.tum.de/~hupel/">🌐</a></div>
   <span class="date">
     Jun 28
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/ROBDD.html">Algorithms for Reduced Ordered Binary Decision Diagrams</a></h5> <br>by <a href="../../authors/michaelis">Julius Michaelis</a> <a href="http://liftm.de">🌐</a>, <a href="../../authors/haslbeck">Max W. Haslbeck</a> <a href="http://cl-informatik.uibk.ac.at/users/mhaslbeck//">🌐</a>, <a href="../../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a> and <a href="../../authors/hupel">Lars Hupel</a> <a href="https://www21.in.tum.de/~hupel/">🌐</a></div>
+    <h5><a class="title" href="../../entries/ROBDD.html">Algorithms for Reduced Ordered Binary Decision Diagrams</a></h5> <br>by <a href="../../authors/michaelis">Julius Michaelis</a> <a href="http://liftm.de/">🌐</a>, <a href="../../authors/haslbeck">Max W. Haslbeck</a> <a href="http://cl-informatik.uibk.ac.at/users/mhaslbeck/">🌐</a>, <a href="../../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a> and <a href="../../authors/hupel">Lars Hupel</a> <a href="https://www21.in.tum.de/~hupel/">🌐</a></div>
   <span class="date">
     Apr 27
   </span>
 </article>
 
 
 <h3 class="head">2014</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Random_Graph_Subgraph_Threshold.html">Properties of Random Graphs -- Subgraph Containment</a></h5> <br>by <a href="../../authors/hupel">Lars Hupel</a> <a href="mailto:hupel@in.tum.de">📧</a></div>
   <span class="date">
     Feb 13
   </span>
 </article>
 
 
 
 
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 </body>
 
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diff --git a/web/authors/immler/index.html b/web/authors/immler/index.html
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   <h1 >
     <span class='first'>F</span>abian <span class='first'>I</span>mmler</h1>
   <div>
     
     
     
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 </header><div>
 <h2>Homepages 🌐</h2>
-<ul><li><a href="https://home.in.tum.de/~immler/">https://home.in.tum.de/~immler/</a></li><li><a href="http://www21.in.tum.de/~immler">http://www21.in.tum.de/~immler</a></li><li><a href="http://home.in.tum.de/~immler/">http://home.in.tum.de/~immler/</a></li></ul>
+<ul><li><a href="https://home.in.tum.de/~immler/">https://home.in.tum.de/~immler/</a></li></ul>
 
 
 <h2>E-Mails 📧</h2>
 <ul><li><a href="mailto:immler@in.tum.de">immler@in.tum.de</a></li></ul>
 
 
 <h2>Entries</h2><h3 class="head">2020</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Safe_Distance.html">A Formally Verified Checker of the Safe Distance Traffic Rules for Autonomous Vehicles</a></h5> <br>by <a href="../../authors/rizaldi">Albert Rizaldi</a> <a href="mailto:albert.rizaldi@ntu.edu.sg">📧</a> and <a href="../../authors/immler">Fabian Immler</a> <a href="http://home.in.tum.de/~immler/">🌐</a></div>
+    <h5><a class="title" href="../../entries/Safe_Distance.html">A Formally Verified Checker of the Safe Distance Traffic Rules for Autonomous Vehicles</a></h5> <br>by <a href="../../authors/rizaldi">Albert Rizaldi</a> <a href="mailto:albert.rizaldi@ntu.edu.sg">📧</a> and <a href="../../authors/immler">Fabian Immler</a> <a href="https://home.in.tum.de/~immler/">🌐</a></div>
   <span class="date">
     Jun 01
   </span>
 </article>
 
 
 <h3 class="head">2019</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Poincare_Bendixson.html">The Poincaré-Bendixson Theorem</a></h5> <br>by <a href="../../authors/immler">Fabian Immler</a> <a href="http://home.in.tum.de/~immler/">🌐</a> and <a href="../../authors/tan">Yong Kiam Tan</a> <a href="https://www.cs.cmu.edu/~yongkiat/">🌐</a></div>
+    <h5><a class="title" href="../../entries/Poincare_Bendixson.html">The Poincaré-Bendixson Theorem</a></h5> <br>by <a href="../../authors/immler">Fabian Immler</a> <a href="https://home.in.tum.de/~immler/">🌐</a> and <a href="../../authors/tan">Yong Kiam Tan</a> <a href="https://www.cs.cmu.edu/~yongkiat/">🌐</a></div>
   <span class="date">
     Dec 18
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Laplace_Transform.html">Laplace Transform</a></h5> <br>by <a href="../../authors/immler">Fabian Immler</a> <a href="https://home.in.tum.de/~immler/">🌐</a></div>
   <span class="date">
     Aug 14
   </span>
 </article>
 
 
 <h3 class="head">2018</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Smooth_Manifolds.html">Smooth Manifolds</a></h5> <br>by <a href="../../authors/immler">Fabian Immler</a> <a href="http://home.in.tum.de/~immler/">🌐</a> and <a href="../../authors/zhan">Bohua Zhan</a> <a href="http://lcs.ios.ac.cn/~bzhan/">🌐</a></div>
+    <h5><a class="title" href="../../entries/Smooth_Manifolds.html">Smooth Manifolds</a></h5> <br>by <a href="../../authors/immler">Fabian Immler</a> <a href="https://home.in.tum.de/~immler/">🌐</a> and <a href="../../authors/zhan">Bohua Zhan</a> <a href="http://lcs.ios.ac.cn/~bzhan/">🌐</a></div>
   <span class="date">
     Oct 22
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Taylor_Models.html">Taylor Models</a></h5> <br>by <a href="../../authors/traut">Christoph Traut</a> and <a href="../../authors/immler">Fabian Immler</a> <a href="http://www21.in.tum.de/~immler">🌐</a></div>
+    <h5><a class="title" href="../../entries/Taylor_Models.html">Taylor Models</a></h5> <br>by <a href="../../authors/traut">Christoph Traut</a> and <a href="../../authors/immler">Fabian Immler</a> <a href="https://home.in.tum.de/~immler/">🌐</a></div>
   <span class="date">
     Jan 08
   </span>
 </article>
 
 
 <h3 class="head">2016</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Groebner_Bases.html">Gröbner Bases Theory</a></h5> <br>by <a href="../../authors/immler">Fabian Immler</a> <a href="http://www21.in.tum.de/~immler">🌐</a> and <a href="../../authors/maletzky">Alexander Maletzky</a> <a href="https://risc.jku.at/m/alexander-maletzky/">🌐</a></div>
+    <h5><a class="title" href="../../entries/Groebner_Bases.html">Gröbner Bases Theory</a></h5> <br>by <a href="../../authors/immler">Fabian Immler</a> <a href="https://home.in.tum.de/~immler/">🌐</a> and <a href="../../authors/maletzky">Alexander Maletzky</a> <a href="https://risc.jku.at/m/alexander-maletzky/">🌐</a></div>
   <span class="date">
     May 02
   </span>
 </article>
 
 
 <h3 class="head">2014</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Affine_Arithmetic.html">Affine Arithmetic</a></h5> <br>by <a href="../../authors/immler">Fabian Immler</a> <a href="http://www21.in.tum.de/~immler">🌐</a></div>
+    <h5><a class="title" href="../../entries/Affine_Arithmetic.html">Affine Arithmetic</a></h5> <br>by <a href="../../authors/immler">Fabian Immler</a> <a href="https://home.in.tum.de/~immler/">🌐</a></div>
   <span class="date">
     Feb 07
   </span>
 </article>
 
 
 <h3 class="head">2012</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Ordinary_Differential_Equations.html">Ordinary Differential Equations</a></h5> <br>by <a href="../../authors/immler">Fabian Immler</a> <a href="http://www21.in.tum.de/~immler">🌐</a> and <a href="../../authors/hoelzl">Johannes Hölzl</a> <a href="http://in.tum.de/~hoelzl">🌐</a></div>
+    <h5><a class="title" href="../../entries/Ordinary_Differential_Equations.html">Ordinary Differential Equations</a></h5> <br>by <a href="../../authors/immler">Fabian Immler</a> <a href="https://home.in.tum.de/~immler/">🌐</a> and <a href="../../authors/hoelzl">Johannes Hölzl</a> <a href="http://home.in.tum.de/~hoelzl">🌐</a></div>
   <span class="date">
     Apr 26
   </span>
 </article>
 
 
 <h3 class="head">2011</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/RIPEMD-160-SPARK.html">RIPEMD-160</a></h5> <br>by <a href="../../authors/immler">Fabian Immler</a> <a href="mailto:immler@in.tum.de">📧</a></div>
   <span class="date">
     Jan 10
   </span>
 </article>
 
 
 <h3 class="head">2010</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Polynomials.html">Executable Multivariate Polynomials</a></h5> <br>by <a href="../../authors/sternagel">Christian Sternagel</a> <a href="mailto:c.sternagel@gmail.com">📧</a>, <a href="../../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/~thiemann">🌐</a>, <a href="../../authors/maletzky">Alexander Maletzky</a> <a href="https://risc.jku.at/m/alexander-maletzky/">🌐</a>, <a href="../../authors/immler">Fabian Immler</a> <a href="http://www21.in.tum.de/~immler">🌐</a>, <a href="../../authors/haftmann">Florian Haftmann</a> <a href="http://isabelle.in.tum.de/~haftmann">🌐</a>, <a href="../../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de">🌐</a> and <a href="../../authors/bentkamp">Alexander Bentkamp</a> <a href="mailto:bentkamp@gmail.com">📧</a></div>
+    <h5><a class="title" href="../../entries/Polynomials.html">Executable Multivariate Polynomials</a></h5> <br>by <a href="../../authors/sternagel">Christian Sternagel</a> <a href="mailto:c.sternagel@gmail.com">📧</a>, <a href="../../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/users/thiemann/">🌐</a>, <a href="../../authors/maletzky">Alexander Maletzky</a> <a href="https://risc.jku.at/m/alexander-maletzky/">🌐</a>, <a href="../../authors/immler">Fabian Immler</a> <a href="https://home.in.tum.de/~immler/">🌐</a>, <a href="../../authors/haftmann">Florian Haftmann</a> <a href="http://isabelle.in.tum.de/~haftmann">🌐</a>, <a href="../../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de/">🌐</a> and <a href="../../authors/bentkamp">Alexander Bentkamp</a> <a href="mailto:bentkamp@gmail.com">📧</a></div>
   <span class="date">
     Aug 10
   </span>
 </article>
 
 
 
 
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diff --git a/web/authors/jiangd/index.html b/web/authors/jiangd/index.html
--- a/web/authors/jiangd/index.html
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   <h1 >
     <span class='first'>D</span>ongchen <span class='first'>J</span>iang</h1>
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 </header><div>
 
 <h2>E-Mails 📧</h2>
 <ul><li><a href="mailto:dongchenjiang@googlemail.com">dongchenjiang@googlemail.com</a></li></ul>
 
 
 <h2>Entries</h2><h3 class="head">2010</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Marriage.html">Hall&#39;s Marriage Theorem</a></h5> <br>by <a href="../../authors/jiangd">Dongchen Jiang</a> <a href="mailto:dongchenjiang@googlemail.com">📧</a> and <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a></div>
+    <h5><a class="title" href="../../entries/Marriage.html">Hall&#39;s Marriage Theorem</a></h5> <br>by <a href="../../authors/jiangd">Dongchen Jiang</a> <a href="mailto:dongchenjiang@googlemail.com">📧</a> and <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a></div>
   <span class="date">
     Dec 17
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diff --git a/web/authors/joosten/index.html b/web/authors/joosten/index.html
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   <h1 >
     <span class='first'>S</span>ebastiaan <span class='first'>J</span>. <span class='first'>C</span>. <span class='first'>J</span>oosten</h1>
   <div>
     
     
     
   </div>
 </header><div>
 <h2>Homepages 🌐</h2>
-<ul><li><a href="https://sjcjoosten.nl/">https://sjcjoosten.nl/</a></li><li><a href="https://sjcjoosten.nl">https://sjcjoosten.nl</a></li></ul>
+<ul><li><a href="https://sjcjoosten.nl/">https://sjcjoosten.nl/</a></li></ul>
 
 
 <h2>E-Mails 📧</h2>
 <ul><li><a href="mailto:sebastiaan.joosten@uibk.ac.at">sebastiaan.joosten@uibk.ac.at</a></li></ul>
 
 
 <h2>Entries</h2><h3 class="head">2021</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/GaleStewart_Games.html">Gale-Stewart Games</a></h5> <br>by <a href="../../authors/joosten">Sebastiaan J. C. Joosten</a> <a href="https://sjcjoosten.nl">🌐</a></div>
+    <h5><a class="title" href="../../entries/GaleStewart_Games.html">Gale-Stewart Games</a></h5> <br>by <a href="../../authors/joosten">Sebastiaan J. C. Joosten</a> <a href="https://sjcjoosten.nl/">🌐</a></div>
   <span class="date">
     Apr 23
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 </article>
 
 
 <h3 class="head">2019</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Universal_Turing_Machine.html">Universal Turing Machine</a></h5> <br>by <a href="../../authors/xu">Jian Xu</a>, <a href="../../authors/zhangx">Xingyuan Zhang</a>, <a href="../../authors/urban">Christian Urban</a> <a href="https://nms.kcl.ac.uk/christian.urban/">🌐</a> and <a href="../../authors/joosten">Sebastiaan J. C. Joosten</a> <a href="https://sjcjoosten.nl/">🌐</a></div>
   <span class="date">
     Feb 08
   </span>
 </article>
 
 
 <h3 class="head">2018</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Graph_Saturation.html">Graph Saturation</a></h5> <br>by <a href="../../authors/joosten">Sebastiaan J. C. Joosten</a></div>
   <span class="date">
     Nov 23
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/LLL_Factorization.html">A verified factorization algorithm for integer polynomials with polynomial complexity</a></h5> <br>by <a href="../../authors/divason">Jose Divasón</a> <a href="http://www.unirioja.es/cu/jodivaso/">🌐</a>, <a href="../../authors/joosten">Sebastiaan J. C. Joosten</a> <a href="https://sjcjoosten.nl/">🌐</a>, <a href="../../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/users/thiemann/">🌐</a> and <a href="../../authors/yamada">Akihisa Yamada</a> <a href="mailto:ayamada@trs.cm.is.nagoya-u.ac.jp">📧</a></div>
+    <h5><a class="title" href="../../entries/LLL_Factorization.html">A verified factorization algorithm for integer polynomials with polynomial complexity</a></h5> <br>by <a href="../../authors/divason">Jose Divasón</a> <a href="https://www.unirioja.es/cu/jodivaso/">🌐</a>, <a href="../../authors/joosten">Sebastiaan J. C. Joosten</a> <a href="https://sjcjoosten.nl/">🌐</a>, <a href="../../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/users/thiemann/">🌐</a> and <a href="../../authors/yamada">Akihisa Yamada</a> <a href="mailto:ayamada@trs.cm.is.nagoya-u.ac.jp">📧</a></div>
   <span class="date">
     Feb 06
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/LLL_Basis_Reduction.html">A verified LLL algorithm</a></h5> <br>by <a href="../../authors/bottesch">Ralph Bottesch</a>, <a href="../../authors/divason">Jose Divasón</a> <a href="http://www.unirioja.es/cu/jodivaso/">🌐</a>, <a href="../../authors/haslbeck">Max W. Haslbeck</a> <a href="http://cl-informatik.uibk.ac.at/users/mhaslbeck/">🌐</a>, <a href="../../authors/joosten">Sebastiaan J. C. Joosten</a> <a href="https://sjcjoosten.nl/">🌐</a>, <a href="../../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/users/thiemann/">🌐</a> and <a href="../../authors/yamada">Akihisa Yamada</a></div>
+    <h5><a class="title" href="../../entries/LLL_Basis_Reduction.html">A verified LLL algorithm</a></h5> <br>by <a href="../../authors/bottesch">Ralph Bottesch</a>, <a href="../../authors/divason">Jose Divasón</a> <a href="https://www.unirioja.es/cu/jodivaso/">🌐</a>, <a href="../../authors/haslbeck">Max W. Haslbeck</a> <a href="http://cl-informatik.uibk.ac.at/users/mhaslbeck/">🌐</a>, <a href="../../authors/joosten">Sebastiaan J. C. Joosten</a> <a href="https://sjcjoosten.nl/">🌐</a>, <a href="../../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/users/thiemann/">🌐</a> and <a href="../../authors/yamada">Akihisa Yamada</a></div>
   <span class="date">
     Feb 02
   </span>
 </article>
 
 
 <h3 class="head">2017</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Subresultants.html">Subresultants</a></h5> <br>by <a href="../../authors/joosten">Sebastiaan J. C. Joosten</a> <a href="mailto:sebastiaan.joosten@uibk.ac.at">📧</a>, <a href="../../authors/thiemann">René Thiemann</a> <a href="mailto:rene.thiemann@uibk.ac.at">📧</a> and <a href="../../authors/yamada">Akihisa Yamada</a> <a href="mailto:akihisa.yamada@uibk.ac.at">📧</a></div>
   <span class="date">
     Apr 06
   </span>
 </article>
 
 
 <h3 class="head">2016</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Berlekamp_Zassenhaus.html">The Factorization Algorithm of Berlekamp and Zassenhaus</a></h5> <br>by <a href="../../authors/divason">Jose Divasón</a> <a href="http://www.unirioja.es/cu/jodivaso">🌐</a>, <a href="../../authors/joosten">Sebastiaan J. C. Joosten</a> <a href="mailto:sebastiaan.joosten@uibk.ac.at">📧</a>, <a href="../../authors/thiemann">René Thiemann</a> <a href="mailto:rene.thiemann@uibk.ac.at">📧</a> and <a href="../../authors/yamada">Akihisa Yamada</a> <a href="mailto:akihisa.yamada@uibk.ac.at">📧</a></div>
+    <h5><a class="title" href="../../entries/Berlekamp_Zassenhaus.html">The Factorization Algorithm of Berlekamp and Zassenhaus</a></h5> <br>by <a href="../../authors/divason">Jose Divasón</a> <a href="https://www.unirioja.es/cu/jodivaso/">🌐</a>, <a href="../../authors/joosten">Sebastiaan J. C. Joosten</a> <a href="mailto:sebastiaan.joosten@uibk.ac.at">📧</a>, <a href="../../authors/thiemann">René Thiemann</a> <a href="mailto:rene.thiemann@uibk.ac.at">📧</a> and <a href="../../authors/yamada">Akihisa Yamada</a> <a href="mailto:akihisa.yamada@uibk.ac.at">📧</a></div>
   <span class="date">
     Oct 14
   </span>
 </article>
 
 
 <h3 class="head">2015</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Algebraic_Numbers.html">Algebraic Numbers in Isabelle/HOL</a></h5> <br>by <a href="../../authors/thiemann">René Thiemann</a> <a href="mailto:rene.thiemann@uibk.ac.at">📧</a>, <a href="../../authors/yamada">Akihisa Yamada</a> <a href="mailto:akihisa.yamada@uibk.ac.at">📧</a> and <a href="../../authors/joosten">Sebastiaan J. C. Joosten</a> <a href="mailto:sebastiaan.joosten@uibk.ac.at">📧</a></div>
   <span class="date">
     Dec 22
   </span>
 </article>
 
 
 
 
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   </div>
 </body>
 
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\ No newline at end of file
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     <span class='first'>C</span>ezary <span class='first'>K</span>aliszyk</h1>
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 <h2>Homepages 🌐</h2>
-<ul><li><a href="http://cl-informatik.uibk.ac.at/users/cek/">http://cl-informatik.uibk.ac.at/users/cek/</a></li><li><a href="http://cl-informatik.uibk.ac.at/cek/">http://cl-informatik.uibk.ac.at/cek/</a></li></ul>
+<ul><li><a href="http://cl-informatik.uibk.ac.at/users/cek/">http://cl-informatik.uibk.ac.at/users/cek/</a></li></ul>
 
 
 
 <h2>Entries</h2><h3 class="head">2019</h3><article class="entry">
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-    <h5><a class="title" href="../../entries/Linear_Programming.html">Linear Programming</a></h5> <br>by <a href="../../authors/parsert">Julian Parsert</a> <a href="http://www.parsert.com/">🌐</a> and <a href="../../authors/kaliszyk">Cezary Kaliszyk</a> <a href="http://cl-informatik.uibk.ac.at/cek/">🌐</a></div>
+    <h5><a class="title" href="../../entries/Linear_Programming.html">Linear Programming</a></h5> <br>by <a href="../../authors/parsert">Julian Parsert</a> <a href="http://www.parsert.com/">🌐</a> and <a href="../../authors/kaliszyk">Cezary Kaliszyk</a> <a href="http://cl-informatik.uibk.ac.at/users/cek/">🌐</a></div>
   <span class="date">
     Aug 06
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 </article>
 
 
 <h3 class="head">2018</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Neumann_Morgenstern_Utility.html">Von-Neumann-Morgenstern Utility Theorem</a></h5> <br>by <a href="../../authors/parsert">Julian Parsert</a> <a href="mailto:julian.parsert@gmail.com">📧</a> and <a href="../../authors/kaliszyk">Cezary Kaliszyk</a> <a href="http://cl-informatik.uibk.ac.at/users/cek/">🌐</a></div>
   <span class="date">
     Jul 04
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 </article>
 
 
 <h3 class="head">2017</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/First_Welfare_Theorem.html">Microeconomics and the First Welfare Theorem</a></h5> <br>by <a href="../../authors/parsert">Julian Parsert</a> <a href="mailto:julian.parsert@gmail.com">📧</a> and <a href="../../authors/kaliszyk">Cezary Kaliszyk</a> <a href="http://cl-informatik.uibk.ac.at/users/cek/">🌐</a></div>
   <span class="date">
     Sep 01
   </span>
 </article>
 
 
 <h3 class="head">2013</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Nominal2.html">Nominal 2</a></h5> <br>by <a href="../../authors/urban">Christian Urban</a> <a href="http://www.inf.kcl.ac.uk/staff/urbanc/">🌐</a>, <a href="../../authors/berghofer">Stefan Berghofer</a> <a href="http://www.in.tum.de/~berghofe">🌐</a> and <a href="../../authors/kaliszyk">Cezary Kaliszyk</a> <a href="http://cl-informatik.uibk.ac.at/users/cek/">🌐</a></div>
+    <h5><a class="title" href="../../entries/Nominal2.html">Nominal 2</a></h5> <br>by <a href="../../authors/urban">Christian Urban</a> <a href="https://nms.kcl.ac.uk/christian.urban/">🌐</a>, <a href="../../authors/berghofer">Stefan Berghofer</a> <a href="http://www.in.tum.de/~berghofe">🌐</a> and <a href="../../authors/kaliszyk">Cezary Kaliszyk</a> <a href="http://cl-informatik.uibk.ac.at/users/cek/">🌐</a></div>
   <span class="date">
     Feb 21
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 </article>
 
 
 
 
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diff --git a/web/authors/klein/index.html b/web/authors/klein/index.html
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 <h2>Homepages 🌐</h2>
 <ul><li><a href="http://www.cse.unsw.edu.au/~kleing/">http://www.cse.unsw.edu.au/~kleing/</a></li></ul>
 
 
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-<ul><li><a href="mailto:kleing@cse.unsw.edu.au">kleing@cse.unsw.edu.au</a></li></ul>
+<ul><li><a href="mailto:kleing@unsw.edu.au">kleing@unsw.edu.au</a></li></ul>
 
 
 <h2>Entries</h2><h3 class="head">2016</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Word_Lib.html">Finite Machine Word Library</a></h5> <br>by <a href="../../authors/beeren">Joel Beeren</a>, <a href="../../authors/fernandez">Matthew Fernandez</a>, <a href="../../authors/gao">Xin Gao</a>, <a href="../../authors/klein">Gerwin Klein</a> <a href="http://www.cse.unsw.edu.au/~kleing/">🌐</a>, <a href="../../authors/kolanski">Rafal Kolanski</a>, <a href="../../authors/lim">Japheth Lim</a>, <a href="../../authors/lewis">Corey Lewis</a>, <a href="../../authors/matichuk">Daniel Matichuk</a> and <a href="../../authors/sewell">Thomas Sewell</a></div>
   <span class="date">
     Jun 09
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 <h3 class="head">2012</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Separation_Algebra.html">Separation Algebra</a></h5> <br>by <a href="../../authors/klein">Gerwin Klein</a> <a href="mailto:kleing@cse.unsw.edu.au">📧</a>, <a href="../../authors/kolanski">Rafal Kolanski</a> <a href="mailto:rafal.kolanski@nicta.com.au">📧</a> and <a href="../../authors/boyton">Andrew Boyton</a> <a href="mailto:andrew.boyton@nicta.com.au">📧</a></div>
+    <h5><a class="title" href="../../entries/Separation_Algebra.html">Separation Algebra</a></h5> <br>by <a href="../../authors/klein">Gerwin Klein</a> <a href="mailto:kleing@unsw.edu.au">📧</a>, <a href="../../authors/kolanski">Rafal Kolanski</a> <a href="mailto:rafal.kolanski@nicta.com.au">📧</a> and <a href="../../authors/boyton">Andrew Boyton</a> <a href="mailto:andrew.boyton@nicta.com.au">📧</a></div>
   <span class="date">
     May 11
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 </article>
 
 
 <h3 class="head">2005</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Jinja.html">Jinja is not Java</a></h5> <br>by <a href="../../authors/klein">Gerwin Klein</a> <a href="http://www.cse.unsw.edu.au/~kleing/">🌐</a> and <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a></div>
+    <h5><a class="title" href="../../entries/Jinja.html">Jinja is not Java</a></h5> <br>by <a href="../../authors/klein">Gerwin Klein</a> <a href="http://www.cse.unsw.edu.au/~kleing/">🌐</a> and <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a></div>
   <span class="date">
     Jun 01
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     <span class='first'>M</span>artin <span class='first'>K</span>leppmann</h1>
   <div>
     
     
     
   </div>
 </header><div>
 
 <h2>E-Mails 📧</h2>
-<ul><li><a href="mailto:martin.kleppmann@cl.cam.ac.uk">martin.kleppmann@cl.cam.ac.uk</a></li><li><a href="mailto:mk428@cl.cam.ac.uk">mk428@cl.cam.ac.uk</a></li></ul>
+<ul><li><a href="mailto:martin.kleppmann@cl.cam.ac.uk">martin.kleppmann@cl.cam.ac.uk</a></li></ul>
 
 
 <h2>Entries</h2><h3 class="head">2018</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/OpSets.html">OpSets: Sequential Specifications for Replicated Datatypes</a></h5> <br>by <a href="../../authors/kleppmann">Martin Kleppmann</a> <a href="mailto:mk428@cl.cam.ac.uk">📧</a>, <a href="../../authors/gomes">Victor B. F. Gomes</a> <a href="mailto:vb358@cl.cam.ac.uk">📧</a>, <a href="../../authors/mulligan">Dominic P. Mulligan</a> <a href="mailto:Dominic.Mulligan@arm.com">📧</a> and <a href="../../authors/beresford">Alastair R. Beresford</a> <a href="mailto:arb33@cl.cam.ac.uk">📧</a></div>
+    <h5><a class="title" href="../../entries/OpSets.html">OpSets: Sequential Specifications for Replicated Datatypes</a></h5> <br>by <a href="../../authors/kleppmann">Martin Kleppmann</a> <a href="mailto:martin.kleppmann@cl.cam.ac.uk">📧</a>, <a href="../../authors/gomes">Victor B. F. Gomes</a> <a href="mailto:victor.gomes@cl.cam.ac.uk">📧</a>, <a href="../../authors/mulligan">Dominic P. Mulligan</a> <a href="mailto:Dominic.Mulligan@arm.com">📧</a> and <a href="../../authors/beresford">Alastair R. Beresford</a> <a href="mailto:arb33@cam.ac.uk">📧</a></div>
   <span class="date">
     May 10
   </span>
 </article>
 
 
 <h3 class="head">2017</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/CRDT.html">A framework for establishing Strong Eventual Consistency for Conflict-free Replicated Datatypes</a></h5> <br>by <a href="../../authors/gomes">Victor B. F. Gomes</a> <a href="mailto:vb358@cam.ac.uk">📧</a>, <a href="../../authors/kleppmann">Martin Kleppmann</a> <a href="mailto:martin.kleppmann@cl.cam.ac.uk">📧</a>, <a href="../../authors/mulligan">Dominic P. Mulligan</a> <a href="mailto:dominic.p.mulligan@googlemail.com">📧</a> and <a href="../../authors/beresford">Alastair R. Beresford</a> <a href="mailto:arb33@cam.ac.uk">📧</a></div>
+    <h5><a class="title" href="../../entries/CRDT.html">A framework for establishing Strong Eventual Consistency for Conflict-free Replicated Datatypes</a></h5> <br>by <a href="../../authors/gomes">Victor B. F. Gomes</a> <a href="mailto:victor.gomes@cl.cam.ac.uk">📧</a>, <a href="../../authors/kleppmann">Martin Kleppmann</a> <a href="mailto:martin.kleppmann@cl.cam.ac.uk">📧</a>, <a href="../../authors/mulligan">Dominic P. Mulligan</a> <a href="mailto:dominic.p.mulligan@googlemail.com">📧</a> and <a href="../../authors/beresford">Alastair R. Beresford</a> <a href="mailto:arb33@cam.ac.uk">📧</a></div>
   <span class="date">
     Jul 07
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     <span class='first'>R</span>afal <span class='first'>K</span>olanski</h1>
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 <h2>E-Mails 📧</h2>
 <ul><li><a href="mailto:rafal.kolanski@nicta.com.au">rafal.kolanski@nicta.com.au</a></li></ul>
 
 
 <h2>Entries</h2><h3 class="head">2016</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Word_Lib.html">Finite Machine Word Library</a></h5> <br>by <a href="../../authors/beeren">Joel Beeren</a>, <a href="../../authors/fernandez">Matthew Fernandez</a>, <a href="../../authors/gao">Xin Gao</a>, <a href="../../authors/klein">Gerwin Klein</a> <a href="http://www.cse.unsw.edu.au/~kleing/">🌐</a>, <a href="../../authors/kolanski">Rafal Kolanski</a>, <a href="../../authors/lim">Japheth Lim</a>, <a href="../../authors/lewis">Corey Lewis</a>, <a href="../../authors/matichuk">Daniel Matichuk</a> and <a href="../../authors/sewell">Thomas Sewell</a></div>
   <span class="date">
     Jun 09
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 </article>
 
 
 <h3 class="head">2012</h3><article class="entry">
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-    <h5><a class="title" href="../../entries/Separation_Algebra.html">Separation Algebra</a></h5> <br>by <a href="../../authors/klein">Gerwin Klein</a> <a href="mailto:kleing@cse.unsw.edu.au">📧</a>, <a href="../../authors/kolanski">Rafal Kolanski</a> <a href="mailto:rafal.kolanski@nicta.com.au">📧</a> and <a href="../../authors/boyton">Andrew Boyton</a> <a href="mailto:andrew.boyton@nicta.com.au">📧</a></div>
+    <h5><a class="title" href="../../entries/Separation_Algebra.html">Separation Algebra</a></h5> <br>by <a href="../../authors/klein">Gerwin Klein</a> <a href="mailto:kleing@unsw.edu.au">📧</a>, <a href="../../authors/kolanski">Rafal Kolanski</a> <a href="mailto:rafal.kolanski@nicta.com.au">📧</a> and <a href="../../authors/boyton">Andrew Boyton</a> <a href="mailto:andrew.boyton@nicta.com.au">📧</a></div>
   <span class="date">
     May 11
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   <h1 >
     <span class='first'>A</span>lexander <span class='first'>K</span>rauss</h1>
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 <h2>Homepages 🌐</h2>
 <ul><li><a href="http://www.in.tum.de/~krauss">http://www.in.tum.de/~krauss</a></li></ul>
 
 
 
 <h2>Entries</h2><h3 class="head">2010</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Regular-Sets.html">Regular Sets and Expressions</a></h5> <br>by <a href="../../authors/krauss">Alexander Krauss</a> <a href="http://www.in.tum.de/~krauss">🌐</a> and <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a></div>
+    <h5><a class="title" href="../../entries/Regular-Sets.html">Regular Sets and Expressions</a></h5> <br>by <a href="../../authors/krauss">Alexander Krauss</a> <a href="http://www.in.tum.de/~krauss">🌐</a> and <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a></div>
   <span class="date">
     May 12
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 <h2>Entries</h2><h3 class="head">2016</h3><article class="entry">
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-    <h5><a class="title" href="../../entries/Perron_Frobenius.html">Perron-Frobenius Theorem for Spectral Radius Analysis</a></h5> <br>by <a href="../../authors/divason">Jose Divasón</a> <a href="http://www.unirioja.es/cu/jodivaso">🌐</a>, <a href="../../authors/kuncar">Ondřej Kunčar</a> <a href="http://www21.in.tum.de/~kuncar/">🌐</a>, <a href="../../authors/thiemann">René Thiemann</a> <a href="mailto:rene.thiemann@uibk.ac.at">📧</a> and <a href="../../authors/yamada">Akihisa Yamada</a> <a href="mailto:akihisa.yamada@uibk.ac.at">📧</a></div>
+    <h5><a class="title" href="../../entries/Perron_Frobenius.html">Perron-Frobenius Theorem for Spectral Radius Analysis</a></h5> <br>by <a href="../../authors/divason">Jose Divasón</a> <a href="https://www.unirioja.es/cu/jodivaso/">🌐</a>, <a href="../../authors/kuncar">Ondřej Kunčar</a> <a href="http://www21.in.tum.de/~kuncar/">🌐</a>, <a href="../../authors/thiemann">René Thiemann</a> <a href="mailto:rene.thiemann@uibk.ac.at">📧</a> and <a href="../../authors/yamada">Akihisa Yamada</a> <a href="mailto:akihisa.yamada@uibk.ac.at">📧</a></div>
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 <article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/CoCon.html">CoCon: A Confidentiality-Verified Conference Management System</a></h5> <br>by <a href="../../authors/popescu">Andrei Popescu</a> <a href="https://www.andreipopescu.uk">🌐</a>, <a href="../../authors/lammich">Peter Lammich</a> <a href="mailto:lammich@in.tum.de">📧</a> and <a href="../../authors/bauereiss">Thomas Bauereiss</a> <a href="mailto:thomas@bauereiss.name">📧</a></div>
   <span class="date">
     Aug 16
   </span>
 </article>
 
 
 <h3 class="head">2020</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/AI_Planning_Languages_Semantics.html">AI Planning Languages Semantics</a></h5> <br>by <a href="../../authors/abdulaziz">Mohammad Abdulaziz</a> <a href="http://home.in.tum.de/~mansour/">🌐</a> and <a href="../../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a></div>
   <span class="date">
     Oct 29
   </span>
 </article>
 
 
 <h3 class="head">2019</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/VerifyThis2019.html">VerifyThis 2019 -- Polished Isabelle Solutions</a></h5> <br>by <a href="../../authors/lammich">Peter Lammich</a> and <a href="../../authors/wimmer">Simon Wimmer</a> <a href="http://home.in.tum.de/~wimmers/">🌐</a></div>
   <span class="date">
     Oct 16
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Prim_Dijkstra_Simple.html">Purely Functional, Simple, and Efficient Implementation of Prim and Dijkstra</a></h5> <br>by <a href="../../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a> and <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a></div>
+    <h5><a class="title" href="../../entries/Prim_Dijkstra_Simple.html">Purely Functional, Simple, and Efficient Implementation of Prim and Dijkstra</a></h5> <br>by <a href="../../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a> and <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a></div>
   <span class="date">
     Jun 25
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Priority_Search_Trees.html">Priority Search Trees</a></h5> <br>by <a href="../../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a> and <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a></div>
+    <h5><a class="title" href="../../entries/Priority_Search_Trees.html">Priority Search Trees</a></h5> <br>by <a href="../../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a> and <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a></div>
   <span class="date">
     Jun 25
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Kruskal.html">Kruskal&#39;s Algorithm for Minimum Spanning Forest</a></h5> <br>by <a href="../../authors/haslbeckm">Maximilian P. L. Haslbeck</a> <a href="http://in.tum.de/~haslbema/">🌐</a>, <a href="../../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a> and <a href="../../authors/biendarra">Julian Biendarra</a></div>
   <span class="date">
     Feb 14
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/IMP2.html">IMP2 – Simple Program Verification in Isabelle/HOL</a></h5> <br>by <a href="../../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a> and <a href="../../authors/wimmer">Simon Wimmer</a> <a href="http://in.tum.de/~wimmers">🌐</a></div>
+    <h5><a class="title" href="../../entries/IMP2.html">IMP2 – Simple Program Verification in Isabelle/HOL</a></h5> <br>by <a href="../../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a> and <a href="../../authors/wimmer">Simon Wimmer</a> <a href="http://home.in.tum.de/~wimmers/">🌐</a></div>
   <span class="date">
     Jan 15
   </span>
 </article>
 
 
 <h3 class="head">2018</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/VerifyThis2018.html">VerifyThis 2018 - Polished Isabelle Solutions</a></h5> <br>by <a href="../../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a> and <a href="../../authors/wimmer">Simon Wimmer</a> <a href="http://in.tum.de/~wimmers">🌐</a></div>
+    <h5><a class="title" href="../../entries/VerifyThis2018.html">VerifyThis 2018 - Polished Isabelle Solutions</a></h5> <br>by <a href="../../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a> and <a href="../../authors/wimmer">Simon Wimmer</a> <a href="http://home.in.tum.de/~wimmers/">🌐</a></div>
   <span class="date">
     Apr 27
   </span>
 </article>
 
 
 <h3 class="head">2017</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Knuth_Morris_Pratt.html">The string search algorithm by Knuth, Morris and Pratt</a></h5> <br>by <a href="../../authors/hellauer">Fabian Hellauer</a> <a href="mailto:hellauer@in.tum.de">📧</a> and <a href="../../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a></div>
   <span class="date">
     Dec 18
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Prpu_Maxflow.html">Formalizing Push-Relabel Algorithms</a></h5> <br>by <a href="../../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a> and <a href="../../authors/sefidgar">S. Reza Sefidgar</a></div>
   <span class="date">
     Jun 01
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Flow_Networks.html">Flow Networks and the Min-Cut-Max-Flow Theorem</a></h5> <br>by <a href="../../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a> and <a href="../../authors/sefidgar">S. Reza Sefidgar</a></div>
   <span class="date">
     Jun 01
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Floyd_Warshall.html">The Floyd-Warshall Algorithm for Shortest Paths</a></h5> <br>by <a href="../../authors/wimmer">Simon Wimmer</a> <a href="http://in.tum.de/~wimmers">🌐</a> and <a href="../../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a></div>
+    <h5><a class="title" href="../../entries/Floyd_Warshall.html">The Floyd-Warshall Algorithm for Shortest Paths</a></h5> <br>by <a href="../../authors/wimmer">Simon Wimmer</a> <a href="http://home.in.tum.de/~wimmers/">🌐</a> and <a href="../../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a></div>
   <span class="date">
     May 08
   </span>
 </article>
 
 
 <h3 class="head">2016</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/EdmondsKarp_Maxflow.html">Formalizing the Edmonds-Karp Algorithm</a></h5> <br>by <a href="../../authors/lammich">Peter Lammich</a> <a href="mailto:lammich@in.tum.de">📧</a> and <a href="../../authors/sefidgar">S. Reza Sefidgar</a></div>
   <span class="date">
     Aug 12
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Refine_Imperative_HOL.html">The Imperative Refinement Framework</a></h5> <br>by <a href="../../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a></div>
   <span class="date">
     Aug 08
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/DFS_Framework.html">A Framework for Verifying Depth-First Search Algorithms</a></h5> <br>by <a href="../../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a> and <a href="../../authors/neumann">René Neumann</a> <a href="mailto:neumannr@in.tum.de">📧</a></div>
+    <h5><a class="title" href="../../entries/DFS_Framework.html">A Framework for Verifying Depth-First Search Algorithms</a></h5> <br>by <a href="../../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a> and <a href="../../authors/neumann">René Neumann</a> <a href="mailto:rene.neumann@in.tum.de">📧</a></div>
   <span class="date">
     Jul 05
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/ROBDD.html">Algorithms for Reduced Ordered Binary Decision Diagrams</a></h5> <br>by <a href="../../authors/michaelis">Julius Michaelis</a> <a href="http://liftm.de">🌐</a>, <a href="../../authors/haslbeck">Max W. Haslbeck</a> <a href="http://cl-informatik.uibk.ac.at/users/mhaslbeck//">🌐</a>, <a href="../../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a> and <a href="../../authors/hupel">Lars Hupel</a> <a href="https://www21.in.tum.de/~hupel/">🌐</a></div>
+    <h5><a class="title" href="../../entries/ROBDD.html">Algorithms for Reduced Ordered Binary Decision Diagrams</a></h5> <br>by <a href="../../authors/michaelis">Julius Michaelis</a> <a href="http://liftm.de/">🌐</a>, <a href="../../authors/haslbeck">Max W. Haslbeck</a> <a href="http://cl-informatik.uibk.ac.at/users/mhaslbeck/">🌐</a>, <a href="../../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a> and <a href="../../authors/hupel">Lars Hupel</a> <a href="https://www21.in.tum.de/~hupel/">🌐</a></div>
   <span class="date">
     Apr 27
   </span>
 </article>
 
 
 <h3 class="head">2014</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Gabow_SCC.html">Verified Efficient Implementation of Gabow&#39;s Strongly Connected Components Algorithm</a></h5> <br>by <a href="../../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a></div>
   <span class="date">
     May 28
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/CAVA_Automata.html">The CAVA Automata Library</a></h5> <br>by <a href="../../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a></div>
   <span class="date">
     May 28
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/LTL_to_GBA.html">Converting Linear-Time Temporal Logic to Generalized Büchi Automata</a></h5> <br>by <a href="../../authors/schimpf">Alexander Schimpf</a> <a href="mailto:schimpfa@informatik.uni-freiburg.de">📧</a> and <a href="../../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a></div>
   <span class="date">
     May 28
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/CAVA_LTL_Modelchecker.html">A Fully Verified Executable LTL Model Checker</a></h5> <br>by <a href="../../authors/esparza">Javier Esparza</a> <a href="https://www7.in.tum.de/~esparza/">🌐</a>, <a href="../../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a>, <a href="../../authors/neumann">René Neumann</a> <a href="mailto:rene.neumann@in.tum.de">📧</a>, <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a>, <a href="../../authors/schimpf">Alexander Schimpf</a> <a href="mailto:schimpfa@informatik.uni-freiburg.de">📧</a> and <a href="../../authors/smaus">Jan-Georg Smaus</a> <a href="http://www.irit.fr/~Jan-Georg.Smaus">🌐</a></div>
+    <h5><a class="title" href="../../entries/CAVA_LTL_Modelchecker.html">A Fully Verified Executable LTL Model Checker</a></h5> <br>by <a href="../../authors/esparza">Javier Esparza</a> <a href="https://www7.in.tum.de/~esparza/">🌐</a>, <a href="../../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a>, <a href="../../authors/neumann">René Neumann</a> <a href="mailto:rene.neumann@in.tum.de">📧</a>, <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a>, <a href="../../authors/schimpf">Alexander Schimpf</a> <a href="mailto:schimpfa@informatik.uni-freiburg.de">📧</a> and <a href="../../authors/smaus">Jan-Georg Smaus</a> <a href="http://www.irit.fr/~Jan-Georg.Smaus">🌐</a></div>
   <span class="date">
     May 28
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Bounded_Deducibility_Security.html">Bounded-Deducibility Security</a></h5> <br>by <a href="../../authors/popescu">Andrei Popescu</a> <a href="https://www.andreipopescu.uk">🌐</a>, <a href="../../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a> and <a href="../../authors/bauereiss">Thomas Bauereiss</a> <a href="mailto:thomas@bauereiss.name">📧</a></div>
   <span class="date">
     Apr 22
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/HyperCTL.html">A shallow embedding of HyperCTL*</a></h5> <br>by <a href="../../authors/rabe">Markus N. Rabe</a> <a href="http://www.react.uni-saarland.de/people/rabe.html">🌐</a>, <a href="../../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a> and <a href="../../authors/popescu">Andrei Popescu</a> <a href="https://www.andreipopescu.uk">🌐</a></div>
   <span class="date">
     Apr 16
   </span>
 </article>
 
 
 <h3 class="head">2013</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Automatic_Refinement.html">Automatic Data Refinement</a></h5> <br>by <a href="../../authors/lammich">Peter Lammich</a> <a href="mailto:lammich@in.tum.de">📧</a></div>
   <span class="date">
     Oct 02
   </span>
 </article>
 
 
 <h3 class="head">2012</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Separation_Logic_Imperative_HOL.html">A Separation Logic Framework for Imperative HOL</a></h5> <br>by <a href="../../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a> and <a href="../../authors/meis">Rene Meis</a> <a href="mailto:rene.meis@uni-due.de">📧</a></div>
   <span class="date">
     Nov 14
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Refine_Monadic.html">Refinement for Monadic Programs</a></h5> <br>by <a href="../../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a></div>
   <span class="date">
     Jan 30
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Dijkstra_Shortest_Path.html">Dijkstra&#39;s Shortest Path Algorithm</a></h5> <br>by <a href="../../authors/nordhoff">Benedikt Nordhoff</a> <a href="mailto:b.n@wwu.de">📧</a> and <a href="../../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a></div>
   <span class="date">
     Jan 30
   </span>
 </article>
 
 
 <h3 class="head">2010</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Finger-Trees.html">Finger Trees</a></h5> <br>by <a href="../../authors/nordhoff">Benedikt Nordhoff</a> <a href="mailto:b_nord01@uni-muenster.de">📧</a>, <a href="../../authors/koerner">Stefan Körner</a> <a href="mailto:s_koer03@uni-muenster.de">📧</a> and <a href="../../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a></div>
   <span class="date">
     Oct 28
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Binomial-Heaps.html">Binomial Heaps and Skew Binomial Heaps</a></h5> <br>by <a href="../../authors/meis">Rene Meis</a> <a href="mailto:rene.meis@uni-muenster.de">📧</a>, <a href="../../authors/nielsen">Finn Nielsen</a> <a href="mailto:finn.nielsen@uni-muenster.de">📧</a> and <a href="../../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a></div>
   <span class="date">
     Oct 28
   </span>
 </article>
 
 
 <h3 class="head">2009</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Tree-Automata.html">Tree Automata</a></h5> <br>by <a href="../../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a></div>
   <span class="date">
     Nov 25
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Collections.html">Collections Framework</a></h5> <br>by <a href="../../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a></div>
   <span class="date">
     Nov 25
   </span>
 </article>
 
 
 <h3 class="head">2007</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Program-Conflict-Analysis.html">Formalization of Conflict Analysis of Programs with Procedures, Thread Creation, and Monitors</a></h5> <br>by <a href="../../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a> and <a href="../../authors/olm">Markus Müller-Olm</a> <a href="http://cs.uni-muenster.de/u/mmo/">🌐</a></div>
   <span class="date">
     Dec 14
   </span>
 </article>
 
 
 
 
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 <h2>Entries</h2><h3 class="head">2014</h3><article class="entry">
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-    <h5><a class="title" href="../../entries/CISC-Kernel.html">Formal Specification of a Generic Separation Kernel</a></h5> <br>by <a href="../../authors/verbeek">Freek Verbeek</a> <a href="mailto:Freek.Verbeek@ou.nl">📧</a>, <a href="../../authors/tverdyshev">Sergey Tverdyshev</a> <a href="mailto:stv@sysgo.com">📧</a>, <a href="../../authors/havle">Oto Havle</a> <a href="mailto:oha@sysgo.com">📧</a>, <a href="../../authors/blasum">Holger Blasum</a> <a href="mailto:holger.blasum@sysgo.com">📧</a>, <a href="../../authors/langenstein">Bruno Langenstein</a> <a href="mailto:langenstein@dfki.de">📧</a>, <a href="../../authors/stephan">Werner Stephan</a> <a href="mailto:stephan@dfki.de">📧</a>, <a href="../../authors/nemouchi">Yakoub Nemouchi</a> <a href="mailto:nemouchi@lri.fr">📧</a>, <a href="../../authors/feliachi">Abderrahmane Feliachi</a> <a href="mailto:abderrahmane.feliachi@lri.fr">📧</a>, <a href="../../authors/wolff">Burkhart Wolff</a> <a href="mailto:wolff@lri.fr">📧</a> and <a href="../../authors/schmaltz">Julien Schmaltz</a> <a href="mailto:Julien.Schmaltz@ou.nl">📧</a></div>
+    <h5><a class="title" href="../../entries/CISC-Kernel.html">Formal Specification of a Generic Separation Kernel</a></h5> <br>by <a href="../../authors/verbeek">Freek Verbeek</a> <a href="mailto:Freek.Verbeek@ou.nl">📧</a>, <a href="../../authors/tverdyshev">Sergey Tverdyshev</a> <a href="mailto:stv@sysgo.com">📧</a>, <a href="../../authors/havle">Oto Havle</a> <a href="mailto:oha@sysgo.com">📧</a>, <a href="../../authors/blasum">Holger Blasum</a> <a href="mailto:holger.blasum@sysgo.com">📧</a>, <a href="../../authors/langenstein">Bruno Langenstein</a> <a href="mailto:langenstein@dfki.de">📧</a>, <a href="../../authors/stephan">Werner Stephan</a> <a href="mailto:stephan@dfki.de">📧</a>, <a href="../../authors/nemouchi">Yakoub Nemouchi</a> <a href="mailto:nemouchi@lri.fr">📧</a>, <a href="../../authors/feliachi">Abderrahmane Feliachi</a> <a href="mailto:abderrahmane.feliachi@lri.fr">📧</a>, <a href="../../authors/wolff">Burkhart Wolff</a> <a href="mailto:burkhart.wolff@lri.fr">📧</a> and <a href="../../authors/schmaltz">Julien Schmaltz</a> <a href="mailto:Julien.Schmaltz@ou.nl">📧</a></div>
   <span class="date">
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+<ul><li><a href="https://www.cl.cam.ac.uk/~wl302/">https://www.cl.cam.ac.uk/~wl302/</a></li></ul>
 
 
 
 <h2>Entries</h2><h3 class="head">2021</h3><article class="entry">
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     <h5><a class="title" href="../../entries/Three_Circles.html">The Theorem of Three Circles</a></h5> <br>by <a href="../../authors/thomson">Fox Thomson</a> <a href="mailto:foxthomson0@gmail.com">📧</a> and <a href="../../authors/li">Wenda Li</a> <a href="https://www.cl.cam.ac.uk/~wl302/">🌐</a></div>
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     <h5><a class="title" href="../../entries/Grothendieck_Schemes.html">Grothendieck&#39;s Schemes in Algebraic Geometry</a></h5> <br>by <a href="../../authors/bordg">Anthony Bordg</a> <a href="https://sites.google.com/site/anthonybordg/">🌐</a>, <a href="../../authors/paulson">Lawrence C. Paulson</a> <a href="https://www.cl.cam.ac.uk/~lp15/">🌐</a> and <a href="../../authors/li">Wenda Li</a> <a href="https://www.cl.cam.ac.uk/~wl302/">🌐</a></div>
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 <h3 class="head">2020</h3><article class="entry">
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     <h5><a class="title" href="../../entries/Irrational_Series_Erdos_Straus.html">Irrationality Criteria for Series by Erdős and Straus</a></h5> <br>by <a href="../../authors/argyraki">Angeliki Koutsoukou-Argyraki</a> <a href="https://www.cl.cam.ac.uk/~ak2110/">🌐</a> and <a href="../../authors/li">Wenda Li</a> <a href="https://www.cl.cam.ac.uk/~wl302/">🌐</a></div>
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 <h3 class="head">2019</h3><article class="entry">
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     <h5><a class="title" href="../../entries/Transcendence_Series_Hancl_Rucki.html">The Transcendence of Certain Infinite Series</a></h5> <br>by <a href="../../authors/argyraki">Angeliki Koutsoukou-Argyraki</a> <a href="https://www.cl.cam.ac.uk/~ak2110/">🌐</a> and <a href="../../authors/li">Wenda Li</a> <a href="https://www.cl.cam.ac.uk/~wl302/">🌐</a></div>
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 <h3 class="head">2018</h3><article class="entry">
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     <h5><a class="title" href="../../entries/Budan_Fourier.html">The Budan-Fourier Theorem and Counting Real Roots with Multiplicity</a></h5> <br>by <a href="../../authors/li">Wenda Li</a> <a href="https://www.cl.cam.ac.uk/~wl302/">🌐</a></div>
   <span class="date">
     Sep 02
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 </article>
 <article class="entry">
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-    <h5><a class="title" href="../../entries/Irrationality_J_Hancl.html">Irrational Rapidly Convergent Series</a></h5> <br>by <a href="../../authors/argyraki">Angeliki Koutsoukou-Argyraki</a> <a href="http://www.cl.cam.ac.uk/~ak2110/">🌐</a> and <a href="../../authors/li">Wenda Li</a> <a href="http://www.cl.cam.ac.uk/~wl302/">🌐</a></div>
+    <h5><a class="title" href="../../entries/Irrationality_J_Hancl.html">Irrational Rapidly Convergent Series</a></h5> <br>by <a href="../../authors/argyraki">Angeliki Koutsoukou-Argyraki</a> <a href="https://www.cl.cam.ac.uk/~ak2110/">🌐</a> and <a href="../../authors/li">Wenda Li</a> <a href="https://www.cl.cam.ac.uk/~wl302/">🌐</a></div>
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 <h3 class="head">2017</h3><article class="entry">
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     <h5><a class="title" href="../../entries/Winding_Number_Eval.html">Evaluate Winding Numbers through Cauchy Indices</a></h5> <br>by <a href="../../authors/li">Wenda Li</a> <a href="https://www.cl.cam.ac.uk/~wl302/">🌐</a></div>
   <span class="date">
     Oct 17
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 </article>
 <article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Count_Complex_Roots.html">Count the Number of Complex Roots</a></h5> <br>by <a href="../../authors/li">Wenda Li</a> <a href="https://www.cl.cam.ac.uk/~wl302/">🌐</a></div>
   <span class="date">
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 <h3 class="head">2014</h3><article class="entry">
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     <h5><a class="title" href="../../entries/Sturm_Tarski.html">The Sturm-Tarski Theorem</a></h5> <br>by <a href="../../authors/li">Wenda Li</a> <a href="https://www.cl.cam.ac.uk/~wl302/">🌐</a></div>
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     <h5><a class="title" href="../../entries/Koenigsberg_Friendship.html">The Königsberg Bridge Problem and the Friendship Theorem</a></h5> <br>by <a href="../../authors/li">Wenda Li</a> <a href="https://www.cl.cam.ac.uk/~wl302/">🌐</a></div>
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-<ul><li><a href="http://www.andreas-lochbihler.de">http://www.andreas-lochbihler.de</a></li><li><a href="http://www.andreas-lochbihler.de/">http://www.andreas-lochbihler.de/</a></li></ul>
+<ul><li><a href="http://www.andreas-lochbihler.de/">http://www.andreas-lochbihler.de/</a></li></ul>
 
 
 
 <h2>Entries</h2><h3 class="head">2021</h3><article class="entry">
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-    <h5><a class="title" href="../../entries/Constructive_Cryptography_CM.html">Constructive Cryptography in HOL: the Communication Modeling Aspect</a></h5> <br>by <a href="../../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de">🌐</a> and <a href="../../authors/sefidgar">S. Reza Sefidgar</a></div>
+    <h5><a class="title" href="../../entries/Constructive_Cryptography_CM.html">Constructive Cryptography in HOL: the Communication Modeling Aspect</a></h5> <br>by <a href="../../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de/">🌐</a> and <a href="../../authors/sefidgar">S. Reza Sefidgar</a></div>
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 <h3 class="head">2020</h3><article class="entry">
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-    <h5><a class="title" href="../../entries/ADS_Functor.html">Authenticated Data Structures As Functors</a></h5> <br>by <a href="../../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de">🌐</a> and <a href="../../authors/maric">Ognjen Marić</a> <a href="mailto:ogi.afp@mynosefroze.com">📧</a></div>
+    <h5><a class="title" href="../../entries/ADS_Functor.html">Authenticated Data Structures As Functors</a></h5> <br>by <a href="../../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de/">🌐</a> and <a href="../../authors/maric">Ognjen Marić</a> <a href="mailto:ogi.afp@mynosefroze.com">📧</a></div>
   <span class="date">
     Apr 16
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 <h3 class="head">2019</h3><article class="entry">
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-    <h5><a class="title" href="../../entries/Sigma_Commit_Crypto.html">Sigma Protocols and Commitment Schemes</a></h5> <br>by <a href="../../authors/butler">David Butler</a> <a href="https://www.turing.ac.uk/people/doctoral-students/david-butler">🌐</a> and <a href="../../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de">🌐</a></div>
+    <h5><a class="title" href="../../entries/Sigma_Commit_Crypto.html">Sigma Protocols and Commitment Schemes</a></h5> <br>by <a href="../../authors/butler">David Butler</a> <a href="https://www.turing.ac.uk/people/doctoral-students/david-butler">🌐</a> and <a href="../../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de/">🌐</a></div>
   <span class="date">
     Oct 07
   </span>
 </article>
 
 
 <h3 class="head">2018</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Constructive_Cryptography.html">Constructive Cryptography in HOL</a></h5> <br>by <a href="../../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de/">🌐</a> and <a href="../../authors/sefidgar">S. Reza Sefidgar</a></div>
   <span class="date">
     Dec 17
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/BNF_CC.html">Bounded Natural Functors with Covariance and Contravariance</a></h5> <br>by <a href="../../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de">🌐</a> and <a href="../../authors/schneider">Joshua Schneider</a> <a href="mailto:joshua.schneider@inf.ethz.ch">📧</a></div>
+    <h5><a class="title" href="../../entries/BNF_CC.html">Bounded Natural Functors with Covariance and Contravariance</a></h5> <br>by <a href="../../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de/">🌐</a> and <a href="../../authors/schneider">Joshua Schneider</a> <a href="mailto:joshua.schneider@inf.ethz.ch">📧</a></div>
   <span class="date">
     Apr 24
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 <h3 class="head">2017</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Probabilistic_While.html">Probabilistic while loop</a></h5> <br>by <a href="../../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de">🌐</a></div>
-  <span class="date">
-    May 05
-  </span>
-</article>
-<article class="entry">
-  <div class="item-text">
-    <h5><a class="title" href="../../entries/Monad_Normalisation.html">Monad normalisation</a></h5> <br>by <a href="../../authors/schneider">Joshua Schneider</a>, <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a> and <a href="../../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de">🌐</a></div>
+    <h5><a class="title" href="../../entries/Probabilistic_While.html">Probabilistic while loop</a></h5> <br>by <a href="../../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de/">🌐</a></div>
   <span class="date">
     May 05
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 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Game_Based_Crypto.html">Game-based cryptography in HOL</a></h5> <br>by <a href="../../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de">🌐</a>, <a href="../../authors/sefidgar">S. Reza Sefidgar</a> and <a href="../../authors/bhatt">Bhargav Bhatt</a> <a href="mailto:bhargav.bhatt@inf.ethz.ch">📧</a></div>
+    <h5><a class="title" href="../../entries/Monad_Normalisation.html">Monad normalisation</a></h5> <br>by <a href="../../authors/schneider">Joshua Schneider</a>, <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a> and <a href="../../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de/">🌐</a></div>
   <span class="date">
     May 05
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Monomorphic_Monad.html">Effect polymorphism in higher-order logic</a></h5> <br>by <a href="../../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de">🌐</a></div>
+    <h5><a class="title" href="../../entries/Game_Based_Crypto.html">Game-based cryptography in HOL</a></h5> <br>by <a href="../../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de/">🌐</a>, <a href="../../authors/sefidgar">S. Reza Sefidgar</a> and <a href="../../authors/bhatt">Bhargav Bhatt</a> <a href="mailto:bhargav.bhatt@inf.ethz.ch">📧</a></div>
   <span class="date">
     May 05
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/CryptHOL.html">CryptHOL</a></h5> <br>by <a href="../../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de">🌐</a></div>
+    <h5><a class="title" href="../../entries/Monomorphic_Monad.html">Effect polymorphism in higher-order logic</a></h5> <br>by <a href="../../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de/">🌐</a></div>
+  <span class="date">
+    May 05
+  </span>
+</article>
+<article class="entry">
+  <div class="item-text">
+    <h5><a class="title" href="../../entries/CryptHOL.html">CryptHOL</a></h5> <br>by <a href="../../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de/">🌐</a></div>
   <span class="date">
     May 05
   </span>
 </article>
 
 
 <h3 class="head">2016</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/MFMC_Countable.html">A Formal Proof of the Max-Flow Min-Cut Theorem for Countable Networks</a></h5> <br>by <a href="../../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de">🌐</a></div>
+    <h5><a class="title" href="../../entries/MFMC_Countable.html">A Formal Proof of the Max-Flow Min-Cut Theorem for Countable Networks</a></h5> <br>by <a href="../../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de/">🌐</a></div>
   <span class="date">
     May 09
   </span>
 </article>
 
 
 <h3 class="head">2015</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Stern_Brocot.html">The Stern-Brocot Tree</a></h5> <br>by <a href="../../authors/gammie">Peter Gammie</a> <a href="http://peteg.org">🌐</a> and <a href="../../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de">🌐</a></div>
+    <h5><a class="title" href="../../entries/Stern_Brocot.html">The Stern-Brocot Tree</a></h5> <br>by <a href="../../authors/gammie">Peter Gammie</a> <a href="http://peteg.org">🌐</a> and <a href="../../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de/">🌐</a></div>
   <span class="date">
     Dec 22
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Applicative_Lifting.html">Applicative Lifting</a></h5> <br>by <a href="../../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de">🌐</a> and <a href="../../authors/schneider">Joshua Schneider</a></div>
+    <h5><a class="title" href="../../entries/Applicative_Lifting.html">Applicative Lifting</a></h5> <br>by <a href="../../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de/">🌐</a> and <a href="../../authors/schneider">Joshua Schneider</a></div>
   <span class="date">
     Dec 22
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Probabilistic_System_Zoo.html">A Zoo of Probabilistic Systems</a></h5> <br>by <a href="../../authors/hoelzl">Johannes Hölzl</a> <a href="http://in.tum.de/~hoelzl">🌐</a>, <a href="../../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de">🌐</a> and <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io">🌐</a></div>
+    <h5><a class="title" href="../../entries/Probabilistic_System_Zoo.html">A Zoo of Probabilistic Systems</a></h5> <br>by <a href="../../authors/hoelzl">Johannes Hölzl</a> <a href="http://home.in.tum.de/~hoelzl">🌐</a>, <a href="../../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de/">🌐</a> and <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io/">🌐</a></div>
   <span class="date">
     May 27
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Trie.html">Trie</a></h5> <br>by <a href="../../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de">🌐</a> and <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a></div>
+    <h5><a class="title" href="../../entries/Trie.html">Trie</a></h5> <br>by <a href="../../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de/">🌐</a> and <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a></div>
   <span class="date">
     Mar 30
   </span>
 </article>
 
 
 <h3 class="head">2014</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Stream_Fusion_Code.html">Stream Fusion in HOL with Code Generation</a></h5> <br>by <a href="../../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de">🌐</a> and <a href="../../authors/maximova">Alexandra Maximova</a> <a href="mailto:amaximov@student.ethz.ch">📧</a></div>
+    <h5><a class="title" href="../../entries/Stream_Fusion_Code.html">Stream Fusion in HOL with Code Generation</a></h5> <br>by <a href="../../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de/">🌐</a> and <a href="../../authors/maximova">Alexandra Maximova</a> <a href="mailto:amaximov@student.ethz.ch">📧</a></div>
   <span class="date">
     Oct 10
   </span>
 </article>
 
 
 <h3 class="head">2013</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Native_Word.html">Native Word</a></h5> <br>by <a href="../../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de">🌐</a></div>
+    <h5><a class="title" href="../../entries/Native_Word.html">Native Word</a></h5> <br>by <a href="../../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de/">🌐</a></div>
   <span class="date">
     Sep 17
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Containers.html">Light-weight Containers</a></h5> <br>by <a href="../../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de">🌐</a></div>
+    <h5><a class="title" href="../../entries/Containers.html">Light-weight Containers</a></h5> <br>by <a href="../../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de/">🌐</a></div>
   <span class="date">
     Apr 15
   </span>
 </article>
 
 
 <h3 class="head">2010</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Polynomials.html">Executable Multivariate Polynomials</a></h5> <br>by <a href="../../authors/sternagel">Christian Sternagel</a> <a href="mailto:c.sternagel@gmail.com">📧</a>, <a href="../../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/~thiemann">🌐</a>, <a href="../../authors/maletzky">Alexander Maletzky</a> <a href="https://risc.jku.at/m/alexander-maletzky/">🌐</a>, <a href="../../authors/immler">Fabian Immler</a> <a href="http://www21.in.tum.de/~immler">🌐</a>, <a href="../../authors/haftmann">Florian Haftmann</a> <a href="http://isabelle.in.tum.de/~haftmann">🌐</a>, <a href="../../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de">🌐</a> and <a href="../../authors/bentkamp">Alexander Bentkamp</a> <a href="mailto:bentkamp@gmail.com">📧</a></div>
+    <h5><a class="title" href="../../entries/Polynomials.html">Executable Multivariate Polynomials</a></h5> <br>by <a href="../../authors/sternagel">Christian Sternagel</a> <a href="mailto:c.sternagel@gmail.com">📧</a>, <a href="../../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/users/thiemann/">🌐</a>, <a href="../../authors/maletzky">Alexander Maletzky</a> <a href="https://risc.jku.at/m/alexander-maletzky/">🌐</a>, <a href="../../authors/immler">Fabian Immler</a> <a href="https://home.in.tum.de/~immler/">🌐</a>, <a href="../../authors/haftmann">Florian Haftmann</a> <a href="http://isabelle.in.tum.de/~haftmann">🌐</a>, <a href="../../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de/">🌐</a> and <a href="../../authors/bentkamp">Alexander Bentkamp</a> <a href="mailto:bentkamp@gmail.com">📧</a></div>
   <span class="date">
     Aug 10
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Coinductive.html">Coinductive</a></h5> <br>by <a href="../../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de">🌐</a></div>
+    <h5><a class="title" href="../../entries/Coinductive.html">Coinductive</a></h5> <br>by <a href="../../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de/">🌐</a></div>
   <span class="date">
     Feb 12
   </span>
 </article>
 
 
 <h3 class="head">2009</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/FinFun.html">Code Generation for Functions as Data</a></h5> <br>by <a href="../../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de">🌐</a></div>
+    <h5><a class="title" href="../../entries/FinFun.html">Code Generation for Functions as Data</a></h5> <br>by <a href="../../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de/">🌐</a></div>
   <span class="date">
     May 06
   </span>
 </article>
 
 
 <h3 class="head">2007</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/JinjaThreads.html">Jinja with Threads</a></h5> <br>by <a href="../../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de">🌐</a></div>
+    <h5><a class="title" href="../../entries/JinjaThreads.html">Jinja with Threads</a></h5> <br>by <a href="../../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de/">🌐</a></div>
   <span class="date">
     Dec 03
   </span>
 </article>
 
 
 
 
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   </div>
 </body>
 
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   <h1 >
     <span class='first'>A</span>lexander <span class='first'>M</span>aletzky</h1>
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 <h2>Homepages 🌐</h2>
 <ul><li><a href="https://risc.jku.at/m/alexander-maletzky/">https://risc.jku.at/m/alexander-maletzky/</a></li></ul>
 
 
 
 <h2>Entries</h2><h3 class="head">2019</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Nullstellensatz.html">Hilbert&#39;s Nullstellensatz</a></h5> <br>by <a href="../../authors/maletzky">Alexander Maletzky</a> <a href="https://risc.jku.at/m/alexander-maletzky/">🌐</a></div>
   <span class="date">
     Jun 16
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 </article>
 <article class="entry">
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     <h5><a class="title" href="../../entries/Groebner_Macaulay.html">Gröbner Bases, Macaulay Matrices and Dubé&#39;s Degree Bounds</a></h5> <br>by <a href="../../authors/maletzky">Alexander Maletzky</a> <a href="https://risc.jku.at/m/alexander-maletzky/">🌐</a></div>
   <span class="date">
     Jun 15
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 <h3 class="head">2018</h3><article class="entry">
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     <h5><a class="title" href="../../entries/Signature_Groebner.html">Signature-Based Gröbner Basis Algorithms</a></h5> <br>by <a href="../../authors/maletzky">Alexander Maletzky</a> <a href="https://risc.jku.at/m/alexander-maletzky/">🌐</a></div>
   <span class="date">
     Sep 20
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 </article>
 
 
 <h3 class="head">2016</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Groebner_Bases.html">Gröbner Bases Theory</a></h5> <br>by <a href="../../authors/immler">Fabian Immler</a> <a href="http://www21.in.tum.de/~immler">🌐</a> and <a href="../../authors/maletzky">Alexander Maletzky</a> <a href="https://risc.jku.at/m/alexander-maletzky/">🌐</a></div>
+    <h5><a class="title" href="../../entries/Groebner_Bases.html">Gröbner Bases Theory</a></h5> <br>by <a href="../../authors/immler">Fabian Immler</a> <a href="https://home.in.tum.de/~immler/">🌐</a> and <a href="../../authors/maletzky">Alexander Maletzky</a> <a href="https://risc.jku.at/m/alexander-maletzky/">🌐</a></div>
   <span class="date">
     May 02
   </span>
 </article>
 
 
 <h3 class="head">2010</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Polynomials.html">Executable Multivariate Polynomials</a></h5> <br>by <a href="../../authors/sternagel">Christian Sternagel</a> <a href="mailto:c.sternagel@gmail.com">📧</a>, <a href="../../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/~thiemann">🌐</a>, <a href="../../authors/maletzky">Alexander Maletzky</a> <a href="https://risc.jku.at/m/alexander-maletzky/">🌐</a>, <a href="../../authors/immler">Fabian Immler</a> <a href="http://www21.in.tum.de/~immler">🌐</a>, <a href="../../authors/haftmann">Florian Haftmann</a> <a href="http://isabelle.in.tum.de/~haftmann">🌐</a>, <a href="../../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de">🌐</a> and <a href="../../authors/bentkamp">Alexander Bentkamp</a> <a href="mailto:bentkamp@gmail.com">📧</a></div>
+    <h5><a class="title" href="../../entries/Polynomials.html">Executable Multivariate Polynomials</a></h5> <br>by <a href="../../authors/sternagel">Christian Sternagel</a> <a href="mailto:c.sternagel@gmail.com">📧</a>, <a href="../../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/users/thiemann/">🌐</a>, <a href="../../authors/maletzky">Alexander Maletzky</a> <a href="https://risc.jku.at/m/alexander-maletzky/">🌐</a>, <a href="../../authors/immler">Fabian Immler</a> <a href="https://home.in.tum.de/~immler/">🌐</a>, <a href="../../authors/haftmann">Florian Haftmann</a> <a href="http://isabelle.in.tum.de/~haftmann">🌐</a>, <a href="../../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de/">🌐</a> and <a href="../../authors/bentkamp">Alexander Bentkamp</a> <a href="mailto:bentkamp@gmail.com">📧</a></div>
   <span class="date">
     Aug 10
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   <h1 >
     <span class='first'>H</span>eiko <span class='first'>M</span>antel</h1>
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 <h2>E-Mails 📧</h2>
 <ul><li><a href="mailto:mantel@mais.informatik.tu-darmstadt.de">mantel@mais.informatik.tu-darmstadt.de</a></li></ul>
 
 
 <h2>Entries</h2><h3 class="head">2018</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Modular_Assembly_Kit_Security.html">An Isabelle/HOL Formalization of the Modular Assembly Kit for Security Properties</a></h5> <br>by <a href="../../authors/bracevac">Oliver Bračevac</a> <a href="mailto:bracevac@st.informatik.tu-darmstadt.de">📧</a>, <a href="../../authors/gay">Richard Gay</a> <a href="mailto:gay@mais.informatik.tu-darmstadt.de">📧</a>, <a href="../../authors/grewe">Sylvia Grewe</a> <a href="mailto:grewe@st.informatik.tu-darmstadt.de">📧</a>, <a href="../../authors/mantel">Heiko Mantel</a> <a href="mailto:mantel@mais.informatik.tu-darmstadt.de">📧</a>, <a href="../../authors/sudbrock">Henning Sudbrock</a> <a href="mailto:sudbrock@mais.informatik.tu-darmstadt.de">📧</a> and <a href="../../authors/tasch">Markus Tasch</a> <a href="mailto:tasch@mais.informatik.tu-darmstadt.de">📧</a></div>
+    <h5><a class="title" href="../../entries/Modular_Assembly_Kit_Security.html">An Isabelle/HOL Formalization of the Modular Assembly Kit for Security Properties</a></h5> <br>by <a href="../../authors/bracevac">Oliver Bračevac</a> <a href="mailto:bracevac@st.informatik.tu-darmstadt.de">📧</a>, <a href="../../authors/gay">Richard Gay</a> <a href="mailto:gay@mais.informatik.tu-darmstadt.de">📧</a>, <a href="../../authors/grewe">Sylvia Grewe</a> <a href="mailto:grewe@cs.tu-darmstadt.de">📧</a>, <a href="../../authors/mantel">Heiko Mantel</a> <a href="mailto:mantel@mais.informatik.tu-darmstadt.de">📧</a>, <a href="../../authors/sudbrock">Henning Sudbrock</a> <a href="mailto:sudbrock@mais.informatik.tu-darmstadt.de">📧</a> and <a href="../../authors/tasch">Markus Tasch</a> <a href="mailto:tasch@mais.informatik.tu-darmstadt.de">📧</a></div>
   <span class="date">
     May 07
   </span>
 </article>
 
 
 <h3 class="head">2014</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Strong_Security.html">A Formalization of Strong Security</a></h5> <br>by <a href="../../authors/grewe">Sylvia Grewe</a> <a href="mailto:grewe@cs.tu-darmstadt.de">📧</a>, <a href="../../authors/lux">Alexander Lux</a> <a href="mailto:lux@mais.informatik.tu-darmstadt.de">📧</a>, <a href="../../authors/mantel">Heiko Mantel</a> <a href="mailto:mantel@mais.informatik.tu-darmstadt.de">📧</a> and <a href="../../authors/sauer">Jens Sauer</a> <a href="mailto:sauer@mais.informatik.tu-darmstadt.de">📧</a></div>
   <span class="date">
     Apr 23
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 </article>
 <article class="entry">
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     <h5><a class="title" href="../../entries/WHATandWHERE_Security.html">A Formalization of Declassification with WHAT-and-WHERE-Security</a></h5> <br>by <a href="../../authors/grewe">Sylvia Grewe</a> <a href="mailto:grewe@cs.tu-darmstadt.de">📧</a>, <a href="../../authors/lux">Alexander Lux</a> <a href="mailto:lux@mais.informatik.tu-darmstadt.de">📧</a>, <a href="../../authors/mantel">Heiko Mantel</a> <a href="mailto:mantel@mais.informatik.tu-darmstadt.de">📧</a> and <a href="../../authors/sauer">Jens Sauer</a> <a href="mailto:sauer@mais.informatik.tu-darmstadt.de">📧</a></div>
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     Apr 23
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 </article>
 <article class="entry">
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     <h5><a class="title" href="../../entries/SIFUM_Type_Systems.html">A Formalization of Assumptions and Guarantees for Compositional Noninterference</a></h5> <br>by <a href="../../authors/grewe">Sylvia Grewe</a> <a href="mailto:grewe@cs.tu-darmstadt.de">📧</a>, <a href="../../authors/mantel">Heiko Mantel</a> <a href="mailto:mantel@mais.informatik.tu-darmstadt.de">📧</a> and <a href="../../authors/schoepe">Daniel Schoepe</a> <a href="mailto:daniel@schoepe.org">📧</a></div>
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-    <h5><a class="title" href="../../entries/ADS_Functor.html">Authenticated Data Structures As Functors</a></h5> <br>by <a href="../../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de">🌐</a> and <a href="../../authors/maric">Ognjen Marić</a> <a href="mailto:ogi.afp@mynosefroze.com">📧</a></div>
+    <h5><a class="title" href="../../entries/ADS_Functor.html">Authenticated Data Structures As Functors</a></h5> <br>by <a href="../../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de/">🌐</a> and <a href="../../authors/maric">Ognjen Marić</a> <a href="mailto:ogi.afp@mynosefroze.com">📧</a></div>
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     <h5><a class="title" href="../../entries/Consensus_Refined.html">Consensus Refined</a></h5> <br>by <a href="../../authors/maric">Ognjen Marić</a> and <a href="../../authors/sprenger">Christoph Sprenger</a> <a href="mailto:sprenger@inf.ethz.ch">📧</a></div>
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-<ul><li><a href="http://www.matf.bg.ac.rs/~filip">http://www.matf.bg.ac.rs/~filip</a></li><li><a href="http://poincare.matf.bg.ac.rs/~filip/">http://poincare.matf.bg.ac.rs/~filip/</a></li></ul>
+<ul><li><a href="http://www.matf.bg.ac.rs/~filip">http://www.matf.bg.ac.rs/~filip</a></li></ul>
 
 
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     <h5><a class="title" href="../../entries/Poincare_Disc.html">Poincaré Disc Model</a></h5> <br>by <a href="../../authors/simic">Danijela Simić</a> <a href="http://poincare.matf.bg.ac.rs/~danijela">🌐</a>, <a href="../../authors/maricf">Filip Marić</a> <a href="http://www.matf.bg.ac.rs/~filip">🌐</a> and <a href="../../authors/boutry">Pierre Boutry</a> <a href="mailto:boutry@unistra.fr">📧</a></div>
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     <h5><a class="title" href="../../entries/Complex_Geometry.html">Complex Geometry</a></h5> <br>by <a href="../../authors/maricf">Filip Marić</a> <a href="http://www.matf.bg.ac.rs/~filip">🌐</a> and <a href="../../authors/simic">Danijela Simić</a> <a href="http://poincare.matf.bg.ac.rs/~danijela">🌐</a></div>
   <span class="date">
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 <h3 class="head">2018</h3><article class="entry">
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-    <h5><a class="title" href="../../entries/Simplex.html">An Incremental Simplex Algorithm with Unsatisfiable Core Generation</a></h5> <br>by <a href="../../authors/maricf">Filip Marić</a> <a href="mailto:filip@matf.bg.ac.rs">📧</a>, <a href="../../authors/spasic">Mirko Spasić</a> <a href="mailto:mirko@matf.bg.ac.rs">📧</a> and <a href="../../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/~thiemann/">🌐</a></div>
+    <h5><a class="title" href="../../entries/Simplex.html">An Incremental Simplex Algorithm with Unsatisfiable Core Generation</a></h5> <br>by <a href="../../authors/maricf">Filip Marić</a> <a href="mailto:filip@matf.bg.ac.rs">📧</a>, <a href="../../authors/spasic">Mirko Spasić</a> <a href="mailto:mirko@matf.bg.ac.rs">📧</a> and <a href="../../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/users/thiemann/">🌐</a></div>
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     Aug 24
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 <h3 class="head">2008</h3><article class="entry">
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-    <h5><a class="title" href="../../entries/SATSolverVerification.html">Formal Verification of Modern SAT Solvers</a></h5> <br>by <a href="../../authors/maricf">Filip Marić</a> <a href="http://poincare.matf.bg.ac.rs/~filip/">🌐</a></div>
+    <h5><a class="title" href="../../entries/SATSolverVerification.html">Formal Verification of Modern SAT Solvers</a></h5> <br>by <a href="../../authors/maricf">Filip Marić</a> <a href="http://www.matf.bg.ac.rs/~filip">🌐</a></div>
   <span class="date">
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-    <h5><a class="title" href="../../entries/Stream_Fusion_Code.html">Stream Fusion in HOL with Code Generation</a></h5> <br>by <a href="../../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de">🌐</a> and <a href="../../authors/maximova">Alexandra Maximova</a> <a href="mailto:amaximov@student.ethz.ch">📧</a></div>
+    <h5><a class="title" href="../../entries/Stream_Fusion_Code.html">Stream Fusion in HOL with Code Generation</a></h5> <br>by <a href="../../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de/">🌐</a> and <a href="../../authors/maximova">Alexandra Maximova</a> <a href="mailto:amaximov@student.ethz.ch">📧</a></div>
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-<ul><li><a href="http://liftm.de">http://liftm.de</a></li><li><a href="http://liftm.de/">http://liftm.de/</a></li></ul>
+<ul><li><a href="http://liftm.de/">http://liftm.de/</a></li></ul>
 
 
 
 <h2>Entries</h2><h3 class="head">2021</h3><article class="entry">
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     <h5><a class="title" href="../../entries/Simplicial_complexes_and_boolean_functions.html">Simplicial Complexes and Boolean functions</a></h5> <br>by <a href="../../authors/aransay">Jesús Aransay</a> <a href="https://www.unirioja.es/cu/jearansa">🌐</a>, <a href="../../authors/campo">Alejandro del Campo</a> <a href="mailto:alejandro.del-campo@alum.unirioja.es">📧</a> and <a href="../../authors/michaelis">Julius Michaelis</a> <a href="http://liftm.de/">🌐</a></div>
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     Nov 29
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 <h3 class="head">2017</h3><article class="entry">
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-    <h5><a class="title" href="../../entries/Propositional_Proof_Systems.html">Propositional Proof Systems</a></h5> <br>by <a href="../../authors/michaelis">Julius Michaelis</a> <a href="http://liftm.de">🌐</a> and <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a></div>
+    <h5><a class="title" href="../../entries/Propositional_Proof_Systems.html">Propositional Proof Systems</a></h5> <br>by <a href="../../authors/michaelis">Julius Michaelis</a> <a href="http://liftm.de/">🌐</a> and <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a></div>
   <span class="date">
     Jun 21
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 </article>
 
 
 <h3 class="head">2016</h3><article class="entry">
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-    <h5><a class="title" href="../../entries/LOFT.html">LOFT — Verified Migration of Linux Firewalls to SDN</a></h5> <br>by <a href="../../authors/michaelis">Julius Michaelis</a> <a href="http://liftm.de">🌐</a> and <a href="../../authors/diekmann">Cornelius Diekmann</a> <a href="http://net.in.tum.de/~diekmann">🌐</a></div>
+    <h5><a class="title" href="../../entries/LOFT.html">LOFT — Verified Migration of Linux Firewalls to SDN</a></h5> <br>by <a href="../../authors/michaelis">Julius Michaelis</a> <a href="http://liftm.de/">🌐</a> and <a href="../../authors/diekmann">Cornelius Diekmann</a> <a href="http://net.in.tum.de/~diekmann">🌐</a></div>
   <span class="date">
     Oct 21
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 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Routing.html">Routing</a></h5> <br>by <a href="../../authors/michaelis">Julius Michaelis</a> <a href="http://liftm.de">🌐</a> and <a href="../../authors/diekmann">Cornelius Diekmann</a> <a href="http://net.in.tum.de/~diekmann">🌐</a></div>
+    <h5><a class="title" href="../../entries/Routing.html">Routing</a></h5> <br>by <a href="../../authors/michaelis">Julius Michaelis</a> <a href="http://liftm.de/">🌐</a> and <a href="../../authors/diekmann">Cornelius Diekmann</a> <a href="http://net.in.tum.de/~diekmann">🌐</a></div>
   <span class="date">
     Aug 31
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 <article class="entry">
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-    <h5><a class="title" href="../../entries/Simple_Firewall.html">Simple Firewall</a></h5> <br>by <a href="../../authors/diekmann">Cornelius Diekmann</a> <a href="http://net.in.tum.de/~diekmann">🌐</a>, <a href="../../authors/michaelis">Julius Michaelis</a> <a href="http://liftm.de">🌐</a> and <a href="../../authors/haslbeck">Max W. Haslbeck</a> <a href="http://cl-informatik.uibk.ac.at/users/mhaslbeck//">🌐</a></div>
+    <h5><a class="title" href="../../entries/Simple_Firewall.html">Simple Firewall</a></h5> <br>by <a href="../../authors/diekmann">Cornelius Diekmann</a> <a href="http://net.in.tum.de/~diekmann">🌐</a>, <a href="../../authors/michaelis">Julius Michaelis</a> <a href="http://liftm.de/">🌐</a> and <a href="../../authors/haslbeck">Max W. Haslbeck</a> <a href="http://cl-informatik.uibk.ac.at/users/mhaslbeck/">🌐</a></div>
   <span class="date">
     Aug 24
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 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/IP_Addresses.html">IP Addresses</a></h5> <br>by <a href="../../authors/diekmann">Cornelius Diekmann</a> <a href="http://net.in.tum.de/~diekmann">🌐</a>, <a href="../../authors/michaelis">Julius Michaelis</a> <a href="http://liftm.de">🌐</a> and <a href="../../authors/hupel">Lars Hupel</a> <a href="https://www21.in.tum.de/~hupel/">🌐</a></div>
+    <h5><a class="title" href="../../entries/IP_Addresses.html">IP Addresses</a></h5> <br>by <a href="../../authors/diekmann">Cornelius Diekmann</a> <a href="http://net.in.tum.de/~diekmann">🌐</a>, <a href="../../authors/michaelis">Julius Michaelis</a> <a href="http://liftm.de/">🌐</a> and <a href="../../authors/hupel">Lars Hupel</a> <a href="https://www21.in.tum.de/~hupel/">🌐</a></div>
   <span class="date">
     Jun 28
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 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/ROBDD.html">Algorithms for Reduced Ordered Binary Decision Diagrams</a></h5> <br>by <a href="../../authors/michaelis">Julius Michaelis</a> <a href="http://liftm.de">🌐</a>, <a href="../../authors/haslbeck">Max W. Haslbeck</a> <a href="http://cl-informatik.uibk.ac.at/users/mhaslbeck//">🌐</a>, <a href="../../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a> and <a href="../../authors/hupel">Lars Hupel</a> <a href="https://www21.in.tum.de/~hupel/">🌐</a></div>
+    <h5><a class="title" href="../../entries/ROBDD.html">Algorithms for Reduced Ordered Binary Decision Diagrams</a></h5> <br>by <a href="../../authors/michaelis">Julius Michaelis</a> <a href="http://liftm.de/">🌐</a>, <a href="../../authors/haslbeck">Max W. Haslbeck</a> <a href="http://cl-informatik.uibk.ac.at/users/mhaslbeck/">🌐</a>, <a href="../../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a> and <a href="../../authors/hupel">Lars Hupel</a> <a href="https://www21.in.tum.de/~hupel/">🌐</a></div>
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 <h2>Entries</h2><h3 class="head">2020</h3><article class="entry">
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-    <h5><a class="title" href="../../entries/Subset_Boolean_Algebras.html">A Hierarchy of Algebras for Boolean Subsets</a></h5> <br>by <a href="../../authors/guttmann">Walter Guttmann</a> <a href="http://www.cosc.canterbury.ac.nz/walter.guttmann/">🌐</a> and <a href="../../authors/moeller">Bernhard Möller</a> <a href="https://www.informatik.uni-augsburg.de/en/chairs/dbis/pmi/staff/moeller/">🌐</a></div>
+    <h5><a class="title" href="../../entries/Subset_Boolean_Algebras.html">A Hierarchy of Algebras for Boolean Subsets</a></h5> <br>by <a href="../../authors/guttmann">Walter Guttmann</a> <a href="https://www.cosc.canterbury.ac.nz/walter.guttmann/">🌐</a> and <a href="../../authors/moeller">Bernhard Möller</a> <a href="https://www.informatik.uni-augsburg.de/en/chairs/dbis/pmi/staff/moeller/">🌐</a></div>
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 <h2>Entries</h2><h3 class="head">2018</h3><article class="entry">
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-    <h5><a class="title" href="../../entries/OpSets.html">OpSets: Sequential Specifications for Replicated Datatypes</a></h5> <br>by <a href="../../authors/kleppmann">Martin Kleppmann</a> <a href="mailto:mk428@cl.cam.ac.uk">📧</a>, <a href="../../authors/gomes">Victor B. F. Gomes</a> <a href="mailto:vb358@cl.cam.ac.uk">📧</a>, <a href="../../authors/mulligan">Dominic P. Mulligan</a> <a href="mailto:Dominic.Mulligan@arm.com">📧</a> and <a href="../../authors/beresford">Alastair R. Beresford</a> <a href="mailto:arb33@cl.cam.ac.uk">📧</a></div>
+    <h5><a class="title" href="../../entries/OpSets.html">OpSets: Sequential Specifications for Replicated Datatypes</a></h5> <br>by <a href="../../authors/kleppmann">Martin Kleppmann</a> <a href="mailto:martin.kleppmann@cl.cam.ac.uk">📧</a>, <a href="../../authors/gomes">Victor B. F. Gomes</a> <a href="mailto:victor.gomes@cl.cam.ac.uk">📧</a>, <a href="../../authors/mulligan">Dominic P. Mulligan</a> <a href="mailto:Dominic.Mulligan@arm.com">📧</a> and <a href="../../authors/beresford">Alastair R. Beresford</a> <a href="mailto:arb33@cam.ac.uk">📧</a></div>
   <span class="date">
     May 10
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 </article>
 
 
 <h3 class="head">2017</h3><article class="entry">
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     <h5><a class="title" href="../../entries/LambdaMu.html">The LambdaMu-calculus</a></h5> <br>by <a href="../../authors/matache">Cristina Matache</a> <a href="mailto:cris.matache@gmail.com">📧</a>, <a href="../../authors/gomes">Victor B. F. Gomes</a> <a href="mailto:victorborgesfg@gmail.com">📧</a> and <a href="../../authors/mulligan">Dominic P. Mulligan</a> <a href="mailto:dominic.p.mulligan@googlemail.com">📧</a></div>
   <span class="date">
     Aug 16
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 </article>
 <article class="entry">
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-    <h5><a class="title" href="../../entries/CRDT.html">A framework for establishing Strong Eventual Consistency for Conflict-free Replicated Datatypes</a></h5> <br>by <a href="../../authors/gomes">Victor B. F. Gomes</a> <a href="mailto:vb358@cam.ac.uk">📧</a>, <a href="../../authors/kleppmann">Martin Kleppmann</a> <a href="mailto:martin.kleppmann@cl.cam.ac.uk">📧</a>, <a href="../../authors/mulligan">Dominic P. Mulligan</a> <a href="mailto:dominic.p.mulligan@googlemail.com">📧</a> and <a href="../../authors/beresford">Alastair R. Beresford</a> <a href="mailto:arb33@cam.ac.uk">📧</a></div>
+    <h5><a class="title" href="../../entries/CRDT.html">A framework for establishing Strong Eventual Consistency for Conflict-free Replicated Datatypes</a></h5> <br>by <a href="../../authors/gomes">Victor B. F. Gomes</a> <a href="mailto:victor.gomes@cl.cam.ac.uk">📧</a>, <a href="../../authors/kleppmann">Martin Kleppmann</a> <a href="mailto:martin.kleppmann@cl.cam.ac.uk">📧</a>, <a href="../../authors/mulligan">Dominic P. Mulligan</a> <a href="mailto:dominic.p.mulligan@googlemail.com">📧</a> and <a href="../../authors/beresford">Alastair R. Beresford</a> <a href="mailto:arb33@cam.ac.uk">📧</a></div>
   <span class="date">
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 <h2>Homepages 🌐</h2>
-<ul><li><a href="http://people.eng.unimelb.edu.au/tobym/">http://people.eng.unimelb.edu.au/tobym/</a></li><li><a href="https://people.eng.unimelb.edu.au/tobym/">https://people.eng.unimelb.edu.au/tobym/</a></li></ul>
+<ul><li><a href="https://people.eng.unimelb.edu.au/tobym/">https://people.eng.unimelb.edu.au/tobym/</a></li></ul>
 
 
 
 <h2>Entries</h2><h3 class="head">2020</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Relational-Incorrectness-Logic.html">An Under-Approximate Relational Logic</a></h5> <br>by <a href="../../authors/murray">Toby Murray</a> <a href="https://people.eng.unimelb.edu.au/tobym/">🌐</a></div>
   <span class="date">
     Mar 12
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 </article>
 
 
 <h3 class="head">2016</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Dependent_SIFUM_Refinement.html">Compositional Security-Preserving Refinement for Concurrent Imperative Programs</a></h5> <br>by <a href="../../authors/murray">Toby Murray</a> <a href="http://people.eng.unimelb.edu.au/tobym/">🌐</a>, <a href="../../authors/sison">Robert Sison</a>, <a href="../../authors/pierzchalski">Edward Pierzchalski</a> and <a href="../../authors/rizkallah">Christine Rizkallah</a> <a href="https://www.mpi-inf.mpg.de/~crizkall/">🌐</a></div>
+    <h5><a class="title" href="../../entries/Dependent_SIFUM_Refinement.html">Compositional Security-Preserving Refinement for Concurrent Imperative Programs</a></h5> <br>by <a href="../../authors/murray">Toby Murray</a> <a href="https://people.eng.unimelb.edu.au/tobym/">🌐</a>, <a href="../../authors/sison">Robert Sison</a>, <a href="../../authors/pierzchalski">Edward Pierzchalski</a> and <a href="../../authors/rizkallah">Christine Rizkallah</a> <a href="https://www.mpi-inf.mpg.de/~crizkall/">🌐</a></div>
   <span class="date">
     Jun 28
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Dependent_SIFUM_Type_Systems.html">A Dependent Security Type System for Concurrent Imperative Programs</a></h5> <br>by <a href="../../authors/murray">Toby Murray</a> <a href="http://people.eng.unimelb.edu.au/tobym/">🌐</a>, <a href="../../authors/sison">Robert Sison</a>, <a href="../../authors/pierzchalski">Edward Pierzchalski</a> and <a href="../../authors/rizkallah">Christine Rizkallah</a> <a href="https://www.mpi-inf.mpg.de/~crizkall/">🌐</a></div>
+    <h5><a class="title" href="../../entries/Dependent_SIFUM_Type_Systems.html">A Dependent Security Type System for Concurrent Imperative Programs</a></h5> <br>by <a href="../../authors/murray">Toby Murray</a> <a href="https://people.eng.unimelb.edu.au/tobym/">🌐</a>, <a href="../../authors/sison">Robert Sison</a>, <a href="../../authors/pierzchalski">Edward Pierzchalski</a> and <a href="../../authors/rizkallah">Christine Rizkallah</a> <a href="https://www.mpi-inf.mpg.de/~crizkall/">🌐</a></div>
   <span class="date">
     Jun 25
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   <h1 >
     <span class='first'>W</span>olfgang <span class='first'>N</span>araschewski</h1>
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 <h2>Entries</h2><h3 class="head">2004</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/MiniML.html">Mini ML</a></h5> <br>by <a href="../../authors/naraschewski">Wolfgang Naraschewski</a> and <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a></div>
+    <h5><a class="title" href="../../entries/MiniML.html">Mini ML</a></h5> <br>by <a href="../../authors/naraschewski">Wolfgang Naraschewski</a> and <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a></div>
   <span class="date">
     Mar 19
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   <h1 >
     <span class='first'>Y</span>akoub <span class='first'>N</span>emouchi</h1>
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 <h2>E-Mails 📧</h2>
 <ul><li><a href="mailto:nemouchi@lri.fr">nemouchi@lri.fr</a></li><li><a href="mailto:yakoub.nemouchi@york.ac.uk">yakoub.nemouchi@york.ac.uk</a></li></ul>
 
 
 <h2>Entries</h2><h3 class="head">2019</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/UTP.html">Isabelle/UTP: Mechanised Theory Engineering for Unifying Theories of Programming</a></h5> <br>by <a href="../../authors/fosters">Simon Foster</a> <a href="https://www-users.cs.york.ac.uk/~simonf/">🌐</a>, <a href="../../authors/zeyda">Frank Zeyda</a>, <a href="../../authors/nemouchi">Yakoub Nemouchi</a> <a href="mailto:yakoub.nemouchi@york.ac.uk">📧</a>, <a href="../../authors/ribeiro">Pedro Ribeiro</a> and <a href="../../authors/wolff">Burkhart Wolff</a> <a href="mailto:wolff@lri.fr">📧</a></div>
+    <h5><a class="title" href="../../entries/UTP.html">Isabelle/UTP: Mechanised Theory Engineering for Unifying Theories of Programming</a></h5> <br>by <a href="../../authors/fosters">Simon Foster</a> <a href="https://www-users.cs.york.ac.uk/~simonf/">🌐</a>, <a href="../../authors/zeyda">Frank Zeyda</a>, <a href="../../authors/nemouchi">Yakoub Nemouchi</a> <a href="mailto:yakoub.nemouchi@york.ac.uk">📧</a>, <a href="../../authors/ribeiro">Pedro Ribeiro</a> and <a href="../../authors/wolff">Burkhart Wolff</a> <a href="mailto:burkhart.wolff@lri.fr">📧</a></div>
   <span class="date">
     Feb 01
   </span>
 </article>
 
 
 <h3 class="head">2014</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/CISC-Kernel.html">Formal Specification of a Generic Separation Kernel</a></h5> <br>by <a href="../../authors/verbeek">Freek Verbeek</a> <a href="mailto:Freek.Verbeek@ou.nl">📧</a>, <a href="../../authors/tverdyshev">Sergey Tverdyshev</a> <a href="mailto:stv@sysgo.com">📧</a>, <a href="../../authors/havle">Oto Havle</a> <a href="mailto:oha@sysgo.com">📧</a>, <a href="../../authors/blasum">Holger Blasum</a> <a href="mailto:holger.blasum@sysgo.com">📧</a>, <a href="../../authors/langenstein">Bruno Langenstein</a> <a href="mailto:langenstein@dfki.de">📧</a>, <a href="../../authors/stephan">Werner Stephan</a> <a href="mailto:stephan@dfki.de">📧</a>, <a href="../../authors/nemouchi">Yakoub Nemouchi</a> <a href="mailto:nemouchi@lri.fr">📧</a>, <a href="../../authors/feliachi">Abderrahmane Feliachi</a> <a href="mailto:abderrahmane.feliachi@lri.fr">📧</a>, <a href="../../authors/wolff">Burkhart Wolff</a> <a href="mailto:wolff@lri.fr">📧</a> and <a href="../../authors/schmaltz">Julien Schmaltz</a> <a href="mailto:Julien.Schmaltz@ou.nl">📧</a></div>
+    <h5><a class="title" href="../../entries/CISC-Kernel.html">Formal Specification of a Generic Separation Kernel</a></h5> <br>by <a href="../../authors/verbeek">Freek Verbeek</a> <a href="mailto:Freek.Verbeek@ou.nl">📧</a>, <a href="../../authors/tverdyshev">Sergey Tverdyshev</a> <a href="mailto:stv@sysgo.com">📧</a>, <a href="../../authors/havle">Oto Havle</a> <a href="mailto:oha@sysgo.com">📧</a>, <a href="../../authors/blasum">Holger Blasum</a> <a href="mailto:holger.blasum@sysgo.com">📧</a>, <a href="../../authors/langenstein">Bruno Langenstein</a> <a href="mailto:langenstein@dfki.de">📧</a>, <a href="../../authors/stephan">Werner Stephan</a> <a href="mailto:stephan@dfki.de">📧</a>, <a href="../../authors/nemouchi">Yakoub Nemouchi</a> <a href="mailto:nemouchi@lri.fr">📧</a>, <a href="../../authors/feliachi">Abderrahmane Feliachi</a> <a href="mailto:abderrahmane.feliachi@lri.fr">📧</a>, <a href="../../authors/wolff">Burkhart Wolff</a> <a href="mailto:burkhart.wolff@lri.fr">📧</a> and <a href="../../authors/schmaltz">Julien Schmaltz</a> <a href="mailto:Julien.Schmaltz@ou.nl">📧</a></div>
   <span class="date">
     Jul 18
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   <h1 >
     <span class='first'>R</span>ené <span class='first'>N</span>eumann</h1>
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 <h2>E-Mails 📧</h2>
-<ul><li><a href="mailto:rene.neumann@in.tum.de">rene.neumann@in.tum.de</a></li><li><a href="mailto:neumannr@in.tum.de">neumannr@in.tum.de</a></li></ul>
+<ul><li><a href="mailto:rene.neumann@in.tum.de">rene.neumann@in.tum.de</a></li></ul>
 
 
 <h2>Entries</h2><h3 class="head">2016</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/DFS_Framework.html">A Framework for Verifying Depth-First Search Algorithms</a></h5> <br>by <a href="../../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a> and <a href="../../authors/neumann">René Neumann</a> <a href="mailto:neumannr@in.tum.de">📧</a></div>
+    <h5><a class="title" href="../../entries/DFS_Framework.html">A Framework for Verifying Depth-First Search Algorithms</a></h5> <br>by <a href="../../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a> and <a href="../../authors/neumann">René Neumann</a> <a href="mailto:rene.neumann@in.tum.de">📧</a></div>
   <span class="date">
     Jul 05
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 </article>
 
 
 <h3 class="head">2014</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Promela.html">Promela Formalization</a></h5> <br>by <a href="../../authors/neumann">René Neumann</a> <a href="mailto:rene.neumann@in.tum.de">📧</a></div>
   <span class="date">
     May 28
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/CAVA_LTL_Modelchecker.html">A Fully Verified Executable LTL Model Checker</a></h5> <br>by <a href="../../authors/esparza">Javier Esparza</a> <a href="https://www7.in.tum.de/~esparza/">🌐</a>, <a href="../../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a>, <a href="../../authors/neumann">René Neumann</a> <a href="mailto:rene.neumann@in.tum.de">📧</a>, <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a>, <a href="../../authors/schimpf">Alexander Schimpf</a> <a href="mailto:schimpfa@informatik.uni-freiburg.de">📧</a> and <a href="../../authors/smaus">Jan-Georg Smaus</a> <a href="http://www.irit.fr/~Jan-Georg.Smaus">🌐</a></div>
+    <h5><a class="title" href="../../entries/CAVA_LTL_Modelchecker.html">A Fully Verified Executable LTL Model Checker</a></h5> <br>by <a href="../../authors/esparza">Javier Esparza</a> <a href="https://www7.in.tum.de/~esparza/">🌐</a>, <a href="../../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a>, <a href="../../authors/neumann">René Neumann</a> <a href="mailto:rene.neumann@in.tum.de">📧</a>, <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a>, <a href="../../authors/schimpf">Alexander Schimpf</a> <a href="mailto:schimpfa@informatik.uni-freiburg.de">📧</a> and <a href="../../authors/smaus">Jan-Georg Smaus</a> <a href="http://www.irit.fr/~Jan-Georg.Smaus">🌐</a></div>
   <span class="date">
     May 28
   </span>
 </article>
 
 
 <h3 class="head">2010</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Binomial-Queues.html">Functional Binomial Queues</a></h5> <br>by <a href="../../authors/neumann">René Neumann</a> <a href="mailto:neumannr@in.tum.de">📧</a></div>
+    <h5><a class="title" href="../../entries/Binomial-Queues.html">Functional Binomial Queues</a></h5> <br>by <a href="../../authors/neumann">René Neumann</a> <a href="mailto:rene.neumann@in.tum.de">📧</a></div>
   <span class="date">
     Oct 28
   </span>
 </article>
 
 
 
 
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   <h1 >
     <span class='first'>T</span>obias <span class='first'>N</span>ipkow</h1>
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 <h2>Homepages 🌐</h2>
-<ul><li><a href="http://www21.in.tum.de/~nipkow">http://www21.in.tum.de/~nipkow</a></li><li><a href="http://www.in.tum.de/~nipkow/">http://www.in.tum.de/~nipkow/</a></li><li><a href="http://www.in.tum.de/~nipkow">http://www.in.tum.de/~nipkow</a></li><li><a href="http://www21.in.tum.de/~nipkow/">http://www21.in.tum.de/~nipkow/</a></li><li><a href="https://www.in.tum.de/~nipkow">https://www.in.tum.de/~nipkow</a></li></ul>
+<ul><li><a href="https://www21.in.tum.de/~nipkow/">https://www21.in.tum.de/~nipkow/</a></li></ul>
 
 
 
 <h2>Entries</h2><h3 class="head">2021</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Gale_Shapley.html">Gale-Shapley Algorithm</a></h5> <br>by <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a></div>
+    <h5><a class="title" href="../../entries/Gale_Shapley.html">Gale-Shapley Algorithm</a></h5> <br>by <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a></div>
   <span class="date">
     Dec 29
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Metalogic_ProofChecker.html">Isabelle&#39;s Metalogic: Formalization and Proof Checker</a></h5> <br>by <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a> and <a href="../../authors/rosskopf">Simon Roßkopf</a> <a href="http://www21.in.tum.de/~rosskops">🌐</a></div>
+    <h5><a class="title" href="../../entries/Metalogic_ProofChecker.html">Isabelle&#39;s Metalogic: Formalization and Proof Checker</a></h5> <br>by <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a> and <a href="../../authors/rosskopf">Simon Roßkopf</a> <a href="http://www21.in.tum.de/~rosskops">🌐</a></div>
   <span class="date">
     Apr 27
   </span>
 </article>
 
 
 <h3 class="head">2020</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Approximation_Algorithms.html">Verified Approximation Algorithms</a></h5> <br>by <a href="../../authors/essmann">Robin Eßmann</a> <a href="mailto:robin.essmann@tum.de">📧</a>, <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="http://www.in.tum.de/~nipkow/">🌐</a>, <a href="../../authors/robillard">Simon Robillard</a> <a href="https://simon-robillard.net/">🌐</a> and <a href="../../authors/sulejmani">Ujkan Sulejmani</a></div>
+    <h5><a class="title" href="../../entries/Approximation_Algorithms.html">Verified Approximation Algorithms</a></h5> <br>by <a href="../../authors/essmann">Robin Eßmann</a> <a href="mailto:robin.essmann@tum.de">📧</a>, <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a>, <a href="../../authors/robillard">Simon Robillard</a> <a href="https://simon-robillard.net/">🌐</a> and <a href="../../authors/sulejmani">Ujkan Sulejmani</a></div>
   <span class="date">
     Jan 16
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Closest_Pair_Points.html">Closest Pair of Points Algorithms</a></h5> <br>by <a href="../../authors/rau">Martin Rau</a> <a href="mailto:martin.rau@tum.de">📧</a> and <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="http://www.in.tum.de/~nipkow">🌐</a></div>
+    <h5><a class="title" href="../../entries/Closest_Pair_Points.html">Closest Pair of Points Algorithms</a></h5> <br>by <a href="../../authors/rau">Martin Rau</a> <a href="mailto:martin.rau@tum.de">📧</a> and <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a></div>
   <span class="date">
     Jan 13
   </span>
 </article>
 
 
 <h3 class="head">2019</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Prim_Dijkstra_Simple.html">Purely Functional, Simple, and Efficient Implementation of Prim and Dijkstra</a></h5> <br>by <a href="../../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a> and <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a></div>
+    <h5><a class="title" href="../../entries/Prim_Dijkstra_Simple.html">Purely Functional, Simple, and Efficient Implementation of Prim and Dijkstra</a></h5> <br>by <a href="../../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a> and <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a></div>
   <span class="date">
     Jun 25
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Priority_Search_Trees.html">Priority Search Trees</a></h5> <br>by <a href="../../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a> and <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a></div>
+    <h5><a class="title" href="../../entries/Priority_Search_Trees.html">Priority Search Trees</a></h5> <br>by <a href="../../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a> and <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a></div>
   <span class="date">
     Jun 25
   </span>
 </article>
 
 
 <h3 class="head">2018</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Optimal_BST.html">Optimal Binary Search Trees</a></h5> <br>by <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www.in.tum.de/~nipkow">🌐</a> and <a href="../../authors/somogyi">Dániel Somogyi</a></div>
+    <h5><a class="title" href="../../entries/Optimal_BST.html">Optimal Binary Search Trees</a></h5> <br>by <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a> and <a href="../../authors/somogyi">Dániel Somogyi</a></div>
   <span class="date">
     May 27
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Monad_Memo_DP.html">Monadification, Memoization and Dynamic Programming</a></h5> <br>by <a href="../../authors/wimmer">Simon Wimmer</a> <a href="http://home.in.tum.de/~wimmers/">🌐</a>, <a href="../../authors/hu">Shuwei Hu</a> <a href="mailto:shuwei.hu@tum.de">📧</a> and <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow/">🌐</a></div>
+    <h5><a class="title" href="../../entries/Monad_Memo_DP.html">Monadification, Memoization and Dynamic Programming</a></h5> <br>by <a href="../../authors/wimmer">Simon Wimmer</a> <a href="http://home.in.tum.de/~wimmers/">🌐</a>, <a href="../../authors/hu">Shuwei Hu</a> <a href="mailto:shuwei.hu@tum.de">📧</a> and <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a></div>
   <span class="date">
     May 22
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Weight_Balanced_Trees.html">Weight-Balanced Trees</a></h5> <br>by <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www.in.tum.de/~nipkow">🌐</a> and <a href="../../authors/dirix">Stefan Dirix</a></div>
+    <h5><a class="title" href="../../entries/Weight_Balanced_Trees.html">Weight-Balanced Trees</a></h5> <br>by <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a> and <a href="../../authors/dirix">Stefan Dirix</a></div>
   <span class="date">
     Mar 13
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Hoare_Time.html">Hoare Logics for Time Bounds</a></h5> <br>by <a href="../../authors/haslbeckm">Maximilian P. L. Haslbeck</a> <a href="http://www.in.tum.de/~haslbema">🌐</a> and <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www.in.tum.de/~nipkow">🌐</a></div>
+    <h5><a class="title" href="../../entries/Hoare_Time.html">Hoare Logics for Time Bounds</a></h5> <br>by <a href="../../authors/haslbeckm">Maximilian P. L. Haslbeck</a> <a href="http://in.tum.de/~haslbema/">🌐</a> and <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a></div>
   <span class="date">
     Feb 26
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Treaps.html">Treaps</a></h5> <br>by <a href="../../authors/haslbeck">Max W. Haslbeck</a> <a href="http://cl-informatik.uibk.ac.at/users/mhaslbeck/">🌐</a>, <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://www.in.tum.de/~eberlm">🌐</a> and <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www.in.tum.de/~nipkow">🌐</a></div>
+    <h5><a class="title" href="../../entries/Treaps.html">Treaps</a></h5> <br>by <a href="../../authors/haslbeck">Max W. Haslbeck</a> <a href="http://cl-informatik.uibk.ac.at/users/mhaslbeck/">🌐</a>, <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://www.in.tum.de/~eberlm">🌐</a> and <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a></div>
   <span class="date">
     Feb 06
   </span>
 </article>
 
 
 <h3 class="head">2017</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Root_Balanced_Tree.html">Root-Balanced Tree</a></h5> <br>by <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a></div>
+    <h5><a class="title" href="../../entries/Root_Balanced_Tree.html">Root-Balanced Tree</a></h5> <br>by <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a></div>
   <span class="date">
     Aug 20
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Propositional_Proof_Systems.html">Propositional Proof Systems</a></h5> <br>by <a href="../../authors/michaelis">Julius Michaelis</a> <a href="http://liftm.de">🌐</a> and <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a></div>
+    <h5><a class="title" href="../../entries/Propositional_Proof_Systems.html">Propositional Proof Systems</a></h5> <br>by <a href="../../authors/michaelis">Julius Michaelis</a> <a href="http://liftm.de/">🌐</a> and <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a></div>
   <span class="date">
     Jun 21
   </span>
 </article>
 
 
 <h3 class="head">2016</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Abs_Int_ITP2012.html">Abstract Interpretation of Annotated Commands</a></h5> <br>by <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a></div>
+    <h5><a class="title" href="../../entries/Abs_Int_ITP2012.html">Abstract Interpretation of Annotated Commands</a></h5> <br>by <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a></div>
   <span class="date">
     Nov 23
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Pairing_Heap.html">Pairing Heap</a></h5> <br>by <a href="../../authors/brinkop">Hauke Brinkop</a> <a href="mailto:hauke.brinkop@googlemail.com">📧</a> and <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a></div>
+    <h5><a class="title" href="../../entries/Pairing_Heap.html">Pairing Heap</a></h5> <br>by <a href="../../authors/brinkop">Hauke Brinkop</a> <a href="mailto:hauke.brinkop@googlemail.com">📧</a> and <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a></div>
   <span class="date">
     Jul 14
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/List_Update.html">Analysis of List Update Algorithms</a></h5> <br>by <a href="../../authors/haslbeckm">Maximilian P. L. Haslbeck</a> <a href="http://in.tum.de/~haslbema/">🌐</a> and <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a></div>
+    <h5><a class="title" href="../../entries/List_Update.html">Analysis of List Update Algorithms</a></h5> <br>by <a href="../../authors/haslbeckm">Maximilian P. L. Haslbeck</a> <a href="http://in.tum.de/~haslbema/">🌐</a> and <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a></div>
   <span class="date">
     Feb 17
   </span>
 </article>
 
 
 <h3 class="head">2015</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Dynamic_Tables.html">Parameterized Dynamic Tables</a></h5> <br>by <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a></div>
+    <h5><a class="title" href="../../entries/Dynamic_Tables.html">Parameterized Dynamic Tables</a></h5> <br>by <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a></div>
   <span class="date">
     Jun 07
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Trie.html">Trie</a></h5> <br>by <a href="../../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de">🌐</a> and <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a></div>
+    <h5><a class="title" href="../../entries/Trie.html">Trie</a></h5> <br>by <a href="../../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de/">🌐</a> and <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a></div>
   <span class="date">
     Mar 30
   </span>
 </article>
 
 
 <h3 class="head">2014</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Density_Compiler.html">A Verified Compiler for Probability Density Functions</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a>, <a href="../../authors/hoelzl">Johannes Hölzl</a> <a href="http://in.tum.de/~hoelzl">🌐</a> and <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a></div>
+    <h5><a class="title" href="../../entries/Density_Compiler.html">A Verified Compiler for Probability Density Functions</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a>, <a href="../../authors/hoelzl">Johannes Hölzl</a> <a href="http://home.in.tum.de/~hoelzl">🌐</a> and <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a></div>
   <span class="date">
     Oct 09
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Priority_Queue_Braun.html">Priority Queues Based on Braun Trees</a></h5> <br>by <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a></div>
+    <h5><a class="title" href="../../entries/Priority_Queue_Braun.html">Priority Queues Based on Braun Trees</a></h5> <br>by <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a></div>
   <span class="date">
     Sep 04
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Skew_Heap.html">Skew Heap</a></h5> <br>by <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a></div>
+    <h5><a class="title" href="../../entries/Skew_Heap.html">Skew Heap</a></h5> <br>by <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a></div>
   <span class="date">
     Aug 13
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Splay_Tree.html">Splay Tree</a></h5> <br>by <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a></div>
+    <h5><a class="title" href="../../entries/Splay_Tree.html">Splay Tree</a></h5> <br>by <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a></div>
   <span class="date">
     Aug 12
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Amortized_Complexity.html">Amortized Complexity Verified</a></h5> <br>by <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a></div>
+    <h5><a class="title" href="../../entries/Amortized_Complexity.html">Amortized Complexity Verified</a></h5> <br>by <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a></div>
   <span class="date">
     Jul 07
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/MSO_Regex_Equivalence.html">Decision Procedures for MSO on Words Based on Derivatives of Regular Expressions</a></h5> <br>by <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io">🌐</a> and <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a></div>
+    <h5><a class="title" href="../../entries/MSO_Regex_Equivalence.html">Decision Procedures for MSO on Words Based on Derivatives of Regular Expressions</a></h5> <br>by <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io/">🌐</a> and <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a></div>
   <span class="date">
     Jun 12
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Boolean_Expression_Checkers.html">Boolean Expression Checkers</a></h5> <br>by <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a></div>
+    <h5><a class="title" href="../../entries/Boolean_Expression_Checkers.html">Boolean Expression Checkers</a></h5> <br>by <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a></div>
   <span class="date">
     Jun 08
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/CAVA_LTL_Modelchecker.html">A Fully Verified Executable LTL Model Checker</a></h5> <br>by <a href="../../authors/esparza">Javier Esparza</a> <a href="https://www7.in.tum.de/~esparza/">🌐</a>, <a href="../../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a>, <a href="../../authors/neumann">René Neumann</a> <a href="mailto:rene.neumann@in.tum.de">📧</a>, <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a>, <a href="../../authors/schimpf">Alexander Schimpf</a> <a href="mailto:schimpfa@informatik.uni-freiburg.de">📧</a> and <a href="../../authors/smaus">Jan-Georg Smaus</a> <a href="http://www.irit.fr/~Jan-Georg.Smaus">🌐</a></div>
+    <h5><a class="title" href="../../entries/CAVA_LTL_Modelchecker.html">A Fully Verified Executable LTL Model Checker</a></h5> <br>by <a href="../../authors/esparza">Javier Esparza</a> <a href="https://www7.in.tum.de/~esparza/">🌐</a>, <a href="../../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a>, <a href="../../authors/neumann">René Neumann</a> <a href="mailto:rene.neumann@in.tum.de">📧</a>, <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a>, <a href="../../authors/schimpf">Alexander Schimpf</a> <a href="mailto:schimpfa@informatik.uni-freiburg.de">📧</a> and <a href="../../authors/smaus">Jan-Georg Smaus</a> <a href="http://www.irit.fr/~Jan-Georg.Smaus">🌐</a></div>
   <span class="date">
     May 28
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Regex_Equivalence.html">Unified Decision Procedures for Regular Expression Equivalence</a></h5> <br>by <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a> and <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io">🌐</a></div>
+    <h5><a class="title" href="../../entries/Regex_Equivalence.html">Unified Decision Procedures for Regular Expression Equivalence</a></h5> <br>by <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a> and <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io/">🌐</a></div>
   <span class="date">
     Jan 30
   </span>
 </article>
 
 
 <h3 class="head">2012</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Markov_Models.html">Markov Models</a></h5> <br>by <a href="../../authors/hoelzl">Johannes Hölzl</a> <a href="http://in.tum.de/~hoelzl">🌐</a> and <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a></div>
+    <h5><a class="title" href="../../entries/Markov_Models.html">Markov Models</a></h5> <br>by <a href="../../authors/hoelzl">Johannes Hölzl</a> <a href="http://home.in.tum.de/~hoelzl">🌐</a> and <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a></div>
   <span class="date">
     Jan 03
   </span>
 </article>
 
 
 <h3 class="head">2011</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Gauss-Jordan-Elim-Fun.html">Gauss-Jordan Elimination for Matrices Represented as Functions</a></h5> <br>by <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a></div>
+    <h5><a class="title" href="../../entries/Gauss-Jordan-Elim-Fun.html">Gauss-Jordan Elimination for Matrices Represented as Functions</a></h5> <br>by <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a></div>
   <span class="date">
     Aug 19
   </span>
 </article>
 
 
 <h3 class="head">2010</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Marriage.html">Hall&#39;s Marriage Theorem</a></h5> <br>by <a href="../../authors/jiangd">Dongchen Jiang</a> <a href="mailto:dongchenjiang@googlemail.com">📧</a> and <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a></div>
+    <h5><a class="title" href="../../entries/Marriage.html">Hall&#39;s Marriage Theorem</a></h5> <br>by <a href="../../authors/jiangd">Dongchen Jiang</a> <a href="mailto:dongchenjiang@googlemail.com">📧</a> and <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a></div>
   <span class="date">
     Dec 17
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Regular-Sets.html">Regular Sets and Expressions</a></h5> <br>by <a href="../../authors/krauss">Alexander Krauss</a> <a href="http://www.in.tum.de/~krauss">🌐</a> and <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a></div>
+    <h5><a class="title" href="../../entries/Regular-Sets.html">Regular Sets and Expressions</a></h5> <br>by <a href="../../authors/krauss">Alexander Krauss</a> <a href="http://www.in.tum.de/~krauss">🌐</a> and <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a></div>
   <span class="date">
     May 12
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/List-Index.html">List Index</a></h5> <br>by <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a></div>
+    <h5><a class="title" href="../../entries/List-Index.html">List Index</a></h5> <br>by <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a></div>
   <span class="date">
     Feb 20
   </span>
 </article>
 
 
 <h3 class="head">2008</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/FunWithTilings.html">Fun With Tilings</a></h5> <br>by <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a> and <a href="../../authors/paulson">Lawrence C. Paulson</a> <a href="http://www.cl.cam.ac.uk/~lp15/">🌐</a></div>
+    <h5><a class="title" href="../../entries/FunWithTilings.html">Fun With Tilings</a></h5> <br>by <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a> and <a href="../../authors/paulson">Lawrence C. Paulson</a> <a href="https://www.cl.cam.ac.uk/~lp15/">🌐</a></div>
   <span class="date">
     Nov 07
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/ArrowImpossibilityGS.html">Arrow and Gibbard-Satterthwaite</a></h5> <br>by <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a></div>
+    <h5><a class="title" href="../../entries/ArrowImpossibilityGS.html">Arrow and Gibbard-Satterthwaite</a></h5> <br>by <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a></div>
   <span class="date">
     Sep 01
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/FunWithFunctions.html">Fun With Functions</a></h5> <br>by <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a></div>
+    <h5><a class="title" href="../../entries/FunWithFunctions.html">Fun With Functions</a></h5> <br>by <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a></div>
   <span class="date">
     Aug 26
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/NormByEval.html">Normalization by Evaluation</a></h5> <br>by <a href="../../authors/aehlig">Klaus Aehlig</a> <a href="http://www.linta.de/~aehlig/">🌐</a> and <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a></div>
+    <h5><a class="title" href="../../entries/NormByEval.html">Normalization by Evaluation</a></h5> <br>by <a href="../../authors/aehlig">Klaus Aehlig</a> <a href="http://www.linta.de/~aehlig/">🌐</a> and <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a></div>
   <span class="date">
     Feb 18
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/LinearQuantifierElim.html">Quantifier Elimination for Linear Arithmetic</a></h5> <br>by <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a></div>
+    <h5><a class="title" href="../../entries/LinearQuantifierElim.html">Quantifier Elimination for Linear Arithmetic</a></h5> <br>by <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a></div>
   <span class="date">
     Jan 11
   </span>
 </article>
 
 
 <h3 class="head">2006</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/HotelKeyCards.html">Hotel Key Card System</a></h5> <br>by <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a></div>
+    <h5><a class="title" href="../../entries/HotelKeyCards.html">Hotel Key Card System</a></h5> <br>by <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a></div>
   <span class="date">
     Sep 09
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Abstract-Hoare-Logics.html">Abstract Hoare Logics</a></h5> <br>by <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a></div>
+    <h5><a class="title" href="../../entries/Abstract-Hoare-Logics.html">Abstract Hoare Logics</a></h5> <br>by <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a></div>
   <span class="date">
     Aug 08
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Flyspeck-Tame.html">Flyspeck I: Tame Graphs</a></h5> <br>by <a href="../../authors/bauer">Gertrud Bauer</a> and <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a></div>
+    <h5><a class="title" href="../../entries/Flyspeck-Tame.html">Flyspeck I: Tame Graphs</a></h5> <br>by <a href="../../authors/bauer">Gertrud Bauer</a> and <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a></div>
   <span class="date">
     May 22
   </span>
 </article>
 
 
 <h3 class="head">2005</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Jinja.html">Jinja is not Java</a></h5> <br>by <a href="../../authors/klein">Gerwin Klein</a> <a href="http://www.cse.unsw.edu.au/~kleing/">🌐</a> and <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a></div>
+    <h5><a class="title" href="../../entries/Jinja.html">Jinja is not Java</a></h5> <br>by <a href="../../authors/klein">Gerwin Klein</a> <a href="http://www.cse.unsw.edu.au/~kleing/">🌐</a> and <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a></div>
   <span class="date">
     Jun 01
   </span>
 </article>
 
 
 <h3 class="head">2004</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Compiling-Exceptions-Correctly.html">Compiling Exceptions Correctly</a></h5> <br>by <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a></div>
+    <h5><a class="title" href="../../entries/Compiling-Exceptions-Correctly.html">Compiling Exceptions Correctly</a></h5> <br>by <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a></div>
   <span class="date">
     Jul 09
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Functional-Automata.html">Functional Automata</a></h5> <br>by <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a></div>
+    <h5><a class="title" href="../../entries/Functional-Automata.html">Functional Automata</a></h5> <br>by <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a></div>
   <span class="date">
     Mar 30
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/MiniML.html">Mini ML</a></h5> <br>by <a href="../../authors/naraschewski">Wolfgang Naraschewski</a> and <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a></div>
+    <h5><a class="title" href="../../entries/MiniML.html">Mini ML</a></h5> <br>by <a href="../../authors/naraschewski">Wolfgang Naraschewski</a> and <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a></div>
   <span class="date">
     Mar 19
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/AVL-Trees.html">AVL Trees</a></h5> <br>by <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a> and <a href="../../authors/pusch">Cornelia Pusch</a></div>
+    <h5><a class="title" href="../../entries/AVL-Trees.html">AVL Trees</a></h5> <br>by <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a> and <a href="../../authors/pusch">Cornelia Pusch</a></div>
   <span class="date">
     Mar 19
   </span>
 </article>
 
 
 
 
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     <span class='first'>M</span>iguel <span class='first'>P</span>agano</h1>
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-    <h5><a class="title" href="../../entries/Independence_CH.html">The Independence of the Continuum Hypothesis in Isabelle/ZF</a></h5> <br>by <a href="../../authors/gunther">Emmanuel Gunther</a> <a href="mailto:gunther@famaf.unc.edu.ar">📧</a>, <a href="../../authors/pagano">Miguel Pagano</a> <a href="https://cs.famaf.unc.edu.ar/~mpagano/">🌐</a>, <a href="../../authors/terraf">Pedro Sánchez Terraf</a> <a href="https://cs.famaf.unc.edu.ar/~pedro">🌐</a> and <a href="../../authors/steinberg">Matías Steinberg</a> <a href="mailto:matias.steinberg@mi.unc.edu.ar">📧</a></div>
+    <h5><a class="title" href="../../entries/Independence_CH.html">The Independence of the Continuum Hypothesis in Isabelle/ZF</a></h5> <br>by <a href="../../authors/gunther">Emmanuel Gunther</a> <a href="mailto:gunther@famaf.unc.edu.ar">📧</a>, <a href="../../authors/pagano">Miguel Pagano</a> <a href="https://cs.famaf.unc.edu.ar/~mpagano/">🌐</a>, <a href="../../authors/terraf">Pedro Sánchez Terraf</a> <a href="https://cs.famaf.unc.edu.ar/~pedro/home_en.html">🌐</a> and <a href="../../authors/steinberg">Matías Steinberg</a> <a href="mailto:matias.steinberg@mi.unc.edu.ar">📧</a></div>
   <span class="date">
     Mar 06
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 </article>
 <article class="entry">
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-    <h5><a class="title" href="../../entries/Transitive_Models.html">Transitive Models of Fragments of ZFC</a></h5> <br>by <a href="../../authors/gunther">Emmanuel Gunther</a> <a href="mailto:gunther@famaf.unc.edu.ar">📧</a>, <a href="../../authors/pagano">Miguel Pagano</a> <a href="https://cs.famaf.unc.edu.ar/~mpagano/">🌐</a>, <a href="../../authors/terraf">Pedro Sánchez Terraf</a> <a href="https://cs.famaf.unc.edu.ar/~pedro">🌐</a> and <a href="../../authors/steinberg">Matías Steinberg</a> <a href="mailto:matias.steinberg@mi.unc.edu.ar">📧</a></div>
+    <h5><a class="title" href="../../entries/Transitive_Models.html">Transitive Models of Fragments of ZFC</a></h5> <br>by <a href="../../authors/gunther">Emmanuel Gunther</a> <a href="mailto:gunther@famaf.unc.edu.ar">📧</a>, <a href="../../authors/pagano">Miguel Pagano</a> <a href="https://cs.famaf.unc.edu.ar/~mpagano/">🌐</a>, <a href="../../authors/terraf">Pedro Sánchez Terraf</a> <a href="https://cs.famaf.unc.edu.ar/~pedro/home_en.html">🌐</a> and <a href="../../authors/steinberg">Matías Steinberg</a> <a href="mailto:matias.steinberg@mi.unc.edu.ar">📧</a></div>
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     Mar 03
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 <h3 class="head">2020</h3><article class="entry">
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-    <h5><a class="title" href="../../entries/Forcing.html">Formalization of Forcing in Isabelle/ZF</a></h5> <br>by <a href="../../authors/gunther">Emmanuel Gunther</a> <a href="mailto:gunther@famaf.unc.edu.ar">📧</a>, <a href="../../authors/pagano">Miguel Pagano</a> <a href="https://cs.famaf.unc.edu.ar/~mpagano/">🌐</a> and <a href="../../authors/terraf">Pedro Sánchez Terraf</a> <a href="https://cs.famaf.unc.edu.ar/~pedro/home_en">🌐</a></div>
+    <h5><a class="title" href="../../entries/Forcing.html">Formalization of Forcing in Isabelle/ZF</a></h5> <br>by <a href="../../authors/gunther">Emmanuel Gunther</a> <a href="mailto:gunther@famaf.unc.edu.ar">📧</a>, <a href="../../authors/pagano">Miguel Pagano</a> <a href="https://cs.famaf.unc.edu.ar/~mpagano/">🌐</a> and <a href="../../authors/terraf">Pedro Sánchez Terraf</a> <a href="https://cs.famaf.unc.edu.ar/~pedro/home_en.html">🌐</a></div>
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+    <h5><a class="title" href="../../entries/Linear_Programming.html">Linear Programming</a></h5> <br>by <a href="../../authors/parsert">Julian Parsert</a> <a href="http://www.parsert.com/">🌐</a> and <a href="../../authors/kaliszyk">Cezary Kaliszyk</a> <a href="http://cl-informatik.uibk.ac.at/users/cek/">🌐</a></div>
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 <h3 class="head">2017</h3><article class="entry">
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     <h5><a class="title" href="../../entries/Diophantine_Eqns_Lin_Hom.html">Homogeneous Linear Diophantine Equations</a></h5> <br>by <a href="../../authors/messner">Florian Messner</a> <a href="mailto:florian.g.messner@uibk.ac.at">📧</a>, <a href="../../authors/parsert">Julian Parsert</a> <a href="mailto:julian.parsert@gmail.com">📧</a>, <a href="../../authors/schoepf">Jonas Schöpf</a> <a href="mailto:jonas.schoepf@uibk.ac.at">📧</a> and <a href="../../authors/sternagel">Christian Sternagel</a> <a href="mailto:c.sternagel@gmail.com">📧</a></div>
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     <h5><a class="title" href="../../entries/First_Welfare_Theorem.html">Microeconomics and the First Welfare Theorem</a></h5> <br>by <a href="../../authors/parsert">Julian Parsert</a> <a href="mailto:julian.parsert@gmail.com">📧</a> and <a href="../../authors/kaliszyk">Cezary Kaliszyk</a> <a href="http://cl-informatik.uibk.ac.at/users/cek/">🌐</a></div>
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 <h2>Entries</h2><h3 class="head">2022</h3><article class="entry">
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     <h5><a class="title" href="../../entries/Pluennecke_Ruzsa_Inequality.html">The Plünnecke-Ruzsa Inequality</a></h5> <br>by <a href="../../authors/argyraki">Angeliki Koutsoukou-Argyraki</a> <a href="https://www.cl.cam.ac.uk/~ak2110/">🌐</a> and <a href="../../authors/paulson">Lawrence C. Paulson</a></div>
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     <h5><a class="title" href="../../entries/Fishers_Inequality.html">Fisher&#39;s Inequality: Linear Algebraic Proof Techniques for Combinatorics</a></h5> <br>by <a href="../../authors/edmonds">Chelsea Edmonds</a> <a href="https://www.cst.cam.ac.uk/people/cle47">🌐</a> and <a href="../../authors/paulson">Lawrence C. Paulson</a></div>
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     <h5><a class="title" href="../../entries/Dedekind_Real.html">Constructing the Reals as Dedekind Cuts of Rationals</a></h5> <br>by <a href="../../authors/fleuriot">Jacques D. Fleuriot</a> and <a href="../../authors/paulson">Lawrence C. Paulson</a></div>
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-    <h5><a class="title" href="../../entries/Ackermanns_not_PR.html">Ackermann&#39;s Function Is Not Primitive Recursive</a></h5> <br>by <a href="../../authors/paulson">Lawrence C. Paulson</a> <a href="http://www.cl.cam.ac.uk/~lp15/">🌐</a></div>
+    <h5><a class="title" href="../../entries/Ackermanns_not_PR.html">Ackermann&#39;s Function Is Not Primitive Recursive</a></h5> <br>by <a href="../../authors/paulson">Lawrence C. Paulson</a> <a href="https://www.cl.cam.ac.uk/~lp15/">🌐</a></div>
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     <h5><a class="title" href="../../entries/Roth_Arithmetic_Progressions.html">Roth&#39;s Theorem on Arithmetic Progressions</a></h5> <br>by <a href="../../authors/edmonds">Chelsea Edmonds</a> <a href="https://www.cst.cam.ac.uk/people/cle47">🌐</a>, <a href="../../authors/argyraki">Angeliki Koutsoukou-Argyraki</a> <a href="https://www.cl.cam.ac.uk/~ak2110/">🌐</a> and <a href="../../authors/paulson">Lawrence C. Paulson</a> <a href="https://www.cl.cam.ac.uk/~lp15/">🌐</a></div>
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     <h5><a class="title" href="../../entries/Szemeredi_Regularity.html">Szemerédi&#39;s Regularity Lemma</a></h5> <br>by <a href="../../authors/edmonds">Chelsea Edmonds</a> <a href="https://www.cst.cam.ac.uk/people/cle47">🌐</a>, <a href="../../authors/argyraki">Angeliki Koutsoukou-Argyraki</a> <a href="https://www.cst.cam.ac.uk/people/ak2110">🌐</a> and <a href="../../authors/paulson">Lawrence C. Paulson</a> <a href="https://www.cl.cam.ac.uk/~lp15/">🌐</a></div>
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     <h5><a class="title" href="../../entries/Design_Theory.html">Combinatorial Design Theory</a></h5> <br>by <a href="../../authors/edmonds">Chelsea Edmonds</a> <a href="https://www.cst.cam.ac.uk/people/cle47">🌐</a> and <a href="../../authors/paulson">Lawrence C. Paulson</a> <a href="https://www.cl.cam.ac.uk/~lp15/">🌐</a></div>
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     <h5><a class="title" href="../../entries/Grothendieck_Schemes.html">Grothendieck&#39;s Schemes in Algebraic Geometry</a></h5> <br>by <a href="../../authors/bordg">Anthony Bordg</a> <a href="https://sites.google.com/site/anthonybordg/">🌐</a>, <a href="../../authors/paulson">Lawrence C. Paulson</a> <a href="https://www.cl.cam.ac.uk/~lp15/">🌐</a> and <a href="../../authors/li">Wenda Li</a> <a href="https://www.cl.cam.ac.uk/~wl302/">🌐</a></div>
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     Mar 29
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     <h5><a class="title" href="../../entries/Ordinal_Partitions.html">Ordinal Partitions</a></h5> <br>by <a href="../../authors/paulson">Lawrence C. Paulson</a> <a href="https://www.cl.cam.ac.uk/~lp15/">🌐</a></div>
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     Aug 03
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     <h5><a class="title" href="../../entries/Nash_Williams.html">The Nash-Williams Partition Theorem</a></h5> <br>by <a href="../../authors/paulson">Lawrence C. Paulson</a> <a href="https://www.cl.cam.ac.uk/~lp15/">🌐</a></div>
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     May 16
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 <h3 class="head">2019</h3><article class="entry">
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     <h5><a class="title" href="../../entries/ZFC_in_HOL.html">Zermelo Fraenkel Set Theory in Higher-Order Logic</a></h5> <br>by <a href="../../authors/paulson">Lawrence C. Paulson</a> <a href="https://www.cl.cam.ac.uk/~lp15/">🌐</a></div>
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     Oct 24
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     <h5><a class="title" href="../../entries/Fourier.html">Fourier Series</a></h5> <br>by <a href="../../authors/paulson">Lawrence C. Paulson</a> <a href="https://www.cl.cam.ac.uk/~lp15/">🌐</a></div>
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     Sep 06
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 <h3 class="head">2018</h3><article class="entry">
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-    <h5><a class="title" href="../../entries/Prime_Number_Theorem.html">The Prime Number Theorem</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a> and <a href="../../authors/paulson">Lawrence C. Paulson</a> <a href="https://www.cl.cam.ac.uk/~lp15/">🌐</a></div>
+    <h5><a class="title" href="../../entries/Prime_Number_Theorem.html">The Prime Number Theorem</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a> and <a href="../../authors/paulson">Lawrence C. Paulson</a> <a href="https://www.cl.cam.ac.uk/~lp15/">🌐</a></div>
   <span class="date">
     Sep 19
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 <article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Quaternions.html">Quaternions</a></h5> <br>by <a href="../../authors/paulson">Lawrence C. Paulson</a> <a href="https://www.cl.cam.ac.uk/~lp15/">🌐</a></div>
   <span class="date">
     Sep 05
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Green.html">An Isabelle/HOL formalisation of Green&#39;s Theorem</a></h5> <br>by <a href="../../authors/abdulaziz">Mohammad Abdulaziz</a> <a href="http://home.in.tum.de/~mansour/">🌐</a> and <a href="../../authors/paulson">Lawrence C. Paulson</a> <a href="http://www.cl.cam.ac.uk/~lp15/">🌐</a></div>
+    <h5><a class="title" href="../../entries/Green.html">An Isabelle/HOL formalisation of Green&#39;s Theorem</a></h5> <br>by <a href="../../authors/abdulaziz">Mohammad Abdulaziz</a> <a href="http://home.in.tum.de/~mansour/">🌐</a> and <a href="../../authors/paulson">Lawrence C. Paulson</a> <a href="https://www.cl.cam.ac.uk/~lp15/">🌐</a></div>
   <span class="date">
     Jan 11
   </span>
 </article>
 
 
 <h3 class="head">2016</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Source_Coding_Theorem.html">Source Coding Theorem</a></h5> <br>by <a href="../../authors/hibon">Quentin Hibon</a> <a href="mailto:qh225@cl.cam.ac.uk">📧</a> and <a href="../../authors/paulson">Lawrence C. Paulson</a> <a href="mailto:lp15@cam.ac.uk">📧</a></div>
   <span class="date">
     Oct 19
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Cartan_FP.html">The Cartan Fixed Point Theorems</a></h5> <br>by <a href="../../authors/paulson">Lawrence C. Paulson</a> <a href="http://www.cl.cam.ac.uk/~lp15/">🌐</a></div>
+    <h5><a class="title" href="../../entries/Cartan_FP.html">The Cartan Fixed Point Theorems</a></h5> <br>by <a href="../../authors/paulson">Lawrence C. Paulson</a> <a href="https://www.cl.cam.ac.uk/~lp15/">🌐</a></div>
   <span class="date">
     Mar 08
   </span>
 </article>
 
 
 <h3 class="head">2015</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Finite_Automata_HF.html">Finite Automata in Hereditarily Finite Set Theory</a></h5> <br>by <a href="../../authors/paulson">Lawrence C. Paulson</a> <a href="http://www.cl.cam.ac.uk/~lp15/">🌐</a></div>
+    <h5><a class="title" href="../../entries/Finite_Automata_HF.html">Finite Automata in Hereditarily Finite Set Theory</a></h5> <br>by <a href="../../authors/paulson">Lawrence C. Paulson</a> <a href="https://www.cl.cam.ac.uk/~lp15/">🌐</a></div>
   <span class="date">
     Feb 05
   </span>
 </article>
 
 
 <h3 class="head">2014</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Special_Function_Bounds.html">Real-Valued Special Functions: Upper and Lower Bounds</a></h5> <br>by <a href="../../authors/paulson">Lawrence C. Paulson</a> <a href="http://www.cl.cam.ac.uk/~lp15/">🌐</a></div>
+    <h5><a class="title" href="../../entries/Special_Function_Bounds.html">Real-Valued Special Functions: Upper and Lower Bounds</a></h5> <br>by <a href="../../authors/paulson">Lawrence C. Paulson</a> <a href="https://www.cl.cam.ac.uk/~lp15/">🌐</a></div>
   <span class="date">
     Aug 29
   </span>
 </article>
 
 
 <h3 class="head">2013</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/HereditarilyFinite.html">The Hereditarily Finite Sets</a></h5> <br>by <a href="../../authors/paulson">Lawrence C. Paulson</a> <a href="http://www.cl.cam.ac.uk/~lp15/">🌐</a></div>
+    <h5><a class="title" href="../../entries/HereditarilyFinite.html">The Hereditarily Finite Sets</a></h5> <br>by <a href="../../authors/paulson">Lawrence C. Paulson</a> <a href="https://www.cl.cam.ac.uk/~lp15/">🌐</a></div>
   <span class="date">
     Nov 17
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Incompleteness.html">Gödel&#39;s Incompleteness Theorems</a></h5> <br>by <a href="../../authors/paulson">Lawrence C. Paulson</a> <a href="http://www.cl.cam.ac.uk/~lp15/">🌐</a></div>
+    <h5><a class="title" href="../../entries/Incompleteness.html">Gödel&#39;s Incompleteness Theorems</a></h5> <br>by <a href="../../authors/paulson">Lawrence C. Paulson</a> <a href="https://www.cl.cam.ac.uk/~lp15/">🌐</a></div>
   <span class="date">
     Nov 17
   </span>
 </article>
 
 
 <h3 class="head">2012</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Impossible_Geometry.html">Proving the Impossibility of Trisecting an Angle and Doubling the Cube</a></h5> <br>by <a href="../../authors/romanos">Ralph Romanos</a> <a href="mailto:ralph.romanos@student.ecp.fr">📧</a> and <a href="../../authors/paulson">Lawrence C. Paulson</a> <a href="http://www.cl.cam.ac.uk/~lp15/">🌐</a></div>
+    <h5><a class="title" href="../../entries/Impossible_Geometry.html">Proving the Impossibility of Trisecting an Angle and Doubling the Cube</a></h5> <br>by <a href="../../authors/romanos">Ralph Romanos</a> <a href="mailto:ralph.romanos@student.ecp.fr">📧</a> and <a href="../../authors/paulson">Lawrence C. Paulson</a> <a href="https://www.cl.cam.ac.uk/~lp15/">🌐</a></div>
   <span class="date">
     Aug 05
   </span>
 </article>
 
 
 <h3 class="head">2008</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/FunWithTilings.html">Fun With Tilings</a></h5> <br>by <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a> and <a href="../../authors/paulson">Lawrence C. Paulson</a> <a href="http://www.cl.cam.ac.uk/~lp15/">🌐</a></div>
+    <h5><a class="title" href="../../entries/FunWithTilings.html">Fun With Tilings</a></h5> <br>by <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a> and <a href="../../authors/paulson">Lawrence C. Paulson</a> <a href="https://www.cl.cam.ac.uk/~lp15/">🌐</a></div>
   <span class="date">
     Nov 07
   </span>
 </article>
 
 
 
 
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   </div>
 </body>
 
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-    <h5><a class="title" href="../../entries/Dependent_SIFUM_Refinement.html">Compositional Security-Preserving Refinement for Concurrent Imperative Programs</a></h5> <br>by <a href="../../authors/murray">Toby Murray</a> <a href="http://people.eng.unimelb.edu.au/tobym/">🌐</a>, <a href="../../authors/sison">Robert Sison</a>, <a href="../../authors/pierzchalski">Edward Pierzchalski</a> and <a href="../../authors/rizkallah">Christine Rizkallah</a> <a href="https://www.mpi-inf.mpg.de/~crizkall/">🌐</a></div>
+    <h5><a class="title" href="../../entries/Dependent_SIFUM_Refinement.html">Compositional Security-Preserving Refinement for Concurrent Imperative Programs</a></h5> <br>by <a href="../../authors/murray">Toby Murray</a> <a href="https://people.eng.unimelb.edu.au/tobym/">🌐</a>, <a href="../../authors/sison">Robert Sison</a>, <a href="../../authors/pierzchalski">Edward Pierzchalski</a> and <a href="../../authors/rizkallah">Christine Rizkallah</a> <a href="https://www.mpi-inf.mpg.de/~crizkall/">🌐</a></div>
   <span class="date">
     Jun 28
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 <article class="entry">
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-    <h5><a class="title" href="../../entries/Dependent_SIFUM_Type_Systems.html">A Dependent Security Type System for Concurrent Imperative Programs</a></h5> <br>by <a href="../../authors/murray">Toby Murray</a> <a href="http://people.eng.unimelb.edu.au/tobym/">🌐</a>, <a href="../../authors/sison">Robert Sison</a>, <a href="../../authors/pierzchalski">Edward Pierzchalski</a> and <a href="../../authors/rizkallah">Christine Rizkallah</a> <a href="https://www.mpi-inf.mpg.de/~crizkall/">🌐</a></div>
+    <h5><a class="title" href="../../entries/Dependent_SIFUM_Type_Systems.html">A Dependent Security Type System for Concurrent Imperative Programs</a></h5> <br>by <a href="../../authors/murray">Toby Murray</a> <a href="https://people.eng.unimelb.edu.au/tobym/">🌐</a>, <a href="../../authors/sison">Robert Sison</a>, <a href="../../authors/pierzchalski">Edward Pierzchalski</a> and <a href="../../authors/rizkallah">Christine Rizkallah</a> <a href="https://www.mpi-inf.mpg.de/~crizkall/">🌐</a></div>
   <span class="date">
     Jun 25
   </span>
 </article>
 
 
 
 
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diff --git a/web/authors/platzer/index.html b/web/authors/platzer/index.html
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+<ul><li><a href="https://www.cs.cmu.edu/~aplatzer/">https://www.cs.cmu.edu/~aplatzer/</a></li></ul>
 
 
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 <h2>Entries</h2><h3 class="head">2021</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Virtual_Substitution.html">Verified Quadratic Virtual Substitution for Real Arithmetic</a></h5> <br>by <a href="../../authors/scharager">Matias Scharager</a> <a href="mailto:mscharag@cs.cmu.edu">📧</a>, <a href="../../authors/cordwell">Katherine Cordwell</a> <a href="mailto:kcordwel@cs.cmu.edu">📧</a>, <a href="../../authors/mitsch">Stefan Mitsch</a> <a href="mailto:smitsch@cs.cmu.edu">📧</a> and <a href="../../authors/platzer">André Platzer</a> <a href="mailto:aplatzer@cs.cmu.edu">📧</a></div>
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     Oct 02
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 </article>
 <article class="entry">
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     <h5><a class="title" href="../../entries/BenOr_Kozen_Reif.html">The BKR Decision Procedure for Univariate Real Arithmetic</a></h5> <br>by <a href="../../authors/cordwell">Katherine Cordwell</a> <a href="https://www.cs.cmu.edu/~kcordwel/">🌐</a>, <a href="../../authors/tan">Yong Kiam Tan</a> <a href="https://www.cs.cmu.edu/~yongkiat/">🌐</a> and <a href="../../authors/platzer">André Platzer</a> <a href="https://www.cs.cmu.edu/~aplatzer/">🌐</a></div>
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     Apr 24
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 <h3 class="head">2019</h3><article class="entry">
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-    <h5><a class="title" href="../../entries/Differential_Game_Logic.html">Differential Game Logic</a></h5> <br>by <a href="../../authors/platzer">André Platzer</a> <a href="http://www.cs.cmu.edu/~aplatzer/">🌐</a></div>
+    <h5><a class="title" href="../../entries/Differential_Game_Logic.html">Differential Game Logic</a></h5> <br>by <a href="../../authors/platzer">André Platzer</a> <a href="https://www.cs.cmu.edu/~aplatzer/">🌐</a></div>
   <span class="date">
     Jun 03
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 <h2>Entries</h2><h3 class="head">2021</h3><article class="entry">
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     <h5><a class="title" href="../../entries/Fresh_Identifiers.html">Fresh identifiers</a></h5> <br>by <a href="../../authors/popescu">Andrei Popescu</a> <a href="https://www.andreipopescu.uk">🌐</a> and <a href="../../authors/bauereiss">Thomas Bauereiss</a> <a href="mailto:thomas@bauereiss.name">📧</a></div>
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     Aug 16
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 </article>
 <article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/CoSMeDis.html">CoSMeDis: A confidentiality-verified distributed social media platform</a></h5> <br>by <a href="../../authors/bauereiss">Thomas Bauereiss</a> <a href="mailto:thomas@bauereiss.name">📧</a> and <a href="../../authors/popescu">Andrei Popescu</a> <a href="https://www.andreipopescu.uk">🌐</a></div>
   <span class="date">
     Aug 16
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/CoSMed.html">CoSMed: A confidentiality-verified social media platform</a></h5> <br>by <a href="../../authors/bauereiss">Thomas Bauereiss</a> <a href="mailto:thomas@bauereiss.name">📧</a> and <a href="../../authors/popescu">Andrei Popescu</a> <a href="https://www.andreipopescu.uk">🌐</a></div>
   <span class="date">
     Aug 16
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/BD_Security_Compositional.html">Compositional BD Security</a></h5> <br>by <a href="../../authors/bauereiss">Thomas Bauereiss</a> <a href="mailto:thomas@bauereiss.name">📧</a> and <a href="../../authors/popescu">Andrei Popescu</a> <a href="https://www.andreipopescu.uk">🌐</a></div>
   <span class="date">
     Aug 16
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/CoCon.html">CoCon: A Confidentiality-Verified Conference Management System</a></h5> <br>by <a href="../../authors/popescu">Andrei Popescu</a> <a href="https://www.andreipopescu.uk">🌐</a>, <a href="../../authors/lammich">Peter Lammich</a> <a href="mailto:lammich@in.tum.de">📧</a> and <a href="../../authors/bauereiss">Thomas Bauereiss</a> <a href="mailto:thomas@bauereiss.name">📧</a></div>
   <span class="date">
     Aug 16
   </span>
 </article>
 
 
 <h3 class="head">2020</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Syntax_Independent_Logic.html">Syntax-Independent Logic Infrastructure</a></h5> <br>by <a href="../../authors/popescu">Andrei Popescu</a> <a href="https://www.andreipopescu.uk">🌐</a> and <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io">🌐</a></div>
-  <span class="date">
-    Sep 16
-  </span>
-</article>
-<article class="entry">
-  <div class="item-text">
-    <h5><a class="title" href="../../entries/Robinson_Arithmetic.html">Robinson Arithmetic</a></h5> <br>by <a href="../../authors/popescu">Andrei Popescu</a> <a href="https://www.andreipopescu.uk">🌐</a> and <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io">🌐</a></div>
+    <h5><a class="title" href="../../entries/Syntax_Independent_Logic.html">Syntax-Independent Logic Infrastructure</a></h5> <br>by <a href="../../authors/popescu">Andrei Popescu</a> <a href="https://www.andreipopescu.uk">🌐</a> and <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io/">🌐</a></div>
   <span class="date">
     Sep 16
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Goedel_HFSet_Semanticless.html">From Abstract to Concrete Gödel&#39;s Incompleteness Theorems—Part II</a></h5> <br>by <a href="../../authors/popescu">Andrei Popescu</a> <a href="https://www.andreipopescu.uk">🌐</a> and <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io">🌐</a></div>
+    <h5><a class="title" href="../../entries/Robinson_Arithmetic.html">Robinson Arithmetic</a></h5> <br>by <a href="../../authors/popescu">Andrei Popescu</a> <a href="https://www.andreipopescu.uk">🌐</a> and <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io/">🌐</a></div>
   <span class="date">
     Sep 16
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Goedel_HFSet_Semantic.html">From Abstract to Concrete Gödel&#39;s Incompleteness Theorems—Part I</a></h5> <br>by <a href="../../authors/popescu">Andrei Popescu</a> <a href="https://www.andreipopescu.uk">🌐</a> and <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io">🌐</a></div>
+    <h5><a class="title" href="../../entries/Goedel_HFSet_Semanticless.html">From Abstract to Concrete Gödel&#39;s Incompleteness Theorems—Part II</a></h5> <br>by <a href="../../authors/popescu">Andrei Popescu</a> <a href="https://www.andreipopescu.uk">🌐</a> and <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io/">🌐</a></div>
   <span class="date">
     Sep 16
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Goedel_Incompleteness.html">An Abstract Formalization of Gödel&#39;s Incompleteness Theorems</a></h5> <br>by <a href="../../authors/popescu">Andrei Popescu</a> <a href="https://www.andreipopescu.uk">🌐</a> and <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io">🌐</a></div>
+    <h5><a class="title" href="../../entries/Goedel_HFSet_Semantic.html">From Abstract to Concrete Gödel&#39;s Incompleteness Theorems—Part I</a></h5> <br>by <a href="../../authors/popescu">Andrei Popescu</a> <a href="https://www.andreipopescu.uk">🌐</a> and <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io/">🌐</a></div>
+  <span class="date">
+    Sep 16
+  </span>
+</article>
+<article class="entry">
+  <div class="item-text">
+    <h5><a class="title" href="../../entries/Goedel_Incompleteness.html">An Abstract Formalization of Gödel&#39;s Incompleteness Theorems</a></h5> <br>by <a href="../../authors/popescu">Andrei Popescu</a> <a href="https://www.andreipopescu.uk">🌐</a> and <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io/">🌐</a></div>
   <span class="date">
     Sep 16
   </span>
 </article>
 
 
 <h3 class="head">2019</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Binding_Syntax_Theory.html">A General Theory of Syntax with Bindings</a></h5> <br>by <a href="../../authors/gheri">Lorenzo Gheri</a> <a href="mailto:lor.gheri@gmail.com">📧</a> and <a href="../../authors/popescu">Andrei Popescu</a> <a href="https://www.andreipopescu.uk">🌐</a></div>
   <span class="date">
     Apr 06
   </span>
 </article>
 
 
 <h3 class="head">2017</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/BNF_Operations.html">Operations on Bounded Natural Functors</a></h5> <br>by <a href="../../authors/blanchette">Jasmin Christian Blanchette</a> <a href="mailto:jasmin.blanchette@gmail.com">📧</a>, <a href="../../authors/popescu">Andrei Popescu</a> <a href="https://www.andreipopescu.uk">🌐</a> and <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io">🌐</a></div>
+    <h5><a class="title" href="../../entries/BNF_Operations.html">Operations on Bounded Natural Functors</a></h5> <br>by <a href="../../authors/blanchette">Jasmin Christian Blanchette</a> <a href="mailto:jasmin.blanchette@gmail.com">📧</a>, <a href="../../authors/popescu">Andrei Popescu</a> <a href="https://www.andreipopescu.uk">🌐</a> and <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io/">🌐</a></div>
   <span class="date">
     Dec 19
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Abstract_Soundness.html">Abstract Soundness</a></h5> <br>by <a href="../../authors/blanchette">Jasmin Christian Blanchette</a> <a href="mailto:jasmin.blanchette@gmail.com">📧</a>, <a href="../../authors/popescu">Andrei Popescu</a> <a href="https://www.andreipopescu.uk">🌐</a> and <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io">🌐</a></div>
+    <h5><a class="title" href="../../entries/Abstract_Soundness.html">Abstract Soundness</a></h5> <br>by <a href="../../authors/blanchette">Jasmin Christian Blanchette</a> <a href="mailto:jasmin.blanchette@gmail.com">📧</a>, <a href="../../authors/popescu">Andrei Popescu</a> <a href="https://www.andreipopescu.uk">🌐</a> and <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io/">🌐</a></div>
   <span class="date">
     Feb 10
   </span>
 </article>
 
 
 <h3 class="head">2014</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Bounded_Deducibility_Security.html">Bounded-Deducibility Security</a></h5> <br>by <a href="../../authors/popescu">Andrei Popescu</a> <a href="https://www.andreipopescu.uk">🌐</a>, <a href="../../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a> and <a href="../../authors/bauereiss">Thomas Bauereiss</a> <a href="mailto:thomas@bauereiss.name">📧</a></div>
   <span class="date">
     Apr 22
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Abstract_Completeness.html">Abstract Completeness</a></h5> <br>by <a href="../../authors/blanchette">Jasmin Christian Blanchette</a> <a href="http://www21.in.tum.de/~blanchet">🌐</a>, <a href="../../authors/popescu">Andrei Popescu</a> <a href="https://www.andreipopescu.uk">🌐</a> and <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io">🌐</a></div>
+    <h5><a class="title" href="../../entries/Abstract_Completeness.html">Abstract Completeness</a></h5> <br>by <a href="../../authors/blanchette">Jasmin Christian Blanchette</a> <a href="http://www21.in.tum.de/~blanchet">🌐</a>, <a href="../../authors/popescu">Andrei Popescu</a> <a href="https://www.andreipopescu.uk">🌐</a> and <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io/">🌐</a></div>
   <span class="date">
     Apr 16
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/HyperCTL.html">A shallow embedding of HyperCTL*</a></h5> <br>by <a href="../../authors/rabe">Markus N. Rabe</a> <a href="http://www.react.uni-saarland.de/people/rabe.html">🌐</a>, <a href="../../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a> and <a href="../../authors/popescu">Andrei Popescu</a> <a href="https://www.andreipopescu.uk">🌐</a></div>
   <span class="date">
     Apr 16
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Probabilistic_Noninterference.html">Probabilistic Noninterference</a></h5> <br>by <a href="../../authors/popescu">Andrei Popescu</a> <a href="https://www.andreipopescu.uk">🌐</a> and <a href="../../authors/hoelzl">Johannes Hölzl</a> <a href="http://in.tum.de/~hoelzl">🌐</a></div>
+    <h5><a class="title" href="../../entries/Probabilistic_Noninterference.html">Probabilistic Noninterference</a></h5> <br>by <a href="../../authors/popescu">Andrei Popescu</a> <a href="https://www.andreipopescu.uk">🌐</a> and <a href="../../authors/hoelzl">Johannes Hölzl</a> <a href="http://home.in.tum.de/~hoelzl">🌐</a></div>
   <span class="date">
     Mar 11
   </span>
 </article>
 
 
 <h3 class="head">2013</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Sort_Encodings.html">Sound and Complete Sort Encodings for First-Order Logic</a></h5> <br>by <a href="../../authors/blanchette">Jasmin Christian Blanchette</a> <a href="http://www21.in.tum.de/~blanchet">🌐</a> and <a href="../../authors/popescu">Andrei Popescu</a> <a href="https://www.andreipopescu.uk">🌐</a></div>
   <span class="date">
     Jun 27
   </span>
 </article>
 
 
 <h3 class="head">2012</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Possibilistic_Noninterference.html">Possibilistic Noninterference</a></h5> <br>by <a href="../../authors/popescu">Andrei Popescu</a> <a href="https://www.andreipopescu.uk">🌐</a> and <a href="../../authors/hoelzl">Johannes Hölzl</a> <a href="mailto:hoelzl@in.tum.de">📧</a></div>
   <span class="date">
     Sep 10
   </span>
 </article>
 
 
 <h3 class="head">2009</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Ordinals_and_Cardinals.html">Ordinals and Cardinals</a></h5> <br>by <a href="../../authors/popescu">Andrei Popescu</a> <a href="https://www.andreipopescu.uk">🌐</a></div>
   <span class="date">
     Sep 01
   </span>
 </article>
 
 
 
 
     </div>
   </div>
 </body>
 
 </html>
\ No newline at end of file
diff --git a/web/authors/pusch/index.html b/web/authors/pusch/index.html
--- a/web/authors/pusch/index.html
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   <h1 >
     <span class='first'>C</span>ornelia <span class='first'>P</span>usch</h1>
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 <h2>Entries</h2><h3 class="head">2004</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/AVL-Trees.html">AVL Trees</a></h5> <br>by <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a> and <a href="../../authors/pusch">Cornelia Pusch</a></div>
+    <h5><a class="title" href="../../entries/AVL-Trees.html">AVL Trees</a></h5> <br>by <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a> and <a href="../../authors/pusch">Cornelia Pusch</a></div>
   <span class="date">
     Mar 19
   </span>
 </article>
 
 
 
 
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   <h1 >
     <span class='first'>M</span>artin <span class='first'>R</span>aszyk</h1>
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 <h2>E-Mails 📧</h2>
 <ul><li><a href="mailto:martin.raszyk@inf.ethz.ch">martin.raszyk@inf.ethz.ch</a></li></ul>
 
 
 <h2>Entries</h2><h3 class="head">2022</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Eval_FO.html">First-Order Query Evaluation</a></h5> <br>by <a href="../../authors/raszyk">Martin Raszyk</a> <a href="mailto:martin.raszyk@inf.ethz.ch">📧</a></div>
   <span class="date">
     Feb 15
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/VYDRA_MDL.html">Multi-Head Monitoring of Metric Dynamic Logic</a></h5> <br>by <a href="../../authors/raszyk">Martin Raszyk</a> <a href="mailto:martin.raszyk@inf.ethz.ch">📧</a></div>
   <span class="date">
     Feb 13
   </span>
 </article>
 
 
 <h3 class="head">2020</h3><article class="entry">
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-    <h5><a class="title" href="../../entries/MFODL_Monitor_Optimized.html">Formalization of an Optimized Monitoring Algorithm for Metric First-Order Dynamic Logic with Aggregations</a></h5> <br>by <a href="../../authors/dardinier">Thibault Dardinier</a>, <a href="../../authors/heimes">Lukas Heimes</a>, <a href="../../authors/raszyk">Martin Raszyk</a> <a href="mailto:martin.raszyk@inf.ethz.ch">📧</a>, <a href="../../authors/schneider">Joshua Schneider</a> <a href="mailto:joshua.schneider@inf.ethz.ch">📧</a> and <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io">🌐</a></div>
+    <h5><a class="title" href="../../entries/MFODL_Monitor_Optimized.html">Formalization of an Optimized Monitoring Algorithm for Metric First-Order Dynamic Logic with Aggregations</a></h5> <br>by <a href="../../authors/dardinier">Thibault Dardinier</a>, <a href="../../authors/heimes">Lukas Heimes</a>, <a href="../../authors/raszyk">Martin Raszyk</a> <a href="mailto:martin.raszyk@inf.ethz.ch">📧</a>, <a href="../../authors/schneider">Joshua Schneider</a> <a href="mailto:joshua.schneider@inf.ethz.ch">📧</a> and <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io/">🌐</a></div>
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 <h2>Entries</h2><h3 class="head">2020</h3><article class="entry">
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-    <h5><a class="title" href="../../entries/Closest_Pair_Points.html">Closest Pair of Points Algorithms</a></h5> <br>by <a href="../../authors/rau">Martin Rau</a> <a href="mailto:martin.rau@tum.de">📧</a> and <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="http://www.in.tum.de/~nipkow">🌐</a></div>
+    <h5><a class="title" href="../../entries/Closest_Pair_Points.html">Closest Pair of Points Algorithms</a></h5> <br>by <a href="../../authors/rau">Martin Rau</a> <a href="mailto:martin.rau@tum.de">📧</a> and <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a></div>
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-    <h5><a class="title" href="../../entries/Gauss_Sums.html">Gauss Sums and the Pólya–Vinogradov Inequality</a></h5> <br>by <a href="../../authors/raya">Rodrigo Raya</a> <a href="https://people.epfl.ch/rodrigo.raya">🌐</a> and <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a></div>
+    <h5><a class="title" href="../../entries/Gauss_Sums.html">Gauss Sums and the Pólya–Vinogradov Inequality</a></h5> <br>by <a href="../../authors/raya">Rodrigo Raya</a> <a href="https://people.epfl.ch/rodrigo.raya">🌐</a> and <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a></div>
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 <h2>Entries</h2><h3 class="head">2019</h3><article class="entry">
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-    <h5><a class="title" href="../../entries/Linear_Inequalities.html">Linear Inequalities</a></h5> <br>by <a href="../../authors/bottesch">Ralph Bottesch</a> <a href="http://cl-informatik.uibk.ac.at/users/bottesch/">🌐</a>, <a href="../../authors/reynaud">Alban Reynaud</a> and <a href="../../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/~thiemann/">🌐</a></div>
+    <h5><a class="title" href="../../entries/Linear_Inequalities.html">Linear Inequalities</a></h5> <br>by <a href="../../authors/bottesch">Ralph Bottesch</a> <a href="http://cl-informatik.uibk.ac.at/users/bottesch/">🌐</a>, <a href="../../authors/reynaud">Alban Reynaud</a> and <a href="../../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/users/thiemann/">🌐</a></div>
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 <h2>Entries</h2><h3 class="head">2019</h3><article class="entry">
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-    <h5><a class="title" href="../../entries/UTP.html">Isabelle/UTP: Mechanised Theory Engineering for Unifying Theories of Programming</a></h5> <br>by <a href="../../authors/fosters">Simon Foster</a> <a href="https://www-users.cs.york.ac.uk/~simonf/">🌐</a>, <a href="../../authors/zeyda">Frank Zeyda</a>, <a href="../../authors/nemouchi">Yakoub Nemouchi</a> <a href="mailto:yakoub.nemouchi@york.ac.uk">📧</a>, <a href="../../authors/ribeiro">Pedro Ribeiro</a> and <a href="../../authors/wolff">Burkhart Wolff</a> <a href="mailto:wolff@lri.fr">📧</a></div>
+    <h5><a class="title" href="../../entries/UTP.html">Isabelle/UTP: Mechanised Theory Engineering for Unifying Theories of Programming</a></h5> <br>by <a href="../../authors/fosters">Simon Foster</a> <a href="https://www-users.cs.york.ac.uk/~simonf/">🌐</a>, <a href="../../authors/zeyda">Frank Zeyda</a>, <a href="../../authors/nemouchi">Yakoub Nemouchi</a> <a href="mailto:yakoub.nemouchi@york.ac.uk">📧</a>, <a href="../../authors/ribeiro">Pedro Ribeiro</a> and <a href="../../authors/wolff">Burkhart Wolff</a> <a href="mailto:burkhart.wolff@lri.fr">📧</a></div>
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     <span class='first'>A</span>lbert <span class='first'>R</span>izaldi</h1>
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 <h2>E-Mails 📧</h2>
 <ul><li><a href="mailto:albert.rizaldi@ntu.edu.sg">albert.rizaldi@ntu.edu.sg</a></li></ul>
 
 
 <h2>Entries</h2><h3 class="head">2020</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Safe_Distance.html">A Formally Verified Checker of the Safe Distance Traffic Rules for Autonomous Vehicles</a></h5> <br>by <a href="../../authors/rizaldi">Albert Rizaldi</a> <a href="mailto:albert.rizaldi@ntu.edu.sg">📧</a> and <a href="../../authors/immler">Fabian Immler</a> <a href="http://home.in.tum.de/~immler/">🌐</a></div>
+    <h5><a class="title" href="../../entries/Safe_Distance.html">A Formally Verified Checker of the Safe Distance Traffic Rules for Autonomous Vehicles</a></h5> <br>by <a href="../../authors/rizaldi">Albert Rizaldi</a> <a href="mailto:albert.rizaldi@ntu.edu.sg">📧</a> and <a href="../../authors/immler">Fabian Immler</a> <a href="https://home.in.tum.de/~immler/">🌐</a></div>
   <span class="date">
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   <h1 >
     <span class='first'>C</span>hristine <span class='first'>R</span>izkallah</h1>
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 <h2>Homepages 🌐</h2>
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 <h2>Entries</h2><h3 class="head">2016</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Complx.html">COMPLX: A Verification Framework for Concurrent Imperative Programs</a></h5> <br>by <a href="../../authors/amani">Sidney Amani</a>, <a href="../../authors/andronick">June Andronick</a>, <a href="../../authors/bortin">Maksym Bortin</a>, <a href="../../authors/lewis">Corey Lewis</a>, <a href="../../authors/rizkallah">Christine Rizkallah</a> and <a href="../../authors/tuongj">Joseph Tuong</a></div>
   <span class="date">
     Nov 29
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 </article>
 <article class="entry">
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-    <h5><a class="title" href="../../entries/Dependent_SIFUM_Refinement.html">Compositional Security-Preserving Refinement for Concurrent Imperative Programs</a></h5> <br>by <a href="../../authors/murray">Toby Murray</a> <a href="http://people.eng.unimelb.edu.au/tobym/">🌐</a>, <a href="../../authors/sison">Robert Sison</a>, <a href="../../authors/pierzchalski">Edward Pierzchalski</a> and <a href="../../authors/rizkallah">Christine Rizkallah</a> <a href="https://www.mpi-inf.mpg.de/~crizkall/">🌐</a></div>
+    <h5><a class="title" href="../../entries/Dependent_SIFUM_Refinement.html">Compositional Security-Preserving Refinement for Concurrent Imperative Programs</a></h5> <br>by <a href="../../authors/murray">Toby Murray</a> <a href="https://people.eng.unimelb.edu.au/tobym/">🌐</a>, <a href="../../authors/sison">Robert Sison</a>, <a href="../../authors/pierzchalski">Edward Pierzchalski</a> and <a href="../../authors/rizkallah">Christine Rizkallah</a> <a href="https://www.mpi-inf.mpg.de/~crizkall/">🌐</a></div>
   <span class="date">
     Jun 28
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 </article>
 <article class="entry">
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-    <h5><a class="title" href="../../entries/Dependent_SIFUM_Type_Systems.html">A Dependent Security Type System for Concurrent Imperative Programs</a></h5> <br>by <a href="../../authors/murray">Toby Murray</a> <a href="http://people.eng.unimelb.edu.au/tobym/">🌐</a>, <a href="../../authors/sison">Robert Sison</a>, <a href="../../authors/pierzchalski">Edward Pierzchalski</a> and <a href="../../authors/rizkallah">Christine Rizkallah</a> <a href="https://www.mpi-inf.mpg.de/~crizkall/">🌐</a></div>
+    <h5><a class="title" href="../../entries/Dependent_SIFUM_Type_Systems.html">A Dependent Security Type System for Concurrent Imperative Programs</a></h5> <br>by <a href="../../authors/murray">Toby Murray</a> <a href="https://people.eng.unimelb.edu.au/tobym/">🌐</a>, <a href="../../authors/sison">Robert Sison</a>, <a href="../../authors/pierzchalski">Edward Pierzchalski</a> and <a href="../../authors/rizkallah">Christine Rizkallah</a> <a href="https://www.mpi-inf.mpg.de/~crizkall/">🌐</a></div>
   <span class="date">
     Jun 25
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 </article>
 
 
 <h3 class="head">2013</h3><article class="entry">
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     <h5><a class="title" href="../../entries/ShortestPath.html">An Axiomatic Characterization of the Single-Source Shortest Path Problem</a></h5> <br>by <a href="../../authors/rizkallah">Christine Rizkallah</a> <a href="https://www.mpi-inf.mpg.de/~crizkall/">🌐</a></div>
   <span class="date">
     May 22
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 </article>
 
 
 <h3 class="head">2011</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Max-Card-Matching.html">Maximum Cardinality Matching</a></h5> <br>by <a href="../../authors/rizkallah">Christine Rizkallah</a> <a href="https://www.mpi-inf.mpg.de/~crizkall/">🌐</a></div>
   <span class="date">
     Jul 21
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 </article>
 
 
 
 
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 <h2>Homepages 🌐</h2>
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 <h2>Entries</h2><h3 class="head">2020</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Approximation_Algorithms.html">Verified Approximation Algorithms</a></h5> <br>by <a href="../../authors/essmann">Robin Eßmann</a> <a href="mailto:robin.essmann@tum.de">📧</a>, <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="http://www.in.tum.de/~nipkow/">🌐</a>, <a href="../../authors/robillard">Simon Robillard</a> <a href="https://simon-robillard.net/">🌐</a> and <a href="../../authors/sulejmani">Ujkan Sulejmani</a></div>
+    <h5><a class="title" href="../../entries/Approximation_Algorithms.html">Verified Approximation Algorithms</a></h5> <br>by <a href="../../authors/essmann">Robin Eßmann</a> <a href="mailto:robin.essmann@tum.de">📧</a>, <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a>, <a href="../../authors/robillard">Simon Robillard</a> <a href="https://simon-robillard.net/">🌐</a> and <a href="../../authors/sulejmani">Ujkan Sulejmani</a></div>
   <span class="date">
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 <h2>E-Mails 📧</h2>
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 <h2>Entries</h2><h3 class="head">2012</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Impossible_Geometry.html">Proving the Impossibility of Trisecting an Angle and Doubling the Cube</a></h5> <br>by <a href="../../authors/romanos">Ralph Romanos</a> <a href="mailto:ralph.romanos@student.ecp.fr">📧</a> and <a href="../../authors/paulson">Lawrence C. Paulson</a> <a href="http://www.cl.cam.ac.uk/~lp15/">🌐</a></div>
+    <h5><a class="title" href="../../entries/Impossible_Geometry.html">Proving the Impossibility of Trisecting an Angle and Doubling the Cube</a></h5> <br>by <a href="../../authors/romanos">Ralph Romanos</a> <a href="mailto:ralph.romanos@student.ecp.fr">📧</a> and <a href="../../authors/paulson">Lawrence C. Paulson</a> <a href="https://www.cl.cam.ac.uk/~lp15/">🌐</a></div>
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 <h2>Homepages 🌐</h2>
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 <h2>Entries</h2><h3 class="head">2021</h3><article class="entry">
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-    <h5><a class="title" href="../../entries/Metalogic_ProofChecker.html">Isabelle&#39;s Metalogic: Formalization and Proof Checker</a></h5> <br>by <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a> and <a href="../../authors/rosskopf">Simon Roßkopf</a> <a href="http://www21.in.tum.de/~rosskops">🌐</a></div>
+    <h5><a class="title" href="../../entries/Metalogic_ProofChecker.html">Isabelle&#39;s Metalogic: Formalization and Proof Checker</a></h5> <br>by <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a> and <a href="../../authors/rosskopf">Simon Roßkopf</a> <a href="http://www21.in.tum.de/~rosskops">🌐</a></div>
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-    <h5><a class="title" href="../../entries/Fishburn_Impossibility.html">The Incompatibility of Fishburn-Strategyproofness and Pareto-Efficiency</a></h5> <br>by <a href="../../authors/brandt">Felix Brandt</a> <a href="http://dss.in.tum.de/staff/brandt.html">🌐</a>, <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a>, <a href="../../authors/saile">Christian Saile</a> <a href="http://dss.in.tum.de/staff/christian-saile.html">🌐</a> and <a href="../../authors/stricker">Christian Stricker</a> <a href="http://dss.in.tum.de/staff/christian-stricker.html">🌐</a></div>
+    <h5><a class="title" href="../../entries/Fishburn_Impossibility.html">The Incompatibility of Fishburn-Strategyproofness and Pareto-Efficiency</a></h5> <br>by <a href="../../authors/brandt">Felix Brandt</a> <a href="http://dss.in.tum.de/staff/brandt.html">🌐</a>, <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a>, <a href="../../authors/saile">Christian Saile</a> <a href="http://dss.in.tum.de/staff/christian-saile.html">🌐</a> and <a href="../../authors/stricker">Christian Stricker</a> <a href="http://dss.in.tum.de/staff/christian-stricker.html">🌐</a></div>
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 <h2>Entries</h2><h3 class="head">2021</h3><article class="entry">
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-    <h5><a class="title" href="../../entries/MDP-Algorithms.html">Verified Algorithms for Solving Markov Decision Processes</a></h5> <br>by <a href="../../authors/schaeffeler">Maximilian Schäffeler</a> <a href="mailto:schaeffm@in.tum.de">📧</a> and <a href="../../authors/abdulaziz">Mohammad Abdulaziz</a> <a href="mailto:mansour@in.tum.de">📧</a></div>
+    <h5><a class="title" href="../../entries/MDP-Algorithms.html">Verified Algorithms for Solving Markov Decision Processes</a></h5> <br>by <a href="../../authors/schaeffeler">Maximilian Schäffeler</a> <a href="mailto:schaeffm@in.tum.de">📧</a> and <a href="../../authors/abdulaziz">Mohammad Abdulaziz</a> <a href="mailto:mohammad.abdulaziz@in.tum.de">📧</a></div>
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-    <h5><a class="title" href="../../entries/MDP-Rewards.html">Markov Decision Processes with Rewards</a></h5> <br>by <a href="../../authors/schaeffeler">Maximilian Schäffeler</a> <a href="mailto:schaeffm@in.tum.de">📧</a> and <a href="../../authors/abdulaziz">Mohammad Abdulaziz</a> <a href="mailto:mansour@in.tum.de">📧</a></div>
+    <h5><a class="title" href="../../entries/MDP-Rewards.html">Markov Decision Processes with Rewards</a></h5> <br>by <a href="../../authors/schaeffeler">Maximilian Schäffeler</a> <a href="mailto:schaeffm@in.tum.de">📧</a> and <a href="../../authors/abdulaziz">Mohammad Abdulaziz</a> <a href="mailto:mohammad.abdulaziz@in.tum.de">📧</a></div>
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-    <h5><a class="title" href="../../entries/CAVA_LTL_Modelchecker.html">A Fully Verified Executable LTL Model Checker</a></h5> <br>by <a href="../../authors/esparza">Javier Esparza</a> <a href="https://www7.in.tum.de/~esparza/">🌐</a>, <a href="../../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a>, <a href="../../authors/neumann">René Neumann</a> <a href="mailto:rene.neumann@in.tum.de">📧</a>, <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a>, <a href="../../authors/schimpf">Alexander Schimpf</a> <a href="mailto:schimpfa@informatik.uni-freiburg.de">📧</a> and <a href="../../authors/smaus">Jan-Georg Smaus</a> <a href="http://www.irit.fr/~Jan-Georg.Smaus">🌐</a></div>
+    <h5><a class="title" href="../../entries/CAVA_LTL_Modelchecker.html">A Fully Verified Executable LTL Model Checker</a></h5> <br>by <a href="../../authors/esparza">Javier Esparza</a> <a href="https://www7.in.tum.de/~esparza/">🌐</a>, <a href="../../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a>, <a href="../../authors/neumann">René Neumann</a> <a href="mailto:rene.neumann@in.tum.de">📧</a>, <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a>, <a href="../../authors/schimpf">Alexander Schimpf</a> <a href="mailto:schimpfa@informatik.uni-freiburg.de">📧</a> and <a href="../../authors/smaus">Jan-Georg Smaus</a> <a href="http://www.irit.fr/~Jan-Georg.Smaus">🌐</a></div>
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     <h5><a class="title" href="../../entries/Automated_Stateful_Protocol_Verification.html">Automated Stateful Protocol Verification</a></h5> <br>by <a href="../../authors/hess">Andreas V. Hess</a> <a href="mailto:avhe@dtu.dk">📧</a>, <a href="../../authors/moedersheim">Sebastian Mödersheim</a> <a href="https://people.compute.dtu.dk/samo/">🌐</a>, <a href="../../authors/brucker">Achim D. Brucker</a> <a href="https://www.brucker.ch/">🌐</a> and <a href="../../authors/schlichtkrull">Anders Schlichtkrull</a> <a href="https://people.compute.dtu.dk/andschl/">🌐</a></div>
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 <h3 class="head">2018</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Functional_Ordered_Resolution_Prover.html">A Verified Functional Implementation of Bachmair and Ganzinger&#39;s Ordered Resolution Prover</a></h5> <br>by <a href="../../authors/schlichtkrull">Anders Schlichtkrull</a> <a href="https://people.compute.dtu.dk/andschl/">🌐</a>, <a href="../../authors/blanchette">Jasmin Christian Blanchette</a> <a href="mailto:j.c.blanchette@vu.nl">📧</a> and <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io">🌐</a></div>
+    <h5><a class="title" href="../../entries/Functional_Ordered_Resolution_Prover.html">A Verified Functional Implementation of Bachmair and Ganzinger&#39;s Ordered Resolution Prover</a></h5> <br>by <a href="../../authors/schlichtkrull">Anders Schlichtkrull</a> <a href="https://people.compute.dtu.dk/andschl/">🌐</a>, <a href="../../authors/blanchette">Jasmin Christian Blanchette</a> <a href="mailto:j.c.blanchette@vu.nl">📧</a> and <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io/">🌐</a></div>
   <span class="date">
     Nov 23
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Ordered_Resolution_Prover.html">Formalization of Bachmair and Ganzinger&#39;s Ordered Resolution Prover</a></h5> <br>by <a href="../../authors/schlichtkrull">Anders Schlichtkrull</a> <a href="https://people.compute.dtu.dk/andschl/">🌐</a>, <a href="../../authors/blanchette">Jasmin Christian Blanchette</a> <a href="mailto:j.c.blanchette@vu.nl">📧</a>, <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io">🌐</a> and <a href="../../authors/waldmann">Uwe Waldmann</a> <a href="mailto:uwe@mpi-inf.mpg.de">📧</a></div>
+    <h5><a class="title" href="../../entries/Ordered_Resolution_Prover.html">Formalization of Bachmair and Ganzinger&#39;s Ordered Resolution Prover</a></h5> <br>by <a href="../../authors/schlichtkrull">Anders Schlichtkrull</a> <a href="https://people.compute.dtu.dk/andschl/">🌐</a>, <a href="../../authors/blanchette">Jasmin Christian Blanchette</a> <a href="mailto:j.c.blanchette@vu.nl">📧</a>, <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io/">🌐</a> and <a href="../../authors/waldmann">Uwe Waldmann</a> <a href="mailto:waldmann@mpi-inf.mpg.de">📧</a></div>
   <span class="date">
     Jan 18
   </span>
 </article>
 
 
 <h3 class="head">2017</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/FOL_Harrison.html">First-Order Logic According to Harrison</a></h5> <br>by <a href="../../authors/jensen">Alexander Birch Jensen</a> <a href="https://people.compute.dtu.dk/aleje/">🌐</a>, <a href="../../authors/schlichtkrull">Anders Schlichtkrull</a> <a href="https://people.compute.dtu.dk/andschl/">🌐</a> and <a href="../../authors/villadsen">Jørgen Villadsen</a> <a href="https://people.compute.dtu.dk/jovi/">🌐</a></div>
   <span class="date">
     Jan 01
   </span>
 </article>
 
 
 <h3 class="head">2016</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Paraconsistency.html">Paraconsistency</a></h5> <br>by <a href="../../authors/schlichtkrull">Anders Schlichtkrull</a> <a href="https://people.compute.dtu.dk/andschl/">🌐</a> and <a href="../../authors/villadsen">Jørgen Villadsen</a> <a href="https://people.compute.dtu.dk/jovi/">🌐</a></div>
   <span class="date">
     Dec 07
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Resolution_FOL.html">The Resolution Calculus for First-Order Logic</a></h5> <br>by <a href="../../authors/schlichtkrull">Anders Schlichtkrull</a> <a href="https://people.compute.dtu.dk/andschl/">🌐</a></div>
   <span class="date">
     Jun 30
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 </article>
 
 
 
 
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     <span class='first'>J</span>ulien <span class='first'>S</span>chmaltz</h1>
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 <h2>E-Mails 📧</h2>
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 <h2>Entries</h2><h3 class="head">2014</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/CISC-Kernel.html">Formal Specification of a Generic Separation Kernel</a></h5> <br>by <a href="../../authors/verbeek">Freek Verbeek</a> <a href="mailto:Freek.Verbeek@ou.nl">📧</a>, <a href="../../authors/tverdyshev">Sergey Tverdyshev</a> <a href="mailto:stv@sysgo.com">📧</a>, <a href="../../authors/havle">Oto Havle</a> <a href="mailto:oha@sysgo.com">📧</a>, <a href="../../authors/blasum">Holger Blasum</a> <a href="mailto:holger.blasum@sysgo.com">📧</a>, <a href="../../authors/langenstein">Bruno Langenstein</a> <a href="mailto:langenstein@dfki.de">📧</a>, <a href="../../authors/stephan">Werner Stephan</a> <a href="mailto:stephan@dfki.de">📧</a>, <a href="../../authors/nemouchi">Yakoub Nemouchi</a> <a href="mailto:nemouchi@lri.fr">📧</a>, <a href="../../authors/feliachi">Abderrahmane Feliachi</a> <a href="mailto:abderrahmane.feliachi@lri.fr">📧</a>, <a href="../../authors/wolff">Burkhart Wolff</a> <a href="mailto:wolff@lri.fr">📧</a> and <a href="../../authors/schmaltz">Julien Schmaltz</a> <a href="mailto:Julien.Schmaltz@ou.nl">📧</a></div>
+    <h5><a class="title" href="../../entries/CISC-Kernel.html">Formal Specification of a Generic Separation Kernel</a></h5> <br>by <a href="../../authors/verbeek">Freek Verbeek</a> <a href="mailto:Freek.Verbeek@ou.nl">📧</a>, <a href="../../authors/tverdyshev">Sergey Tverdyshev</a> <a href="mailto:stv@sysgo.com">📧</a>, <a href="../../authors/havle">Oto Havle</a> <a href="mailto:oha@sysgo.com">📧</a>, <a href="../../authors/blasum">Holger Blasum</a> <a href="mailto:holger.blasum@sysgo.com">📧</a>, <a href="../../authors/langenstein">Bruno Langenstein</a> <a href="mailto:langenstein@dfki.de">📧</a>, <a href="../../authors/stephan">Werner Stephan</a> <a href="mailto:stephan@dfki.de">📧</a>, <a href="../../authors/nemouchi">Yakoub Nemouchi</a> <a href="mailto:nemouchi@lri.fr">📧</a>, <a href="../../authors/feliachi">Abderrahmane Feliachi</a> <a href="mailto:abderrahmane.feliachi@lri.fr">📧</a>, <a href="../../authors/wolff">Burkhart Wolff</a> <a href="mailto:burkhart.wolff@lri.fr">📧</a> and <a href="../../authors/schmaltz">Julien Schmaltz</a> <a href="mailto:Julien.Schmaltz@ou.nl">📧</a></div>
   <span class="date">
     Jul 18
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diff --git a/web/authors/schneider/index.html b/web/authors/schneider/index.html
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   <h1 >
     <span class='first'>J</span>oshua <span class='first'>S</span>chneider</h1>
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 </header><div>
 
 <h2>E-Mails 📧</h2>
 <ul><li><a href="mailto:joshua.schneider@inf.ethz.ch">joshua.schneider@inf.ethz.ch</a></li></ul>
 
 
 <h2>Entries</h2><h3 class="head">2020</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Sliding_Window_Algorithm.html">Formalization of an Algorithm for Greedily Computing Associative Aggregations on Sliding Windows</a></h5> <br>by <a href="../../authors/heimes">Lukas Heimes</a>, <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io">🌐</a> and <a href="../../authors/schneider">Joshua Schneider</a></div>
+    <h5><a class="title" href="../../entries/Sliding_Window_Algorithm.html">Formalization of an Algorithm for Greedily Computing Associative Aggregations on Sliding Windows</a></h5> <br>by <a href="../../authors/heimes">Lukas Heimes</a>, <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io/">🌐</a> and <a href="../../authors/schneider">Joshua Schneider</a></div>
   <span class="date">
     Apr 10
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/MFODL_Monitor_Optimized.html">Formalization of an Optimized Monitoring Algorithm for Metric First-Order Dynamic Logic with Aggregations</a></h5> <br>by <a href="../../authors/dardinier">Thibault Dardinier</a>, <a href="../../authors/heimes">Lukas Heimes</a>, <a href="../../authors/raszyk">Martin Raszyk</a> <a href="mailto:martin.raszyk@inf.ethz.ch">📧</a>, <a href="../../authors/schneider">Joshua Schneider</a> <a href="mailto:joshua.schneider@inf.ethz.ch">📧</a> and <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io">🌐</a></div>
+    <h5><a class="title" href="../../entries/MFODL_Monitor_Optimized.html">Formalization of an Optimized Monitoring Algorithm for Metric First-Order Dynamic Logic with Aggregations</a></h5> <br>by <a href="../../authors/dardinier">Thibault Dardinier</a>, <a href="../../authors/heimes">Lukas Heimes</a>, <a href="../../authors/raszyk">Martin Raszyk</a> <a href="mailto:martin.raszyk@inf.ethz.ch">📧</a>, <a href="../../authors/schneider">Joshua Schneider</a> <a href="mailto:joshua.schneider@inf.ethz.ch">📧</a> and <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io/">🌐</a></div>
   <span class="date">
     Apr 09
   </span>
 </article>
 
 
 <h3 class="head">2019</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/MFOTL_Monitor.html">Formalization of a Monitoring Algorithm for Metric First-Order Temporal Logic</a></h5> <br>by <a href="../../authors/schneider">Joshua Schneider</a> <a href="mailto:joshua.schneider@inf.ethz.ch">📧</a> and <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io">🌐</a></div>
+    <h5><a class="title" href="../../entries/MFOTL_Monitor.html">Formalization of a Monitoring Algorithm for Metric First-Order Temporal Logic</a></h5> <br>by <a href="../../authors/schneider">Joshua Schneider</a> <a href="mailto:joshua.schneider@inf.ethz.ch">📧</a> and <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io/">🌐</a></div>
   <span class="date">
     Jul 04
   </span>
 </article>
 
 
 <h3 class="head">2018</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/BNF_CC.html">Bounded Natural Functors with Covariance and Contravariance</a></h5> <br>by <a href="../../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de">🌐</a> and <a href="../../authors/schneider">Joshua Schneider</a> <a href="mailto:joshua.schneider@inf.ethz.ch">📧</a></div>
+    <h5><a class="title" href="../../entries/BNF_CC.html">Bounded Natural Functors with Covariance and Contravariance</a></h5> <br>by <a href="../../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de/">🌐</a> and <a href="../../authors/schneider">Joshua Schneider</a> <a href="mailto:joshua.schneider@inf.ethz.ch">📧</a></div>
   <span class="date">
     Apr 24
   </span>
 </article>
 
 
 <h3 class="head">2017</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Monad_Normalisation.html">Monad normalisation</a></h5> <br>by <a href="../../authors/schneider">Joshua Schneider</a>, <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a> and <a href="../../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de">🌐</a></div>
+    <h5><a class="title" href="../../entries/Monad_Normalisation.html">Monad normalisation</a></h5> <br>by <a href="../../authors/schneider">Joshua Schneider</a>, <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a> and <a href="../../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de/">🌐</a></div>
   <span class="date">
     May 05
   </span>
 </article>
 
 
 <h3 class="head">2015</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Applicative_Lifting.html">Applicative Lifting</a></h5> <br>by <a href="../../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de">🌐</a> and <a href="../../authors/schneider">Joshua Schneider</a></div>
+    <h5><a class="title" href="../../entries/Applicative_Lifting.html">Applicative Lifting</a></h5> <br>by <a href="../../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de/">🌐</a> and <a href="../../authors/schneider">Joshua Schneider</a></div>
   <span class="date">
     Dec 22
   </span>
 </article>
 
 
 
 
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     <span class='first'>S</span>. <span class='first'>R</span>eza <span class='first'>S</span>efidgar</h1>
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 <h2>Entries</h2><h3 class="head">2021</h3><article class="entry">
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-    <h5><a class="title" href="../../entries/Constructive_Cryptography_CM.html">Constructive Cryptography in HOL: the Communication Modeling Aspect</a></h5> <br>by <a href="../../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de">🌐</a> and <a href="../../authors/sefidgar">S. Reza Sefidgar</a></div>
+    <h5><a class="title" href="../../entries/Constructive_Cryptography_CM.html">Constructive Cryptography in HOL: the Communication Modeling Aspect</a></h5> <br>by <a href="../../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de/">🌐</a> and <a href="../../authors/sefidgar">S. Reza Sefidgar</a></div>
   <span class="date">
     Mar 17
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 </article>
 
 
 <h3 class="head">2018</h3><article class="entry">
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     <h5><a class="title" href="../../entries/Constructive_Cryptography.html">Constructive Cryptography in HOL</a></h5> <br>by <a href="../../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de/">🌐</a> and <a href="../../authors/sefidgar">S. Reza Sefidgar</a></div>
   <span class="date">
     Dec 17
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 <h3 class="head">2017</h3><article class="entry">
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     <h5><a class="title" href="../../entries/Prpu_Maxflow.html">Formalizing Push-Relabel Algorithms</a></h5> <br>by <a href="../../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a> and <a href="../../authors/sefidgar">S. Reza Sefidgar</a></div>
   <span class="date">
     Jun 01
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 </article>
 <article class="entry">
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     <h5><a class="title" href="../../entries/Flow_Networks.html">Flow Networks and the Min-Cut-Max-Flow Theorem</a></h5> <br>by <a href="../../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a> and <a href="../../authors/sefidgar">S. Reza Sefidgar</a></div>
   <span class="date">
     Jun 01
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Game_Based_Crypto.html">Game-based cryptography in HOL</a></h5> <br>by <a href="../../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de">🌐</a>, <a href="../../authors/sefidgar">S. Reza Sefidgar</a> and <a href="../../authors/bhatt">Bhargav Bhatt</a> <a href="mailto:bhargav.bhatt@inf.ethz.ch">📧</a></div>
+    <h5><a class="title" href="../../entries/Game_Based_Crypto.html">Game-based cryptography in HOL</a></h5> <br>by <a href="../../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de/">🌐</a>, <a href="../../authors/sefidgar">S. Reza Sefidgar</a> and <a href="../../authors/bhatt">Bhargav Bhatt</a> <a href="mailto:bhargav.bhatt@inf.ethz.ch">📧</a></div>
   <span class="date">
     May 05
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 </article>
 
 
 <h3 class="head">2016</h3><article class="entry">
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     <h5><a class="title" href="../../entries/EdmondsKarp_Maxflow.html">Formalizing the Edmonds-Karp Algorithm</a></h5> <br>by <a href="../../authors/lammich">Peter Lammich</a> <a href="mailto:lammich@in.tum.de">📧</a> and <a href="../../authors/sefidgar">S. Reza Sefidgar</a></div>
   <span class="date">
     Aug 12
   </span>
 </article>
 
 
 
 
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   <h1 >
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 <h2>Homepages 🌐</h2>
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+<ul><li><a href="mailto:s.sickert@tum.de">s.sickert@tum.de</a></li></ul>
 
 
 <h2>Entries</h2><h3 class="head">2020</h3><article class="entry">
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     <h5><a class="title" href="../../entries/LTL_Normal_Form.html">An Efficient Normalisation Procedure for Linear Temporal Logic: Isabelle/HOL Formalisation</a></h5> <br>by <a href="../../authors/sickert">Salomon Sickert</a> <a href="mailto:s.sickert@tum.de">📧</a></div>
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     May 08
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 <h3 class="head">2019</h3><article class="entry">
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     <h5><a class="title" href="../../entries/LTL_Master_Theorem.html">A Compositional and Unified Translation of LTL into ω-Automata</a></h5> <br>by <a href="../../authors/seidl">Benedikt Seidl</a> <a href="mailto:benedikt.seidl@tum.de">📧</a> and <a href="../../authors/sickert">Salomon Sickert</a> <a href="mailto:s.sickert@tum.de">📧</a></div>
   <span class="date">
     Apr 16
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 </article>
 
 
 <h3 class="head">2016</h3><article class="entry">
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     <h5><a class="title" href="../../entries/LTL.html">Linear Temporal Logic</a></h5> <br>by <a href="../../authors/sickert">Salomon Sickert</a> <a href="https://www7.in.tum.de/~sickert">🌐</a></div>
   <span class="date">
     Mar 01
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 </article>
 
 
 <h3 class="head">2015</h3><article class="entry">
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-    <h5><a class="title" href="../../entries/LTL_to_DRA.html">Converting Linear Temporal Logic to Deterministic (Generalized) Rabin Automata</a></h5> <br>by <a href="../../authors/sickert">Salomon Sickert</a> <a href="mailto:sickert@in.tum.de">📧</a></div>
+    <h5><a class="title" href="../../entries/LTL_to_DRA.html">Converting Linear Temporal Logic to Deterministic (Generalized) Rabin Automata</a></h5> <br>by <a href="../../authors/sickert">Salomon Sickert</a> <a href="mailto:s.sickert@tum.de">📧</a></div>
   <span class="date">
     Sep 04
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   <h1 >
     <span class='first'>R</span>obert <span class='first'>S</span>ison</h1>
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 <h2>Entries</h2><h3 class="head">2016</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Dependent_SIFUM_Refinement.html">Compositional Security-Preserving Refinement for Concurrent Imperative Programs</a></h5> <br>by <a href="../../authors/murray">Toby Murray</a> <a href="http://people.eng.unimelb.edu.au/tobym/">🌐</a>, <a href="../../authors/sison">Robert Sison</a>, <a href="../../authors/pierzchalski">Edward Pierzchalski</a> and <a href="../../authors/rizkallah">Christine Rizkallah</a> <a href="https://www.mpi-inf.mpg.de/~crizkall/">🌐</a></div>
+    <h5><a class="title" href="../../entries/Dependent_SIFUM_Refinement.html">Compositional Security-Preserving Refinement for Concurrent Imperative Programs</a></h5> <br>by <a href="../../authors/murray">Toby Murray</a> <a href="https://people.eng.unimelb.edu.au/tobym/">🌐</a>, <a href="../../authors/sison">Robert Sison</a>, <a href="../../authors/pierzchalski">Edward Pierzchalski</a> and <a href="../../authors/rizkallah">Christine Rizkallah</a> <a href="https://www.mpi-inf.mpg.de/~crizkall/">🌐</a></div>
   <span class="date">
     Jun 28
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 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Dependent_SIFUM_Type_Systems.html">A Dependent Security Type System for Concurrent Imperative Programs</a></h5> <br>by <a href="../../authors/murray">Toby Murray</a> <a href="http://people.eng.unimelb.edu.au/tobym/">🌐</a>, <a href="../../authors/sison">Robert Sison</a>, <a href="../../authors/pierzchalski">Edward Pierzchalski</a> and <a href="../../authors/rizkallah">Christine Rizkallah</a> <a href="https://www.mpi-inf.mpg.de/~crizkall/">🌐</a></div>
+    <h5><a class="title" href="../../entries/Dependent_SIFUM_Type_Systems.html">A Dependent Security Type System for Concurrent Imperative Programs</a></h5> <br>by <a href="../../authors/murray">Toby Murray</a> <a href="https://people.eng.unimelb.edu.au/tobym/">🌐</a>, <a href="../../authors/sison">Robert Sison</a>, <a href="../../authors/pierzchalski">Edward Pierzchalski</a> and <a href="../../authors/rizkallah">Christine Rizkallah</a> <a href="https://www.mpi-inf.mpg.de/~crizkall/">🌐</a></div>
   <span class="date">
     Jun 25
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     <span class='first'>J</span>an-<span class='first'>G</span>eorg <span class='first'>S</span>maus</h1>
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 <h2>Homepages 🌐</h2>
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 <h2>Entries</h2><h3 class="head">2014</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/CAVA_LTL_Modelchecker.html">A Fully Verified Executable LTL Model Checker</a></h5> <br>by <a href="../../authors/esparza">Javier Esparza</a> <a href="https://www7.in.tum.de/~esparza/">🌐</a>, <a href="../../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a>, <a href="../../authors/neumann">René Neumann</a> <a href="mailto:rene.neumann@in.tum.de">📧</a>, <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a>, <a href="../../authors/schimpf">Alexander Schimpf</a> <a href="mailto:schimpfa@informatik.uni-freiburg.de">📧</a> and <a href="../../authors/smaus">Jan-Georg Smaus</a> <a href="http://www.irit.fr/~Jan-Georg.Smaus">🌐</a></div>
+    <h5><a class="title" href="../../entries/CAVA_LTL_Modelchecker.html">A Fully Verified Executable LTL Model Checker</a></h5> <br>by <a href="../../authors/esparza">Javier Esparza</a> <a href="https://www7.in.tum.de/~esparza/">🌐</a>, <a href="../../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a>, <a href="../../authors/neumann">René Neumann</a> <a href="mailto:rene.neumann@in.tum.de">📧</a>, <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a>, <a href="../../authors/schimpf">Alexander Schimpf</a> <a href="mailto:schimpfa@informatik.uni-freiburg.de">📧</a> and <a href="../../authors/smaus">Jan-Georg Smaus</a> <a href="http://www.irit.fr/~Jan-Georg.Smaus">🌐</a></div>
   <span class="date">
     May 28
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 <h2>Entries</h2><h3 class="head">2018</h3><article class="entry">
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-    <h5><a class="title" href="../../entries/Optimal_BST.html">Optimal Binary Search Trees</a></h5> <br>by <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www.in.tum.de/~nipkow">🌐</a> and <a href="../../authors/somogyi">Dániel Somogyi</a></div>
+    <h5><a class="title" href="../../entries/Optimal_BST.html">Optimal Binary Search Trees</a></h5> <br>by <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a> and <a href="../../authors/somogyi">Dániel Somogyi</a></div>
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 <h2>Entries</h2><h3 class="head">2018</h3><article class="entry">
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-    <h5><a class="title" href="../../entries/Simplex.html">An Incremental Simplex Algorithm with Unsatisfiable Core Generation</a></h5> <br>by <a href="../../authors/maricf">Filip Marić</a> <a href="mailto:filip@matf.bg.ac.rs">📧</a>, <a href="../../authors/spasic">Mirko Spasić</a> <a href="mailto:mirko@matf.bg.ac.rs">📧</a> and <a href="../../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/~thiemann/">🌐</a></div>
+    <h5><a class="title" href="../../entries/Simplex.html">An Incremental Simplex Algorithm with Unsatisfiable Core Generation</a></h5> <br>by <a href="../../authors/maricf">Filip Marić</a> <a href="mailto:filip@matf.bg.ac.rs">📧</a>, <a href="../../authors/spasic">Mirko Spasić</a> <a href="mailto:mirko@matf.bg.ac.rs">📧</a> and <a href="../../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/users/thiemann/">🌐</a></div>
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     <span class='first'>M</span>atías <span class='first'>S</span>teinberg</h1>
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-    <h5><a class="title" href="../../entries/Independence_CH.html">The Independence of the Continuum Hypothesis in Isabelle/ZF</a></h5> <br>by <a href="../../authors/gunther">Emmanuel Gunther</a> <a href="mailto:gunther@famaf.unc.edu.ar">📧</a>, <a href="../../authors/pagano">Miguel Pagano</a> <a href="https://cs.famaf.unc.edu.ar/~mpagano/">🌐</a>, <a href="../../authors/terraf">Pedro Sánchez Terraf</a> <a href="https://cs.famaf.unc.edu.ar/~pedro">🌐</a> and <a href="../../authors/steinberg">Matías Steinberg</a> <a href="mailto:matias.steinberg@mi.unc.edu.ar">📧</a></div>
+    <h5><a class="title" href="../../entries/Independence_CH.html">The Independence of the Continuum Hypothesis in Isabelle/ZF</a></h5> <br>by <a href="../../authors/gunther">Emmanuel Gunther</a> <a href="mailto:gunther@famaf.unc.edu.ar">📧</a>, <a href="../../authors/pagano">Miguel Pagano</a> <a href="https://cs.famaf.unc.edu.ar/~mpagano/">🌐</a>, <a href="../../authors/terraf">Pedro Sánchez Terraf</a> <a href="https://cs.famaf.unc.edu.ar/~pedro/home_en.html">🌐</a> and <a href="../../authors/steinberg">Matías Steinberg</a> <a href="mailto:matias.steinberg@mi.unc.edu.ar">📧</a></div>
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-    <h5><a class="title" href="../../entries/Transitive_Models.html">Transitive Models of Fragments of ZFC</a></h5> <br>by <a href="../../authors/gunther">Emmanuel Gunther</a> <a href="mailto:gunther@famaf.unc.edu.ar">📧</a>, <a href="../../authors/pagano">Miguel Pagano</a> <a href="https://cs.famaf.unc.edu.ar/~mpagano/">🌐</a>, <a href="../../authors/terraf">Pedro Sánchez Terraf</a> <a href="https://cs.famaf.unc.edu.ar/~pedro">🌐</a> and <a href="../../authors/steinberg">Matías Steinberg</a> <a href="mailto:matias.steinberg@mi.unc.edu.ar">📧</a></div>
+    <h5><a class="title" href="../../entries/Transitive_Models.html">Transitive Models of Fragments of ZFC</a></h5> <br>by <a href="../../authors/gunther">Emmanuel Gunther</a> <a href="mailto:gunther@famaf.unc.edu.ar">📧</a>, <a href="../../authors/pagano">Miguel Pagano</a> <a href="https://cs.famaf.unc.edu.ar/~mpagano/">🌐</a>, <a href="../../authors/terraf">Pedro Sánchez Terraf</a> <a href="https://cs.famaf.unc.edu.ar/~pedro/home_en.html">🌐</a> and <a href="../../authors/steinberg">Matías Steinberg</a> <a href="mailto:matias.steinberg@mi.unc.edu.ar">📧</a></div>
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 <h2>Entries</h2><h3 class="head">2014</h3><article class="entry">
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-    <h5><a class="title" href="../../entries/CISC-Kernel.html">Formal Specification of a Generic Separation Kernel</a></h5> <br>by <a href="../../authors/verbeek">Freek Verbeek</a> <a href="mailto:Freek.Verbeek@ou.nl">📧</a>, <a href="../../authors/tverdyshev">Sergey Tverdyshev</a> <a href="mailto:stv@sysgo.com">📧</a>, <a href="../../authors/havle">Oto Havle</a> <a href="mailto:oha@sysgo.com">📧</a>, <a href="../../authors/blasum">Holger Blasum</a> <a href="mailto:holger.blasum@sysgo.com">📧</a>, <a href="../../authors/langenstein">Bruno Langenstein</a> <a href="mailto:langenstein@dfki.de">📧</a>, <a href="../../authors/stephan">Werner Stephan</a> <a href="mailto:stephan@dfki.de">📧</a>, <a href="../../authors/nemouchi">Yakoub Nemouchi</a> <a href="mailto:nemouchi@lri.fr">📧</a>, <a href="../../authors/feliachi">Abderrahmane Feliachi</a> <a href="mailto:abderrahmane.feliachi@lri.fr">📧</a>, <a href="../../authors/wolff">Burkhart Wolff</a> <a href="mailto:wolff@lri.fr">📧</a> and <a href="../../authors/schmaltz">Julien Schmaltz</a> <a href="mailto:Julien.Schmaltz@ou.nl">📧</a></div>
+    <h5><a class="title" href="../../entries/CISC-Kernel.html">Formal Specification of a Generic Separation Kernel</a></h5> <br>by <a href="../../authors/verbeek">Freek Verbeek</a> <a href="mailto:Freek.Verbeek@ou.nl">📧</a>, <a href="../../authors/tverdyshev">Sergey Tverdyshev</a> <a href="mailto:stv@sysgo.com">📧</a>, <a href="../../authors/havle">Oto Havle</a> <a href="mailto:oha@sysgo.com">📧</a>, <a href="../../authors/blasum">Holger Blasum</a> <a href="mailto:holger.blasum@sysgo.com">📧</a>, <a href="../../authors/langenstein">Bruno Langenstein</a> <a href="mailto:langenstein@dfki.de">📧</a>, <a href="../../authors/stephan">Werner Stephan</a> <a href="mailto:stephan@dfki.de">📧</a>, <a href="../../authors/nemouchi">Yakoub Nemouchi</a> <a href="mailto:nemouchi@lri.fr">📧</a>, <a href="../../authors/feliachi">Abderrahmane Feliachi</a> <a href="mailto:abderrahmane.feliachi@lri.fr">📧</a>, <a href="../../authors/wolff">Burkhart Wolff</a> <a href="mailto:burkhart.wolff@lri.fr">📧</a> and <a href="../../authors/schmaltz">Julien Schmaltz</a> <a href="mailto:Julien.Schmaltz@ou.nl">📧</a></div>
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     Jul 18
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   <h1 >
     <span class='first'>C</span>hristian <span class='first'>S</span>ternagel</h1>
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 <h2>Homepages 🌐</h2>
 <ul><li><a href="http://cl-informatik.uibk.ac.at/users/griff/">http://cl-informatik.uibk.ac.at/users/griff/</a></li></ul>
 
 
 <h2>E-Mails 📧</h2>
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 <h2>Entries</h2><h3 class="head">2021</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Regular_Tree_Relations.html">Regular Tree Relations</a></h5> <br>by <a href="../../authors/lochmann">Alexander Lochmann</a> <a href="mailto:alexander.lochmann@uibk.ac.at">📧</a>, <a href="../../authors/felgenhauer">Bertram Felgenhauer</a>, <a href="../../authors/sternagel">Christian Sternagel</a> <a href="http://cl-informatik.uibk.ac.at/users/griff/">🌐</a>, <a href="../../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/users/thiemann/">🌐</a> and <a href="../../authors/sternagelt">Thomas Sternagel</a></div>
   <span class="date">
     Dec 15
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Weighted_Path_Order.html">A Formalization of Weighted Path Orders and Recursive Path Orders</a></h5> <br>by <a href="../../authors/sternagel">Christian Sternagel</a> <a href="mailto:c.sternagel@gmail.com">📧</a>, <a href="../../authors/thiemann">René Thiemann</a> <a href="mailto:rene.thiemann@uibk.ac.at">📧</a> and <a href="../../authors/yamada">Akihisa Yamada</a> <a href="mailto:akihisa.yamada@aist.go.jp">📧</a></div>
   <span class="date">
     Sep 16
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 </article>
 
 
 <h3 class="head">2020</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Knuth_Bendix_Order.html">A Formalization of Knuth–Bendix Orders</a></h5> <br>by <a href="../../authors/sternagel">Christian Sternagel</a> <a href="mailto:c.sternagel@gmail.com">📧</a> and <a href="../../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/~thiemann/">🌐</a></div>
+    <h5><a class="title" href="../../entries/Knuth_Bendix_Order.html">A Formalization of Knuth–Bendix Orders</a></h5> <br>by <a href="../../authors/sternagel">Christian Sternagel</a> <a href="mailto:c.sternagel@gmail.com">📧</a> and <a href="../../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/users/thiemann/">🌐</a></div>
   <span class="date">
     May 13
   </span>
 </article>
 
 
 <h3 class="head">2018</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/First_Order_Terms.html">First-Order Terms</a></h5> <br>by <a href="../../authors/sternagel">Christian Sternagel</a> <a href="mailto:c.sternagel@gmail.com">📧</a> and <a href="../../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/users/thiemann/">🌐</a></div>
   <span class="date">
     Feb 06
   </span>
 </article>
 
 
 <h3 class="head">2017</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Diophantine_Eqns_Lin_Hom.html">Homogeneous Linear Diophantine Equations</a></h5> <br>by <a href="../../authors/messner">Florian Messner</a> <a href="mailto:florian.g.messner@uibk.ac.at">📧</a>, <a href="../../authors/parsert">Julian Parsert</a> <a href="mailto:julian.parsert@gmail.com">📧</a>, <a href="../../authors/schoepf">Jonas Schöpf</a> <a href="mailto:jonas.schoepf@uibk.ac.at">📧</a> and <a href="../../authors/sternagel">Christian Sternagel</a> <a href="mailto:c.sternagel@gmail.com">📧</a></div>
   <span class="date">
     Oct 14
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/HOLCF-Prelude.html">HOLCF-Prelude</a></h5> <br>by <a href="../../authors/breitner">Joachim Breitner</a> <a href="mailto:joachim@cis.upenn.edu">📧</a>, <a href="../../authors/huffman">Brian Huffman</a>, <a href="../../authors/mitchell">Neil Mitchell</a> and <a href="../../authors/sternagel">Christian Sternagel</a> <a href="mailto:c.sternagel@gmail.com">📧</a></div>
   <span class="date">
     Jul 15
   </span>
 </article>
 
 
 <h3 class="head">2016</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Rewriting_Z.html">The Z Property</a></h5> <br>by <a href="../../authors/felgenhauer">Bertram Felgenhauer</a>, <a href="../../authors/nagele">Julian Nagele</a>, <a href="../../authors/oostrom">Vincent van Oostrom</a> and <a href="../../authors/sternagel">Christian Sternagel</a> <a href="mailto:c.sternagel@gmail.com">📧</a></div>
   <span class="date">
     Jun 30
   </span>
 </article>
 
 
 <h3 class="head">2015</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Deriving.html">Deriving class instances for datatypes</a></h5> <br>by <a href="../../authors/sternagel">Christian Sternagel</a> <a href="mailto:c.sternagel@gmail.com">📧</a> and <a href="../../authors/thiemann">René Thiemann</a> <a href="mailto:rene.thiemann@uibk.ac.at">📧</a></div>
   <span class="date">
     Mar 11
   </span>
 </article>
 
 
 <h3 class="head">2014</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/XML.html">XML</a></h5> <br>by <a href="../../authors/sternagel">Christian Sternagel</a> <a href="mailto:c.sternagel@gmail.com">📧</a> and <a href="../../authors/thiemann">René Thiemann</a> <a href="mailto:rene.thiemann@uibk.ac.at">📧</a></div>
   <span class="date">
     Oct 03
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Certification_Monads.html">Certification Monads</a></h5> <br>by <a href="../../authors/sternagel">Christian Sternagel</a> <a href="mailto:c.sternagel@gmail.com">📧</a> and <a href="../../authors/thiemann">René Thiemann</a> <a href="mailto:rene.thiemann@uibk.ac.at">📧</a></div>
   <span class="date">
     Oct 03
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Imperative_Insertion_Sort.html">Imperative Insertion Sort</a></h5> <br>by <a href="../../authors/sternagel">Christian Sternagel</a> <a href="mailto:c.sternagel@gmail.com">📧</a></div>
   <span class="date">
     Sep 25
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Show.html">Haskell&#39;s Show Class in Isabelle/HOL</a></h5> <br>by <a href="../../authors/sternagel">Christian Sternagel</a> <a href="mailto:c.sternagel@gmail.com">📧</a> and <a href="../../authors/thiemann">René Thiemann</a> <a href="mailto:rene.thiemann@uibk.ac.at">📧</a></div>
   <span class="date">
     Jul 29
   </span>
 </article>
 
 
 <h3 class="head">2012</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Open_Induction.html">Open Induction</a></h5> <br>by <a href="../../authors/ogawa">Mizuhito Ogawa</a> and <a href="../../authors/sternagel">Christian Sternagel</a> <a href="mailto:c.sternagel@gmail.com">📧</a></div>
   <span class="date">
     Nov 02
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Well_Quasi_Orders.html">Well-Quasi-Orders</a></h5> <br>by <a href="../../authors/sternagel">Christian Sternagel</a> <a href="mailto:c.sternagel@gmail.com">📧</a></div>
   <span class="date">
     Apr 13
   </span>
 </article>
 
 
 <h3 class="head">2011</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Efficient-Mergesort.html">Efficient Mergesort</a></h5> <br>by <a href="../../authors/sternagel">Christian Sternagel</a> <a href="mailto:c.sternagel@gmail.com">📧</a></div>
   <span class="date">
     Nov 09
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Transitive-Closure.html">Executable Transitive Closures of Finite Relations</a></h5> <br>by <a href="../../authors/sternagel">Christian Sternagel</a> <a href="mailto:c.sternagel@gmail.com">📧</a> and <a href="../../authors/thiemann">René Thiemann</a> <a href="mailto:rene.thiemann@uibk.ac.at">📧</a></div>
   <span class="date">
     Mar 14
   </span>
 </article>
 
 
 <h3 class="head">2010</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Polynomials.html">Executable Multivariate Polynomials</a></h5> <br>by <a href="../../authors/sternagel">Christian Sternagel</a> <a href="mailto:c.sternagel@gmail.com">📧</a>, <a href="../../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/~thiemann">🌐</a>, <a href="../../authors/maletzky">Alexander Maletzky</a> <a href="https://risc.jku.at/m/alexander-maletzky/">🌐</a>, <a href="../../authors/immler">Fabian Immler</a> <a href="http://www21.in.tum.de/~immler">🌐</a>, <a href="../../authors/haftmann">Florian Haftmann</a> <a href="http://isabelle.in.tum.de/~haftmann">🌐</a>, <a href="../../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de">🌐</a> and <a href="../../authors/bentkamp">Alexander Bentkamp</a> <a href="mailto:bentkamp@gmail.com">📧</a></div>
+    <h5><a class="title" href="../../entries/Polynomials.html">Executable Multivariate Polynomials</a></h5> <br>by <a href="../../authors/sternagel">Christian Sternagel</a> <a href="mailto:c.sternagel@gmail.com">📧</a>, <a href="../../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/users/thiemann/">🌐</a>, <a href="../../authors/maletzky">Alexander Maletzky</a> <a href="https://risc.jku.at/m/alexander-maletzky/">🌐</a>, <a href="../../authors/immler">Fabian Immler</a> <a href="https://home.in.tum.de/~immler/">🌐</a>, <a href="../../authors/haftmann">Florian Haftmann</a> <a href="http://isabelle.in.tum.de/~haftmann">🌐</a>, <a href="../../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de/">🌐</a> and <a href="../../authors/bentkamp">Alexander Bentkamp</a> <a href="mailto:bentkamp@gmail.com">📧</a></div>
   <span class="date">
     Aug 10
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Matrix.html">Executable Matrix Operations on Matrices of Arbitrary Dimensions</a></h5> <br>by <a href="../../authors/sternagel">Christian Sternagel</a> <a href="mailto:c.sternagel@gmail.com">📧</a> and <a href="../../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/~thiemann">🌐</a></div>
+    <h5><a class="title" href="../../entries/Matrix.html">Executable Matrix Operations on Matrices of Arbitrary Dimensions</a></h5> <br>by <a href="../../authors/sternagel">Christian Sternagel</a> <a href="mailto:c.sternagel@gmail.com">📧</a> and <a href="../../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/users/thiemann/">🌐</a></div>
   <span class="date">
     Jun 17
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Abstract-Rewriting.html">Abstract Rewriting</a></h5> <br>by <a href="../../authors/sternagel">Christian Sternagel</a> <a href="mailto:c.sternagel@gmail.com">📧</a> and <a href="../../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/~thiemann">🌐</a></div>
+    <h5><a class="title" href="../../entries/Abstract-Rewriting.html">Abstract Rewriting</a></h5> <br>by <a href="../../authors/sternagel">Christian Sternagel</a> <a href="mailto:c.sternagel@gmail.com">📧</a> and <a href="../../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/users/thiemann/">🌐</a></div>
   <span class="date">
     Jun 14
   </span>
 </article>
 
 
 
 
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 <h2>Entries</h2><h3 class="head">2018</h3><article class="entry">
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-    <h5><a class="title" href="../../entries/Fishburn_Impossibility.html">The Incompatibility of Fishburn-Strategyproofness and Pareto-Efficiency</a></h5> <br>by <a href="../../authors/brandt">Felix Brandt</a> <a href="http://dss.in.tum.de/staff/brandt.html">🌐</a>, <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a>, <a href="../../authors/saile">Christian Saile</a> <a href="http://dss.in.tum.de/staff/christian-saile.html">🌐</a> and <a href="../../authors/stricker">Christian Stricker</a> <a href="http://dss.in.tum.de/staff/christian-stricker.html">🌐</a></div>
+    <h5><a class="title" href="../../entries/Fishburn_Impossibility.html">The Incompatibility of Fishburn-Strategyproofness and Pareto-Efficiency</a></h5> <br>by <a href="../../authors/brandt">Felix Brandt</a> <a href="http://dss.in.tum.de/staff/brandt.html">🌐</a>, <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a>, <a href="../../authors/saile">Christian Saile</a> <a href="http://dss.in.tum.de/staff/christian-saile.html">🌐</a> and <a href="../../authors/stricker">Christian Stricker</a> <a href="http://dss.in.tum.de/staff/christian-stricker.html">🌐</a></div>
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-<ul><li><a href="http://staffwww.dcs.shef.ac.uk/people/G.Struth/">http://staffwww.dcs.shef.ac.uk/people/G.Struth/</a></li><li><a href="http://www.dcs.shef.ac.uk/~georg">http://www.dcs.shef.ac.uk/~georg</a></li></ul>
+<ul><li><a href="http://staffwww.dcs.shef.ac.uk/people/G.Struth/">http://staffwww.dcs.shef.ac.uk/people/G.Struth/</a></li></ul>
 
 
 <h2>E-Mails 📧</h2>
 <ul><li><a href="mailto:g.struth@sheffield.ac.uk">g.struth@sheffield.ac.uk</a></li></ul>
 
 
 <h2>Entries</h2><h3 class="head">2018</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Transformer_Semantics.html">Transformer Semantics</a></h5> <br>by <a href="../../authors/struth">Georg Struth</a> <a href="http://staffwww.dcs.shef.ac.uk/people/G.Struth/">🌐</a></div>
   <span class="date">
     Dec 11
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Quantales.html">Quantales</a></h5> <br>by <a href="../../authors/struth">Georg Struth</a> <a href="http://staffwww.dcs.shef.ac.uk/people/G.Struth/">🌐</a></div>
   <span class="date">
     Dec 11
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Order_Lattice_Props.html">Properties of Orderings and Lattices</a></h5> <br>by <a href="../../authors/struth">Georg Struth</a> <a href="http://staffwww.dcs.shef.ac.uk/people/G.Struth/">🌐</a></div>
   <span class="date">
     Dec 11
   </span>
 </article>
 
 
 <h3 class="head">2017</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/PSemigroupsConvolution.html">Partial Semigroups and Convolution Algebras</a></h5> <br>by <a href="../../authors/dongol">Brijesh Dongol</a> <a href="mailto:brijesh.dongol@brunel.ac.uk">📧</a>, <a href="../../authors/gomes">Victor B. F. Gomes</a> <a href="mailto:victor.gomes@cl.cam.ac.uk">📧</a>, <a href="../../authors/hayes">Ian J. Hayes</a> <a href="mailto:ian.hayes@itee.uq.edu.au">📧</a> and <a href="../../authors/struth">Georg Struth</a> <a href="mailto:g.struth@sheffield.ac.uk">📧</a></div>
   <span class="date">
     Jun 13
   </span>
 </article>
 
 
 <h3 class="head">2016</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Algebraic_VCs.html">Program Construction and Verification Components Based on Kleene Algebra</a></h5> <br>by <a href="../../authors/gomes">Victor B. F. Gomes</a> <a href="mailto:victor.gomes@cl.cam.ac.uk">📧</a> and <a href="../../authors/struth">Georg Struth</a> <a href="mailto:g.struth@sheffield.ac.uk">📧</a></div>
   <span class="date">
     Jun 18
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/KAD.html">Kleene Algebras with Domain</a></h5> <br>by <a href="../../authors/gomes">Victor B. F. Gomes</a> <a href="http://www.dcs.shef.ac.uk/~victor">🌐</a>, <a href="../../authors/guttmann">Walter Guttmann</a> <a href="http://www.cosc.canterbury.ac.nz/walter.guttmann/">🌐</a>, <a href="../../authors/hoefner">Peter Höfner</a> <a href="http://www.hoefner-online.de/">🌐</a>, <a href="../../authors/struth">Georg Struth</a> <a href="http://www.dcs.shef.ac.uk/~georg">🌐</a> and <a href="../../authors/weber">Tjark Weber</a> <a href="http://user.it.uu.se/~tjawe125/">🌐</a></div>
+    <h5><a class="title" href="../../entries/KAD.html">Kleene Algebras with Domain</a></h5> <br>by <a href="../../authors/gomes">Victor B. F. Gomes</a> <a href="http://www.dcs.shef.ac.uk/~victor">🌐</a>, <a href="../../authors/guttmann">Walter Guttmann</a> <a href="https://www.cosc.canterbury.ac.nz/walter.guttmann/">🌐</a>, <a href="../../authors/hoefner">Peter Höfner</a> <a href="http://www.hoefner-online.de/">🌐</a>, <a href="../../authors/struth">Georg Struth</a> <a href="http://staffwww.dcs.shef.ac.uk/people/G.Struth/">🌐</a> and <a href="../../authors/weber">Tjark Weber</a> <a href="http://user.it.uu.se/~tjawe125/">🌐</a></div>
   <span class="date">
     Apr 12
   </span>
 </article>
 
 
 <h3 class="head">2015</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Multirelations.html">Binary Multirelations</a></h5> <br>by <a href="../../authors/furusawa">Hitoshi Furusawa</a> <a href="http://www.sci.kagoshima-u.ac.jp/~furusawa/">🌐</a> and <a href="../../authors/struth">Georg Struth</a> <a href="http://www.dcs.shef.ac.uk/~georg">🌐</a></div>
+    <h5><a class="title" href="../../entries/Multirelations.html">Binary Multirelations</a></h5> <br>by <a href="../../authors/furusawa">Hitoshi Furusawa</a> <a href="http://www.sci.kagoshima-u.ac.jp/~furusawa/">🌐</a> and <a href="../../authors/struth">Georg Struth</a> <a href="http://staffwww.dcs.shef.ac.uk/people/G.Struth/">🌐</a></div>
   <span class="date">
     Jun 11
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Residuated_Lattices.html">Residuated Lattices</a></h5> <br>by <a href="../../authors/gomes">Victor B. F. Gomes</a> <a href="mailto:vborgesferreiragomes1@sheffield.ac.uk">📧</a> and <a href="../../authors/struth">Georg Struth</a> <a href="mailto:g.struth@sheffield.ac.uk">📧</a></div>
   <span class="date">
     Apr 15
   </span>
 </article>
 
 
 <h3 class="head">2014</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Regular_Algebras.html">Regular Algebras</a></h5> <br>by <a href="../../authors/fosters">Simon Foster</a> <a href="http://www-users.cs.york.ac.uk/~simonf">🌐</a> and <a href="../../authors/struth">Georg Struth</a> <a href="http://www.dcs.shef.ac.uk/~georg">🌐</a></div>
+    <h5><a class="title" href="../../entries/Regular_Algebras.html">Regular Algebras</a></h5> <br>by <a href="../../authors/fosters">Simon Foster</a> <a href="https://www-users.cs.york.ac.uk/~simonf/">🌐</a> and <a href="../../authors/struth">Georg Struth</a> <a href="http://staffwww.dcs.shef.ac.uk/people/G.Struth/">🌐</a></div>
   <span class="date">
     May 21
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Relation_Algebra.html">Relation Algebra</a></h5> <br>by <a href="../../authors/armstrong">Alasdair Armstrong</a>, <a href="../../authors/fosters">Simon Foster</a> <a href="mailto:simon.foster@york.ac.uk">📧</a>, <a href="../../authors/struth">Georg Struth</a> <a href="http://staffwww.dcs.shef.ac.uk/people/G.Struth/">🌐</a> and <a href="../../authors/weber">Tjark Weber</a> <a href="http://user.it.uu.se/~tjawe125/">🌐</a></div>
   <span class="date">
     Jan 25
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/KAT_and_DRA.html">Kleene Algebra with Tests and Demonic Refinement Algebras</a></h5> <br>by <a href="../../authors/armstrong">Alasdair Armstrong</a>, <a href="../../authors/gomes">Victor B. F. Gomes</a> <a href="http://www.dcs.shef.ac.uk/~victor">🌐</a> and <a href="../../authors/struth">Georg Struth</a> <a href="http://www.dcs.shef.ac.uk/~georg">🌐</a></div>
+    <h5><a class="title" href="../../entries/KAT_and_DRA.html">Kleene Algebra with Tests and Demonic Refinement Algebras</a></h5> <br>by <a href="../../authors/armstrong">Alasdair Armstrong</a>, <a href="../../authors/gomes">Victor B. F. Gomes</a> <a href="http://www.dcs.shef.ac.uk/~victor">🌐</a> and <a href="../../authors/struth">Georg Struth</a> <a href="http://staffwww.dcs.shef.ac.uk/people/G.Struth/">🌐</a></div>
   <span class="date">
     Jan 23
   </span>
 </article>
 
 
 <h3 class="head">2013</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Kleene_Algebra.html">Kleene Algebra</a></h5> <br>by <a href="../../authors/armstrong">Alasdair Armstrong</a>, <a href="../../authors/struth">Georg Struth</a> <a href="http://staffwww.dcs.shef.ac.uk/people/G.Struth/">🌐</a> and <a href="../../authors/weber">Tjark Weber</a> <a href="http://user.it.uu.se/~tjawe125/">🌐</a></div>
   <span class="date">
     Jan 15
   </span>
 </article>
 
 
 
 
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 <h2>Entries</h2><h3 class="head">2019</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Probabilistic_Prime_Tests.html">Probabilistic Primality Testing</a></h5> <br>by <a href="../../authors/stuewe">Daniel Stüwe</a> and <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a></div>
+    <h5><a class="title" href="../../entries/Probabilistic_Prime_Tests.html">Probabilistic Primality Testing</a></h5> <br>by <a href="../../authors/stuewe">Daniel Stüwe</a> and <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a></div>
   <span class="date">
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 <h2>E-Mails 📧</h2>
 <ul><li><a href="mailto:sudbrock@mais.informatik.tu-darmstadt.de">sudbrock@mais.informatik.tu-darmstadt.de</a></li></ul>
 
 
 <h2>Entries</h2><h3 class="head">2018</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Modular_Assembly_Kit_Security.html">An Isabelle/HOL Formalization of the Modular Assembly Kit for Security Properties</a></h5> <br>by <a href="../../authors/bracevac">Oliver Bračevac</a> <a href="mailto:bracevac@st.informatik.tu-darmstadt.de">📧</a>, <a href="../../authors/gay">Richard Gay</a> <a href="mailto:gay@mais.informatik.tu-darmstadt.de">📧</a>, <a href="../../authors/grewe">Sylvia Grewe</a> <a href="mailto:grewe@st.informatik.tu-darmstadt.de">📧</a>, <a href="../../authors/mantel">Heiko Mantel</a> <a href="mailto:mantel@mais.informatik.tu-darmstadt.de">📧</a>, <a href="../../authors/sudbrock">Henning Sudbrock</a> <a href="mailto:sudbrock@mais.informatik.tu-darmstadt.de">📧</a> and <a href="../../authors/tasch">Markus Tasch</a> <a href="mailto:tasch@mais.informatik.tu-darmstadt.de">📧</a></div>
+    <h5><a class="title" href="../../entries/Modular_Assembly_Kit_Security.html">An Isabelle/HOL Formalization of the Modular Assembly Kit for Security Properties</a></h5> <br>by <a href="../../authors/bracevac">Oliver Bračevac</a> <a href="mailto:bracevac@st.informatik.tu-darmstadt.de">📧</a>, <a href="../../authors/gay">Richard Gay</a> <a href="mailto:gay@mais.informatik.tu-darmstadt.de">📧</a>, <a href="../../authors/grewe">Sylvia Grewe</a> <a href="mailto:grewe@cs.tu-darmstadt.de">📧</a>, <a href="../../authors/mantel">Heiko Mantel</a> <a href="mailto:mantel@mais.informatik.tu-darmstadt.de">📧</a>, <a href="../../authors/sudbrock">Henning Sudbrock</a> <a href="mailto:sudbrock@mais.informatik.tu-darmstadt.de">📧</a> and <a href="../../authors/tasch">Markus Tasch</a> <a href="mailto:tasch@mais.informatik.tu-darmstadt.de">📧</a></div>
   <span class="date">
     May 07
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 <h2>Entries</h2><h3 class="head">2020</h3><article class="entry">
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-    <h5><a class="title" href="../../entries/Approximation_Algorithms.html">Verified Approximation Algorithms</a></h5> <br>by <a href="../../authors/essmann">Robin Eßmann</a> <a href="mailto:robin.essmann@tum.de">📧</a>, <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="http://www.in.tum.de/~nipkow/">🌐</a>, <a href="../../authors/robillard">Simon Robillard</a> <a href="https://simon-robillard.net/">🌐</a> and <a href="../../authors/sulejmani">Ujkan Sulejmani</a></div>
+    <h5><a class="title" href="../../entries/Approximation_Algorithms.html">Verified Approximation Algorithms</a></h5> <br>by <a href="../../authors/essmann">Robin Eßmann</a> <a href="mailto:robin.essmann@tum.de">📧</a>, <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a>, <a href="../../authors/robillard">Simon Robillard</a> <a href="https://simon-robillard.net/">🌐</a> and <a href="../../authors/sulejmani">Ujkan Sulejmani</a></div>
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 <h2>Entries</h2><h3 class="head">2021</h3><article class="entry">
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     <h5><a class="title" href="../../entries/Belief_Revision.html">Belief Revision Theory</a></h5> <br>by <a href="../../authors/fouillard">Valentin Fouillard</a> <a href="mailto:valentin.fouillard@limsi.fr">📧</a>, <a href="../../authors/taha">Safouan Taha</a> <a href="mailto:safouan.taha@lri.fr">📧</a>, <a href="../../authors/boulanger">Frédéric Boulanger</a> <a href="mailto:frederic.boulanger@centralesupelec.fr">📧</a> and <a href="../../authors/sabouret">Nicolas Sabouret</a></div>
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     <h5><a class="title" href="../../entries/CSP_RefTK.html">The HOL-CSP Refinement Toolkit</a></h5> <br>by <a href="../../authors/taha">Safouan Taha</a> <a href="mailto:safouan.taha@lri.fr">📧</a>, <a href="../../authors/wolff">Burkhart Wolff</a> <a href="https://www.lri.fr/~wolff/">🌐</a> and <a href="../../authors/ye">Lina Ye</a> <a href="mailto:lina.ye@lri.fr">📧</a></div>
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-    <h5><a class="title" href="../../entries/HOL-CSP.html">HOL-CSP Version 2.0</a></h5> <br>by <a href="../../authors/taha">Safouan Taha</a> <a href="mailto:safouan.taha@lri.fr">📧</a>, <a href="../../authors/ye">Lina Ye</a> <a href="mailto:lina.ye@lri.fr">📧</a> and <a href="../../authors/wolff">Burkhart Wolff</a> <a href="mailto:wolff@lri.fr">📧</a></div>
+    <h5><a class="title" href="../../entries/HOL-CSP.html">HOL-CSP Version 2.0</a></h5> <br>by <a href="../../authors/taha">Safouan Taha</a> <a href="mailto:safouan.taha@lri.fr">📧</a>, <a href="../../authors/ye">Lina Ye</a> <a href="mailto:lina.ye@lri.fr">📧</a> and <a href="../../authors/wolff">Burkhart Wolff</a> <a href="mailto:burkhart.wolff@lri.fr">📧</a></div>
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 <h2>Entries</h2><h3 class="head">2021</h3><article class="entry">
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     <h5><a class="title" href="../../entries/BenOr_Kozen_Reif.html">The BKR Decision Procedure for Univariate Real Arithmetic</a></h5> <br>by <a href="../../authors/cordwell">Katherine Cordwell</a> <a href="https://www.cs.cmu.edu/~kcordwel/">🌐</a>, <a href="../../authors/tan">Yong Kiam Tan</a> <a href="https://www.cs.cmu.edu/~yongkiat/">🌐</a> and <a href="../../authors/platzer">André Platzer</a> <a href="https://www.cs.cmu.edu/~aplatzer/">🌐</a></div>
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 <h3 class="head">2019</h3><article class="entry">
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-    <h5><a class="title" href="../../entries/Poincare_Bendixson.html">The Poincaré-Bendixson Theorem</a></h5> <br>by <a href="../../authors/immler">Fabian Immler</a> <a href="http://home.in.tum.de/~immler/">🌐</a> and <a href="../../authors/tan">Yong Kiam Tan</a> <a href="https://www.cs.cmu.edu/~yongkiat/">🌐</a></div>
+    <h5><a class="title" href="../../entries/Poincare_Bendixson.html">The Poincaré-Bendixson Theorem</a></h5> <br>by <a href="../../authors/immler">Fabian Immler</a> <a href="https://home.in.tum.de/~immler/">🌐</a> and <a href="../../authors/tan">Yong Kiam Tan</a> <a href="https://www.cs.cmu.edu/~yongkiat/">🌐</a></div>
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-    <h5><a class="title" href="../../entries/Modular_Assembly_Kit_Security.html">An Isabelle/HOL Formalization of the Modular Assembly Kit for Security Properties</a></h5> <br>by <a href="../../authors/bracevac">Oliver Bračevac</a> <a href="mailto:bracevac@st.informatik.tu-darmstadt.de">📧</a>, <a href="../../authors/gay">Richard Gay</a> <a href="mailto:gay@mais.informatik.tu-darmstadt.de">📧</a>, <a href="../../authors/grewe">Sylvia Grewe</a> <a href="mailto:grewe@st.informatik.tu-darmstadt.de">📧</a>, <a href="../../authors/mantel">Heiko Mantel</a> <a href="mailto:mantel@mais.informatik.tu-darmstadt.de">📧</a>, <a href="../../authors/sudbrock">Henning Sudbrock</a> <a href="mailto:sudbrock@mais.informatik.tu-darmstadt.de">📧</a> and <a href="../../authors/tasch">Markus Tasch</a> <a href="mailto:tasch@mais.informatik.tu-darmstadt.de">📧</a></div>
+    <h5><a class="title" href="../../entries/Modular_Assembly_Kit_Security.html">An Isabelle/HOL Formalization of the Modular Assembly Kit for Security Properties</a></h5> <br>by <a href="../../authors/bracevac">Oliver Bračevac</a> <a href="mailto:bracevac@st.informatik.tu-darmstadt.de">📧</a>, <a href="../../authors/gay">Richard Gay</a> <a href="mailto:gay@mais.informatik.tu-darmstadt.de">📧</a>, <a href="../../authors/grewe">Sylvia Grewe</a> <a href="mailto:grewe@cs.tu-darmstadt.de">📧</a>, <a href="../../authors/mantel">Heiko Mantel</a> <a href="mailto:mantel@mais.informatik.tu-darmstadt.de">📧</a>, <a href="../../authors/sudbrock">Henning Sudbrock</a> <a href="mailto:sudbrock@mais.informatik.tu-darmstadt.de">📧</a> and <a href="../../authors/tasch">Markus Tasch</a> <a href="mailto:tasch@mais.informatik.tu-darmstadt.de">📧</a></div>
   <span class="date">
     May 07
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+<ul><li><a href="https://cs.famaf.unc.edu.ar/~pedro/home_en.html">https://cs.famaf.unc.edu.ar/~pedro/home_en.html</a></li></ul>
 
 
 
 <h2>Entries</h2><h3 class="head">2022</h3><article class="entry">
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-    <h5><a class="title" href="../../entries/Independence_CH.html">The Independence of the Continuum Hypothesis in Isabelle/ZF</a></h5> <br>by <a href="../../authors/gunther">Emmanuel Gunther</a> <a href="mailto:gunther@famaf.unc.edu.ar">📧</a>, <a href="../../authors/pagano">Miguel Pagano</a> <a href="https://cs.famaf.unc.edu.ar/~mpagano/">🌐</a>, <a href="../../authors/terraf">Pedro Sánchez Terraf</a> <a href="https://cs.famaf.unc.edu.ar/~pedro">🌐</a> and <a href="../../authors/steinberg">Matías Steinberg</a> <a href="mailto:matias.steinberg@mi.unc.edu.ar">📧</a></div>
+    <h5><a class="title" href="../../entries/Independence_CH.html">The Independence of the Continuum Hypothesis in Isabelle/ZF</a></h5> <br>by <a href="../../authors/gunther">Emmanuel Gunther</a> <a href="mailto:gunther@famaf.unc.edu.ar">📧</a>, <a href="../../authors/pagano">Miguel Pagano</a> <a href="https://cs.famaf.unc.edu.ar/~mpagano/">🌐</a>, <a href="../../authors/terraf">Pedro Sánchez Terraf</a> <a href="https://cs.famaf.unc.edu.ar/~pedro/home_en.html">🌐</a> and <a href="../../authors/steinberg">Matías Steinberg</a> <a href="mailto:matias.steinberg@mi.unc.edu.ar">📧</a></div>
   <span class="date">
     Mar 06
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Transitive_Models.html">Transitive Models of Fragments of ZFC</a></h5> <br>by <a href="../../authors/gunther">Emmanuel Gunther</a> <a href="mailto:gunther@famaf.unc.edu.ar">📧</a>, <a href="../../authors/pagano">Miguel Pagano</a> <a href="https://cs.famaf.unc.edu.ar/~mpagano/">🌐</a>, <a href="../../authors/terraf">Pedro Sánchez Terraf</a> <a href="https://cs.famaf.unc.edu.ar/~pedro">🌐</a> and <a href="../../authors/steinberg">Matías Steinberg</a> <a href="mailto:matias.steinberg@mi.unc.edu.ar">📧</a></div>
+    <h5><a class="title" href="../../entries/Transitive_Models.html">Transitive Models of Fragments of ZFC</a></h5> <br>by <a href="../../authors/gunther">Emmanuel Gunther</a> <a href="mailto:gunther@famaf.unc.edu.ar">📧</a>, <a href="../../authors/pagano">Miguel Pagano</a> <a href="https://cs.famaf.unc.edu.ar/~mpagano/">🌐</a>, <a href="../../authors/terraf">Pedro Sánchez Terraf</a> <a href="https://cs.famaf.unc.edu.ar/~pedro/home_en.html">🌐</a> and <a href="../../authors/steinberg">Matías Steinberg</a> <a href="mailto:matias.steinberg@mi.unc.edu.ar">📧</a></div>
   <span class="date">
     Mar 03
   </span>
 </article>
 
 
 <h3 class="head">2020</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Delta_System_Lemma.html">Cofinality and the Delta System Lemma</a></h5> <br>by <a href="../../authors/terraf">Pedro Sánchez Terraf</a> <a href="https://cs.famaf.unc.edu.ar/~pedro/home_en.html">🌐</a></div>
   <span class="date">
     Dec 27
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Forcing.html">Formalization of Forcing in Isabelle/ZF</a></h5> <br>by <a href="../../authors/gunther">Emmanuel Gunther</a> <a href="mailto:gunther@famaf.unc.edu.ar">📧</a>, <a href="../../authors/pagano">Miguel Pagano</a> <a href="https://cs.famaf.unc.edu.ar/~mpagano/">🌐</a> and <a href="../../authors/terraf">Pedro Sánchez Terraf</a> <a href="https://cs.famaf.unc.edu.ar/~pedro/home_en">🌐</a></div>
+    <h5><a class="title" href="../../entries/Forcing.html">Formalization of Forcing in Isabelle/ZF</a></h5> <br>by <a href="../../authors/gunther">Emmanuel Gunther</a> <a href="mailto:gunther@famaf.unc.edu.ar">📧</a>, <a href="../../authors/pagano">Miguel Pagano</a> <a href="https://cs.famaf.unc.edu.ar/~mpagano/">🌐</a> and <a href="../../authors/terraf">Pedro Sánchez Terraf</a> <a href="https://cs.famaf.unc.edu.ar/~pedro/home_en.html">🌐</a></div>
   <span class="date">
     May 06
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     <span class='first'>R</span>ené <span class='first'>T</span>hiemann</h1>
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 <h2>Homepages 🌐</h2>
-<ul><li><a href="http://cl-informatik.uibk.ac.at/~thiemann/">http://cl-informatik.uibk.ac.at/~thiemann/</a></li><li><a href="http://cl-informatik.uibk.ac.at/~thiemann">http://cl-informatik.uibk.ac.at/~thiemann</a></li><li><a href="http://cl-informatik.uibk.ac.at/users/thiemann/">http://cl-informatik.uibk.ac.at/users/thiemann/</a></li></ul>
+<ul><li><a href="http://cl-informatik.uibk.ac.at/users/thiemann/">http://cl-informatik.uibk.ac.at/users/thiemann/</a></li></ul>
 
 
 <h2>E-Mails 📧</h2>
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 <h2>Entries</h2><h3 class="head">2022</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Clique_and_Monotone_Circuits.html">Clique is not solvable by monotone circuits of polynomial size</a></h5> <br>by <a href="../../authors/thiemann">René Thiemann</a> <a href="mailto:rene.thiemann@uibk.ac.at">📧</a></div>
   <span class="date">
     May 08
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 </article>
 <article class="entry">
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     <h5><a class="title" href="../../entries/Multiset_Ordering_NPC.html">The Generalized Multiset Ordering is NP-Complete</a></h5> <br>by <a href="../../authors/thiemann">René Thiemann</a> <a href="mailto:rene.thiemann@uibk.ac.at">📧</a> and <a href="../../authors/schmidinger">Lukas Schmidinger</a></div>
   <span class="date">
     Apr 20
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 </article>
 <article class="entry">
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     <h5><a class="title" href="../../entries/LP_Duality.html">Duality of Linear Programming</a></h5> <br>by <a href="../../authors/thiemann">René Thiemann</a> <a href="mailto:rene.thiemann@uibk.ac.at">📧</a></div>
   <span class="date">
     Feb 03
   </span>
 </article>
 
 
 <h3 class="head">2021</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Regular_Tree_Relations.html">Regular Tree Relations</a></h5> <br>by <a href="../../authors/lochmann">Alexander Lochmann</a> <a href="mailto:alexander.lochmann@uibk.ac.at">📧</a>, <a href="../../authors/felgenhauer">Bertram Felgenhauer</a>, <a href="../../authors/sternagel">Christian Sternagel</a> <a href="http://cl-informatik.uibk.ac.at/users/griff/">🌐</a>, <a href="../../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/users/thiemann/">🌐</a> and <a href="../../authors/sternagelt">Thomas Sternagel</a></div>
   <span class="date">
     Dec 15
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Factor_Algebraic_Polynomial.html">Factorization of Polynomials with Algebraic Coefficients</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a> and <a href="../../authors/thiemann">René Thiemann</a> <a href="mailto:rene.thiemann@uibk.ac.at">📧</a></div>
+    <h5><a class="title" href="../../entries/Factor_Algebraic_Polynomial.html">Factorization of Polynomials with Algebraic Coefficients</a></h5> <br>by <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a> and <a href="../../authors/thiemann">René Thiemann</a> <a href="mailto:rene.thiemann@uibk.ac.at">📧</a></div>
   <span class="date">
     Nov 08
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Weighted_Path_Order.html">A Formalization of Weighted Path Orders and Recursive Path Orders</a></h5> <br>by <a href="../../authors/sternagel">Christian Sternagel</a> <a href="mailto:c.sternagel@gmail.com">📧</a>, <a href="../../authors/thiemann">René Thiemann</a> <a href="mailto:rene.thiemann@uibk.ac.at">📧</a> and <a href="../../authors/yamada">Akihisa Yamada</a> <a href="mailto:akihisa.yamada@aist.go.jp">📧</a></div>
   <span class="date">
     Sep 16
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Cubic_Quartic_Equations.html">Solving Cubic and Quartic Equations</a></h5> <br>by <a href="../../authors/thiemann">René Thiemann</a> <a href="mailto:rene.thiemann@uibk.ac.at">📧</a></div>
   <span class="date">
     Sep 03
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Modular_arithmetic_LLL_and_HNF_algorithms.html">Two algorithms based on modular arithmetic: lattice basis reduction and Hermite normal form computation</a></h5> <br>by <a href="../../authors/bottesch">Ralph Bottesch</a>, <a href="../../authors/divason">Jose Divasón</a> <a href="https://www.unirioja.es/cu/jodivaso/">🌐</a> and <a href="../../authors/thiemann">René Thiemann</a> <a href="mailto:rene.thiemann@uibk.ac.at">📧</a></div>
   <span class="date">
     Mar 12
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 </article>
 <article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Sunflowers.html">The Sunflower Lemma of Erdős and Rado</a></h5> <br>by <a href="../../authors/thiemann">René Thiemann</a> <a href="mailto:rene.thiemann@uibk.ac.at">📧</a></div>
   <span class="date">
     Feb 25
   </span>
 </article>
 
 
 <h3 class="head">2020</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Knuth_Bendix_Order.html">A Formalization of Knuth–Bendix Orders</a></h5> <br>by <a href="../../authors/sternagel">Christian Sternagel</a> <a href="mailto:c.sternagel@gmail.com">📧</a> and <a href="../../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/~thiemann/">🌐</a></div>
+    <h5><a class="title" href="../../entries/Knuth_Bendix_Order.html">A Formalization of Knuth–Bendix Orders</a></h5> <br>by <a href="../../authors/sternagel">Christian Sternagel</a> <a href="mailto:c.sternagel@gmail.com">📧</a> and <a href="../../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/users/thiemann/">🌐</a></div>
   <span class="date">
     May 13
   </span>
 </article>
 
 
 <h3 class="head">2019</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Linear_Inequalities.html">Linear Inequalities</a></h5> <br>by <a href="../../authors/bottesch">Ralph Bottesch</a> <a href="http://cl-informatik.uibk.ac.at/users/bottesch/">🌐</a>, <a href="../../authors/reynaud">Alban Reynaud</a> and <a href="../../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/~thiemann/">🌐</a></div>
+    <h5><a class="title" href="../../entries/Linear_Inequalities.html">Linear Inequalities</a></h5> <br>by <a href="../../authors/bottesch">Ralph Bottesch</a> <a href="http://cl-informatik.uibk.ac.at/users/bottesch/">🌐</a>, <a href="../../authors/reynaud">Alban Reynaud</a> and <a href="../../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/users/thiemann/">🌐</a></div>
   <span class="date">
     Jun 21
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Farkas.html">Farkas&#39; Lemma and Motzkin&#39;s Transposition Theorem</a></h5> <br>by <a href="../../authors/bottesch">Ralph Bottesch</a> <a href="http://cl-informatik.uibk.ac.at/users/bottesch/">🌐</a>, <a href="../../authors/haslbeck">Max W. Haslbeck</a> <a href="http://cl-informatik.uibk.ac.at/users/mhaslbeck/">🌐</a> and <a href="../../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/~thiemann/">🌐</a></div>
+    <h5><a class="title" href="../../entries/Farkas.html">Farkas&#39; Lemma and Motzkin&#39;s Transposition Theorem</a></h5> <br>by <a href="../../authors/bottesch">Ralph Bottesch</a> <a href="http://cl-informatik.uibk.ac.at/users/bottesch/">🌐</a>, <a href="../../authors/haslbeck">Max W. Haslbeck</a> <a href="http://cl-informatik.uibk.ac.at/users/mhaslbeck/">🌐</a> and <a href="../../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/users/thiemann/">🌐</a></div>
   <span class="date">
     Jan 17
   </span>
 </article>
 
 
 <h3 class="head">2018</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Simplex.html">An Incremental Simplex Algorithm with Unsatisfiable Core Generation</a></h5> <br>by <a href="../../authors/maricf">Filip Marić</a> <a href="mailto:filip@matf.bg.ac.rs">📧</a>, <a href="../../authors/spasic">Mirko Spasić</a> <a href="mailto:mirko@matf.bg.ac.rs">📧</a> and <a href="../../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/~thiemann/">🌐</a></div>
+    <h5><a class="title" href="../../entries/Simplex.html">An Incremental Simplex Algorithm with Unsatisfiable Core Generation</a></h5> <br>by <a href="../../authors/maricf">Filip Marić</a> <a href="mailto:filip@matf.bg.ac.rs">📧</a>, <a href="../../authors/spasic">Mirko Spasić</a> <a href="mailto:mirko@matf.bg.ac.rs">📧</a> and <a href="../../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/users/thiemann/">🌐</a></div>
   <span class="date">
     Aug 24
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/First_Order_Terms.html">First-Order Terms</a></h5> <br>by <a href="../../authors/sternagel">Christian Sternagel</a> <a href="mailto:c.sternagel@gmail.com">📧</a> and <a href="../../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/users/thiemann/">🌐</a></div>
   <span class="date">
     Feb 06
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/LLL_Factorization.html">A verified factorization algorithm for integer polynomials with polynomial complexity</a></h5> <br>by <a href="../../authors/divason">Jose Divasón</a> <a href="http://www.unirioja.es/cu/jodivaso/">🌐</a>, <a href="../../authors/joosten">Sebastiaan J. C. Joosten</a> <a href="https://sjcjoosten.nl/">🌐</a>, <a href="../../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/users/thiemann/">🌐</a> and <a href="../../authors/yamada">Akihisa Yamada</a> <a href="mailto:ayamada@trs.cm.is.nagoya-u.ac.jp">📧</a></div>
+    <h5><a class="title" href="../../entries/LLL_Factorization.html">A verified factorization algorithm for integer polynomials with polynomial complexity</a></h5> <br>by <a href="../../authors/divason">Jose Divasón</a> <a href="https://www.unirioja.es/cu/jodivaso/">🌐</a>, <a href="../../authors/joosten">Sebastiaan J. C. Joosten</a> <a href="https://sjcjoosten.nl/">🌐</a>, <a href="../../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/users/thiemann/">🌐</a> and <a href="../../authors/yamada">Akihisa Yamada</a> <a href="mailto:ayamada@trs.cm.is.nagoya-u.ac.jp">📧</a></div>
   <span class="date">
     Feb 06
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/LLL_Basis_Reduction.html">A verified LLL algorithm</a></h5> <br>by <a href="../../authors/bottesch">Ralph Bottesch</a>, <a href="../../authors/divason">Jose Divasón</a> <a href="http://www.unirioja.es/cu/jodivaso/">🌐</a>, <a href="../../authors/haslbeck">Max W. Haslbeck</a> <a href="http://cl-informatik.uibk.ac.at/users/mhaslbeck/">🌐</a>, <a href="../../authors/joosten">Sebastiaan J. C. Joosten</a> <a href="https://sjcjoosten.nl/">🌐</a>, <a href="../../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/users/thiemann/">🌐</a> and <a href="../../authors/yamada">Akihisa Yamada</a></div>
+    <h5><a class="title" href="../../entries/LLL_Basis_Reduction.html">A verified LLL algorithm</a></h5> <br>by <a href="../../authors/bottesch">Ralph Bottesch</a>, <a href="../../authors/divason">Jose Divasón</a> <a href="https://www.unirioja.es/cu/jodivaso/">🌐</a>, <a href="../../authors/haslbeck">Max W. Haslbeck</a> <a href="http://cl-informatik.uibk.ac.at/users/mhaslbeck/">🌐</a>, <a href="../../authors/joosten">Sebastiaan J. C. Joosten</a> <a href="https://sjcjoosten.nl/">🌐</a>, <a href="../../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/users/thiemann/">🌐</a> and <a href="../../authors/yamada">Akihisa Yamada</a></div>
   <span class="date">
     Feb 02
   </span>
 </article>
 
 
 <h3 class="head">2017</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Stochastic_Matrices.html">Stochastic Matrices and the Perron-Frobenius Theorem</a></h5> <br>by <a href="../../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/~thiemann">🌐</a></div>
+    <h5><a class="title" href="../../entries/Stochastic_Matrices.html">Stochastic Matrices and the Perron-Frobenius Theorem</a></h5> <br>by <a href="../../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/users/thiemann/">🌐</a></div>
   <span class="date">
     Nov 22
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Subresultants.html">Subresultants</a></h5> <br>by <a href="../../authors/joosten">Sebastiaan J. C. Joosten</a> <a href="mailto:sebastiaan.joosten@uibk.ac.at">📧</a>, <a href="../../authors/thiemann">René Thiemann</a> <a href="mailto:rene.thiemann@uibk.ac.at">📧</a> and <a href="../../authors/yamada">Akihisa Yamada</a> <a href="mailto:akihisa.yamada@uibk.ac.at">📧</a></div>
   <span class="date">
     Apr 06
   </span>
 </article>
 
 
 <h3 class="head">2016</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Berlekamp_Zassenhaus.html">The Factorization Algorithm of Berlekamp and Zassenhaus</a></h5> <br>by <a href="../../authors/divason">Jose Divasón</a> <a href="http://www.unirioja.es/cu/jodivaso">🌐</a>, <a href="../../authors/joosten">Sebastiaan J. C. Joosten</a> <a href="mailto:sebastiaan.joosten@uibk.ac.at">📧</a>, <a href="../../authors/thiemann">René Thiemann</a> <a href="mailto:rene.thiemann@uibk.ac.at">📧</a> and <a href="../../authors/yamada">Akihisa Yamada</a> <a href="mailto:akihisa.yamada@uibk.ac.at">📧</a></div>
+    <h5><a class="title" href="../../entries/Berlekamp_Zassenhaus.html">The Factorization Algorithm of Berlekamp and Zassenhaus</a></h5> <br>by <a href="../../authors/divason">Jose Divasón</a> <a href="https://www.unirioja.es/cu/jodivaso/">🌐</a>, <a href="../../authors/joosten">Sebastiaan J. C. Joosten</a> <a href="mailto:sebastiaan.joosten@uibk.ac.at">📧</a>, <a href="../../authors/thiemann">René Thiemann</a> <a href="mailto:rene.thiemann@uibk.ac.at">📧</a> and <a href="../../authors/yamada">Akihisa Yamada</a> <a href="mailto:akihisa.yamada@uibk.ac.at">📧</a></div>
   <span class="date">
     Oct 14
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Perron_Frobenius.html">Perron-Frobenius Theorem for Spectral Radius Analysis</a></h5> <br>by <a href="../../authors/divason">Jose Divasón</a> <a href="http://www.unirioja.es/cu/jodivaso">🌐</a>, <a href="../../authors/kuncar">Ondřej Kunčar</a> <a href="http://www21.in.tum.de/~kuncar/">🌐</a>, <a href="../../authors/thiemann">René Thiemann</a> <a href="mailto:rene.thiemann@uibk.ac.at">📧</a> and <a href="../../authors/yamada">Akihisa Yamada</a> <a href="mailto:akihisa.yamada@uibk.ac.at">📧</a></div>
+    <h5><a class="title" href="../../entries/Perron_Frobenius.html">Perron-Frobenius Theorem for Spectral Radius Analysis</a></h5> <br>by <a href="../../authors/divason">Jose Divasón</a> <a href="https://www.unirioja.es/cu/jodivaso/">🌐</a>, <a href="../../authors/kuncar">Ondřej Kunčar</a> <a href="http://www21.in.tum.de/~kuncar/">🌐</a>, <a href="../../authors/thiemann">René Thiemann</a> <a href="mailto:rene.thiemann@uibk.ac.at">📧</a> and <a href="../../authors/yamada">Akihisa Yamada</a> <a href="mailto:akihisa.yamada@uibk.ac.at">📧</a></div>
   <span class="date">
     May 20
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Polynomial_Interpolation.html">Polynomial Interpolation</a></h5> <br>by <a href="../../authors/thiemann">René Thiemann</a> <a href="mailto:rene.thiemann@uibk.ac.at">📧</a> and <a href="../../authors/yamada">Akihisa Yamada</a> <a href="mailto:akihisa.yamada@uibk.ac.at">📧</a></div>
   <span class="date">
     Jan 29
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Polynomial_Factorization.html">Polynomial Factorization</a></h5> <br>by <a href="../../authors/thiemann">René Thiemann</a> <a href="mailto:rene.thiemann@uibk.ac.at">📧</a> and <a href="../../authors/yamada">Akihisa Yamada</a> <a href="mailto:akihisa.yamada@uibk.ac.at">📧</a></div>
   <span class="date">
     Jan 29
   </span>
 </article>
 
 
 <h3 class="head">2015</h3><article class="entry">
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     <h5><a class="title" href="../../entries/Algebraic_Numbers.html">Algebraic Numbers in Isabelle/HOL</a></h5> <br>by <a href="../../authors/thiemann">René Thiemann</a> <a href="mailto:rene.thiemann@uibk.ac.at">📧</a>, <a href="../../authors/yamada">Akihisa Yamada</a> <a href="mailto:akihisa.yamada@uibk.ac.at">📧</a> and <a href="../../authors/joosten">Sebastiaan J. C. Joosten</a> <a href="mailto:sebastiaan.joosten@uibk.ac.at">📧</a></div>
   <span class="date">
     Dec 22
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Jordan_Normal_Form.html">Matrices, Jordan Normal Forms, and Spectral Radius Theory</a></h5> <br>by <a href="../../authors/thiemann">René Thiemann</a> <a href="mailto:rene.thiemann@uibk.ac.at">📧</a> and <a href="../../authors/yamada">Akihisa Yamada</a> <a href="mailto:akihisa.yamada@uibk.ac.at">📧</a></div>
   <span class="date">
     Aug 21
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Deriving.html">Deriving class instances for datatypes</a></h5> <br>by <a href="../../authors/sternagel">Christian Sternagel</a> <a href="mailto:c.sternagel@gmail.com">📧</a> and <a href="../../authors/thiemann">René Thiemann</a> <a href="mailto:rene.thiemann@uibk.ac.at">📧</a></div>
   <span class="date">
     Mar 11
   </span>
 </article>
 
 
 <h3 class="head">2014</h3><article class="entry">
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     <h5><a class="title" href="../../entries/Lifting_Definition_Option.html">Lifting Definition Option</a></h5> <br>by <a href="../../authors/thiemann">René Thiemann</a> <a href="mailto:rene.thiemann@uibk.ac.at">📧</a></div>
   <span class="date">
     Oct 13
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/XML.html">XML</a></h5> <br>by <a href="../../authors/sternagel">Christian Sternagel</a> <a href="mailto:c.sternagel@gmail.com">📧</a> and <a href="../../authors/thiemann">René Thiemann</a> <a href="mailto:rene.thiemann@uibk.ac.at">📧</a></div>
   <span class="date">
     Oct 03
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Certification_Monads.html">Certification Monads</a></h5> <br>by <a href="../../authors/sternagel">Christian Sternagel</a> <a href="mailto:c.sternagel@gmail.com">📧</a> and <a href="../../authors/thiemann">René Thiemann</a> <a href="mailto:rene.thiemann@uibk.ac.at">📧</a></div>
   <span class="date">
     Oct 03
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Show.html">Haskell&#39;s Show Class in Isabelle/HOL</a></h5> <br>by <a href="../../authors/sternagel">Christian Sternagel</a> <a href="mailto:c.sternagel@gmail.com">📧</a> and <a href="../../authors/thiemann">René Thiemann</a> <a href="mailto:rene.thiemann@uibk.ac.at">📧</a></div>
   <span class="date">
     Jul 29
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Partial_Function_MR.html">Mutually Recursive Partial Functions</a></h5> <br>by <a href="../../authors/thiemann">René Thiemann</a> <a href="mailto:rene.thiemann@uibk.ac.at">📧</a></div>
   <span class="date">
     Feb 18
   </span>
 </article>
 <article class="entry">
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     <h5><a class="title" href="../../entries/Real_Impl.html">Implementing field extensions of the form Q[sqrt(b)]</a></h5> <br>by <a href="../../authors/thiemann">René Thiemann</a> <a href="mailto:rene.thiemann@uibk.ac.at">📧</a></div>
   <span class="date">
     Feb 06
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 </article>
 
 
 <h3 class="head">2013</h3><article class="entry">
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     <h5><a class="title" href="../../entries/Sqrt_Babylonian.html">Computing N-th Roots using the Babylonian Method</a></h5> <br>by <a href="../../authors/thiemann">René Thiemann</a> <a href="mailto:rene.thiemann@uibk.ac.at">📧</a></div>
   <span class="date">
     Jan 03
   </span>
 </article>
 
 
 <h3 class="head">2012</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Datatype_Order_Generator.html">Generating linear orders for datatypes</a></h5> <br>by <a href="../../authors/thiemann">René Thiemann</a> <a href="mailto:rene.thiemann@uibk.ac.at">📧</a></div>
   <span class="date">
     Aug 07
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Transitive-Closure-II.html">Executable Transitive Closures</a></h5> <br>by <a href="../../authors/thiemann">René Thiemann</a> <a href="mailto:rene.thiemann@uibk.ac.at">📧</a></div>
   <span class="date">
     Feb 29
   </span>
 </article>
 
 
 <h3 class="head">2011</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Transitive-Closure.html">Executable Transitive Closures of Finite Relations</a></h5> <br>by <a href="../../authors/sternagel">Christian Sternagel</a> <a href="mailto:c.sternagel@gmail.com">📧</a> and <a href="../../authors/thiemann">René Thiemann</a> <a href="mailto:rene.thiemann@uibk.ac.at">📧</a></div>
   <span class="date">
     Mar 14
   </span>
 </article>
 
 
 <h3 class="head">2010</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Polynomials.html">Executable Multivariate Polynomials</a></h5> <br>by <a href="../../authors/sternagel">Christian Sternagel</a> <a href="mailto:c.sternagel@gmail.com">📧</a>, <a href="../../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/~thiemann">🌐</a>, <a href="../../authors/maletzky">Alexander Maletzky</a> <a href="https://risc.jku.at/m/alexander-maletzky/">🌐</a>, <a href="../../authors/immler">Fabian Immler</a> <a href="http://www21.in.tum.de/~immler">🌐</a>, <a href="../../authors/haftmann">Florian Haftmann</a> <a href="http://isabelle.in.tum.de/~haftmann">🌐</a>, <a href="../../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de">🌐</a> and <a href="../../authors/bentkamp">Alexander Bentkamp</a> <a href="mailto:bentkamp@gmail.com">📧</a></div>
+    <h5><a class="title" href="../../entries/Polynomials.html">Executable Multivariate Polynomials</a></h5> <br>by <a href="../../authors/sternagel">Christian Sternagel</a> <a href="mailto:c.sternagel@gmail.com">📧</a>, <a href="../../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/users/thiemann/">🌐</a>, <a href="../../authors/maletzky">Alexander Maletzky</a> <a href="https://risc.jku.at/m/alexander-maletzky/">🌐</a>, <a href="../../authors/immler">Fabian Immler</a> <a href="https://home.in.tum.de/~immler/">🌐</a>, <a href="../../authors/haftmann">Florian Haftmann</a> <a href="http://isabelle.in.tum.de/~haftmann">🌐</a>, <a href="../../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de/">🌐</a> and <a href="../../authors/bentkamp">Alexander Bentkamp</a> <a href="mailto:bentkamp@gmail.com">📧</a></div>
   <span class="date">
     Aug 10
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Matrix.html">Executable Matrix Operations on Matrices of Arbitrary Dimensions</a></h5> <br>by <a href="../../authors/sternagel">Christian Sternagel</a> <a href="mailto:c.sternagel@gmail.com">📧</a> and <a href="../../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/~thiemann">🌐</a></div>
+    <h5><a class="title" href="../../entries/Matrix.html">Executable Matrix Operations on Matrices of Arbitrary Dimensions</a></h5> <br>by <a href="../../authors/sternagel">Christian Sternagel</a> <a href="mailto:c.sternagel@gmail.com">📧</a> and <a href="../../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/users/thiemann/">🌐</a></div>
   <span class="date">
     Jun 17
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Abstract-Rewriting.html">Abstract Rewriting</a></h5> <br>by <a href="../../authors/sternagel">Christian Sternagel</a> <a href="mailto:c.sternagel@gmail.com">📧</a> and <a href="../../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/~thiemann">🌐</a></div>
+    <h5><a class="title" href="../../entries/Abstract-Rewriting.html">Abstract Rewriting</a></h5> <br>by <a href="../../authors/sternagel">Christian Sternagel</a> <a href="mailto:c.sternagel@gmail.com">📧</a> and <a href="../../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/users/thiemann/">🌐</a></div>
   <span class="date">
     Jun 14
   </span>
 </article>
 
 
 
 
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diff --git a/web/authors/thommes/index.html b/web/authors/thommes/index.html
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 <h2>Entries</h2><h3 class="head">2021</h3><article class="entry">
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-    <h5><a class="title" href="../../entries/Finitely_Generated_Abelian_Groups.html">Finitely Generated Abelian Groups</a></h5> <br>by <a href="../../authors/thommes">Joseph Thommes</a> and <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a></div>
+    <h5><a class="title" href="../../entries/Finitely_Generated_Abelian_Groups.html">Finitely Generated Abelian Groups</a></h5> <br>by <a href="../../authors/thommes">Joseph Thommes</a> and <a href="../../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a></div>
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 <h2>Homepages 🌐</h2>
-<ul><li><a href="https://www.mpi-inf.mpg.de/departments/automation-of-logic/people/sophie-tourret/">https://www.mpi-inf.mpg.de/departments/automation-of-logic/people/sophie-tourret/</a></li><li><a href="https://www.mpi-inf.mpg.de/departments/automation-of-logic/people/sophie-tourret">https://www.mpi-inf.mpg.de/departments/automation-of-logic/people/sophie-tourret</a></li></ul>
+<ul><li><a href="https://www.mpi-inf.mpg.de/departments/automation-of-logic/people/sophie-tourret/">https://www.mpi-inf.mpg.de/departments/automation-of-logic/people/sophie-tourret/</a></li></ul>
 
 
 
 <h2>Entries</h2><h3 class="head">2020</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Saturation_Framework_Extensions.html">Extensions to the Comprehensive Framework for Saturation Theorem Proving</a></h5> <br>by <a href="../../authors/blanchette">Jasmin Christian Blanchette</a> <a href="https://www.cs.vu.nl/~jbe248/">🌐</a> and <a href="../../authors/tourret">Sophie Tourret</a> <a href="https://www.mpi-inf.mpg.de/departments/automation-of-logic/people/sophie-tourret">🌐</a></div>
+    <h5><a class="title" href="../../entries/Saturation_Framework_Extensions.html">Extensions to the Comprehensive Framework for Saturation Theorem Proving</a></h5> <br>by <a href="../../authors/blanchette">Jasmin Christian Blanchette</a> <a href="https://www.cs.vu.nl/~jbe248/">🌐</a> and <a href="../../authors/tourret">Sophie Tourret</a> <a href="https://www.mpi-inf.mpg.de/departments/automation-of-logic/people/sophie-tourret/">🌐</a></div>
   <span class="date">
     Aug 25
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Saturation_Framework.html">A Comprehensive Framework for Saturation Theorem Proving</a></h5> <br>by <a href="../../authors/tourret">Sophie Tourret</a> <a href="https://www.mpi-inf.mpg.de/departments/automation-of-logic/people/sophie-tourret/">🌐</a></div>
   <span class="date">
     Apr 09
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     <span class='first'>C</span>hristoph <span class='first'>T</span>raut</h1>
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 <h2>Entries</h2><h3 class="head">2018</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Taylor_Models.html">Taylor Models</a></h5> <br>by <a href="../../authors/traut">Christoph Traut</a> and <a href="../../authors/immler">Fabian Immler</a> <a href="http://www21.in.tum.de/~immler">🌐</a></div>
+    <h5><a class="title" href="../../entries/Taylor_Models.html">Taylor Models</a></h5> <br>by <a href="../../authors/traut">Christoph Traut</a> and <a href="../../authors/immler">Fabian Immler</a> <a href="https://home.in.tum.de/~immler/">🌐</a></div>
   <span class="date">
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diff --git a/web/authors/traytel/index.html b/web/authors/traytel/index.html
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+++ b/web/authors/traytel/index.html
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 <h2>Homepages 🌐</h2>
-<ul><li><a href="https://traytel.bitbucket.io">https://traytel.bitbucket.io</a></li><li><a href="https://traytel.bitbucket.io/">https://traytel.bitbucket.io/</a></li></ul>
+<ul><li><a href="https://traytel.bitbucket.io/">https://traytel.bitbucket.io/</a></li></ul>
 
 
 
 <h2>Entries</h2><h3 class="head">2021</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Progress_Tracking.html">Formalization of Timely Dataflow&#39;s Progress Tracking Protocol</a></h5> <br>by <a href="../../authors/brun">Matthias Brun</a>, <a href="../../authors/decova">Sára Decova</a>, <a href="../../authors/lattuada">Andrea Lattuada</a> <a href="https://andrea.lattuada.me">🌐</a> and <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io/">🌐</a></div>
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     Apr 13
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 </article>
 
 
 <h3 class="head">2020</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Syntax_Independent_Logic.html">Syntax-Independent Logic Infrastructure</a></h5> <br>by <a href="../../authors/popescu">Andrei Popescu</a> <a href="https://www.andreipopescu.uk">🌐</a> and <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io">🌐</a></div>
-  <span class="date">
-    Sep 16
-  </span>
-</article>
-<article class="entry">
-  <div class="item-text">
-    <h5><a class="title" href="../../entries/Robinson_Arithmetic.html">Robinson Arithmetic</a></h5> <br>by <a href="../../authors/popescu">Andrei Popescu</a> <a href="https://www.andreipopescu.uk">🌐</a> and <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io">🌐</a></div>
-  <span class="date">
-    Sep 16
-  </span>
-</article>
-<article class="entry">
-  <div class="item-text">
-    <h5><a class="title" href="../../entries/Goedel_HFSet_Semanticless.html">From Abstract to Concrete Gödel&#39;s Incompleteness Theorems—Part II</a></h5> <br>by <a href="../../authors/popescu">Andrei Popescu</a> <a href="https://www.andreipopescu.uk">🌐</a> and <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io">🌐</a></div>
+    <h5><a class="title" href="../../entries/Syntax_Independent_Logic.html">Syntax-Independent Logic Infrastructure</a></h5> <br>by <a href="../../authors/popescu">Andrei Popescu</a> <a href="https://www.andreipopescu.uk">🌐</a> and <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io/">🌐</a></div>
   <span class="date">
     Sep 16
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Goedel_HFSet_Semantic.html">From Abstract to Concrete Gödel&#39;s Incompleteness Theorems—Part I</a></h5> <br>by <a href="../../authors/popescu">Andrei Popescu</a> <a href="https://www.andreipopescu.uk">🌐</a> and <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io">🌐</a></div>
-  <span class="date">
-    Sep 16
-  </span>
-</article>
-<article class="entry">
-  <div class="item-text">
-    <h5><a class="title" href="../../entries/Goedel_Incompleteness.html">An Abstract Formalization of Gödel&#39;s Incompleteness Theorems</a></h5> <br>by <a href="../../authors/popescu">Andrei Popescu</a> <a href="https://www.andreipopescu.uk">🌐</a> and <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io">🌐</a></div>
+    <h5><a class="title" href="../../entries/Robinson_Arithmetic.html">Robinson Arithmetic</a></h5> <br>by <a href="../../authors/popescu">Andrei Popescu</a> <a href="https://www.andreipopescu.uk">🌐</a> and <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io/">🌐</a></div>
   <span class="date">
     Sep 16
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Chandy_Lamport.html">A Formal Proof of The Chandy--Lamport Distributed Snapshot Algorithm</a></h5> <br>by <a href="../../authors/fiedler">Ben Fiedler</a> <a href="mailto:ben.fiedler@inf.ethz.ch">📧</a> and <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io">🌐</a></div>
+    <h5><a class="title" href="../../entries/Goedel_HFSet_Semanticless.html">From Abstract to Concrete Gödel&#39;s Incompleteness Theorems—Part II</a></h5> <br>by <a href="../../authors/popescu">Andrei Popescu</a> <a href="https://www.andreipopescu.uk">🌐</a> and <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io/">🌐</a></div>
+  <span class="date">
+    Sep 16
+  </span>
+</article>
+<article class="entry">
+  <div class="item-text">
+    <h5><a class="title" href="../../entries/Goedel_HFSet_Semantic.html">From Abstract to Concrete Gödel&#39;s Incompleteness Theorems—Part I</a></h5> <br>by <a href="../../authors/popescu">Andrei Popescu</a> <a href="https://www.andreipopescu.uk">🌐</a> and <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io/">🌐</a></div>
+  <span class="date">
+    Sep 16
+  </span>
+</article>
+<article class="entry">
+  <div class="item-text">
+    <h5><a class="title" href="../../entries/Goedel_Incompleteness.html">An Abstract Formalization of Gödel&#39;s Incompleteness Theorems</a></h5> <br>by <a href="../../authors/popescu">Andrei Popescu</a> <a href="https://www.andreipopescu.uk">🌐</a> and <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io/">🌐</a></div>
+  <span class="date">
+    Sep 16
+  </span>
+</article>
+<article class="entry">
+  <div class="item-text">
+    <h5><a class="title" href="../../entries/Chandy_Lamport.html">A Formal Proof of The Chandy--Lamport Distributed Snapshot Algorithm</a></h5> <br>by <a href="../../authors/fiedler">Ben Fiedler</a> <a href="mailto:ben.fiedler@inf.ethz.ch">📧</a> and <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io/">🌐</a></div>
   <span class="date">
     Jul 21
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Sliding_Window_Algorithm.html">Formalization of an Algorithm for Greedily Computing Associative Aggregations on Sliding Windows</a></h5> <br>by <a href="../../authors/heimes">Lukas Heimes</a>, <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io">🌐</a> and <a href="../../authors/schneider">Joshua Schneider</a></div>
+    <h5><a class="title" href="../../entries/Sliding_Window_Algorithm.html">Formalization of an Algorithm for Greedily Computing Associative Aggregations on Sliding Windows</a></h5> <br>by <a href="../../authors/heimes">Lukas Heimes</a>, <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io/">🌐</a> and <a href="../../authors/schneider">Joshua Schneider</a></div>
   <span class="date">
     Apr 10
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/MFODL_Monitor_Optimized.html">Formalization of an Optimized Monitoring Algorithm for Metric First-Order Dynamic Logic with Aggregations</a></h5> <br>by <a href="../../authors/dardinier">Thibault Dardinier</a>, <a href="../../authors/heimes">Lukas Heimes</a>, <a href="../../authors/raszyk">Martin Raszyk</a> <a href="mailto:martin.raszyk@inf.ethz.ch">📧</a>, <a href="../../authors/schneider">Joshua Schneider</a> <a href="mailto:joshua.schneider@inf.ethz.ch">📧</a> and <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io">🌐</a></div>
+    <h5><a class="title" href="../../entries/MFODL_Monitor_Optimized.html">Formalization of an Optimized Monitoring Algorithm for Metric First-Order Dynamic Logic with Aggregations</a></h5> <br>by <a href="../../authors/dardinier">Thibault Dardinier</a>, <a href="../../authors/heimes">Lukas Heimes</a>, <a href="../../authors/raszyk">Martin Raszyk</a> <a href="mailto:martin.raszyk@inf.ethz.ch">📧</a>, <a href="../../authors/schneider">Joshua Schneider</a> <a href="mailto:joshua.schneider@inf.ethz.ch">📧</a> and <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io/">🌐</a></div>
   <span class="date">
     Apr 09
   </span>
 </article>
 
 
 <h3 class="head">2019</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/MFOTL_Monitor.html">Formalization of a Monitoring Algorithm for Metric First-Order Temporal Logic</a></h5> <br>by <a href="../../authors/schneider">Joshua Schneider</a> <a href="mailto:joshua.schneider@inf.ethz.ch">📧</a> and <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io">🌐</a></div>
+    <h5><a class="title" href="../../entries/MFOTL_Monitor.html">Formalization of a Monitoring Algorithm for Metric First-Order Temporal Logic</a></h5> <br>by <a href="../../authors/schneider">Joshua Schneider</a> <a href="mailto:joshua.schneider@inf.ethz.ch">📧</a> and <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io/">🌐</a></div>
   <span class="date">
     Jul 04
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/LambdaAuth.html">Formalization of Generic Authenticated Data Structures</a></h5> <br>by <a href="../../authors/brun">Matthias Brun</a> and <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io">🌐</a></div>
+    <h5><a class="title" href="../../entries/LambdaAuth.html">Formalization of Generic Authenticated Data Structures</a></h5> <br>by <a href="../../authors/brun">Matthias Brun</a> and <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io/">🌐</a></div>
   <span class="date">
     May 14
   </span>
 </article>
 
 
 <h3 class="head">2018</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Functional_Ordered_Resolution_Prover.html">A Verified Functional Implementation of Bachmair and Ganzinger&#39;s Ordered Resolution Prover</a></h5> <br>by <a href="../../authors/schlichtkrull">Anders Schlichtkrull</a> <a href="https://people.compute.dtu.dk/andschl/">🌐</a>, <a href="../../authors/blanchette">Jasmin Christian Blanchette</a> <a href="mailto:j.c.blanchette@vu.nl">📧</a> and <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io">🌐</a></div>
+    <h5><a class="title" href="../../entries/Functional_Ordered_Resolution_Prover.html">A Verified Functional Implementation of Bachmair and Ganzinger&#39;s Ordered Resolution Prover</a></h5> <br>by <a href="../../authors/schlichtkrull">Anders Schlichtkrull</a> <a href="https://people.compute.dtu.dk/andschl/">🌐</a>, <a href="../../authors/blanchette">Jasmin Christian Blanchette</a> <a href="mailto:j.c.blanchette@vu.nl">📧</a> and <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io/">🌐</a></div>
   <span class="date">
     Nov 23
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Ordered_Resolution_Prover.html">Formalization of Bachmair and Ganzinger&#39;s Ordered Resolution Prover</a></h5> <br>by <a href="../../authors/schlichtkrull">Anders Schlichtkrull</a> <a href="https://people.compute.dtu.dk/andschl/">🌐</a>, <a href="../../authors/blanchette">Jasmin Christian Blanchette</a> <a href="mailto:j.c.blanchette@vu.nl">📧</a>, <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io">🌐</a> and <a href="../../authors/waldmann">Uwe Waldmann</a> <a href="mailto:uwe@mpi-inf.mpg.de">📧</a></div>
+    <h5><a class="title" href="../../entries/Ordered_Resolution_Prover.html">Formalization of Bachmair and Ganzinger&#39;s Ordered Resolution Prover</a></h5> <br>by <a href="../../authors/schlichtkrull">Anders Schlichtkrull</a> <a href="https://people.compute.dtu.dk/andschl/">🌐</a>, <a href="../../authors/blanchette">Jasmin Christian Blanchette</a> <a href="mailto:j.c.blanchette@vu.nl">📧</a>, <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io/">🌐</a> and <a href="../../authors/waldmann">Uwe Waldmann</a> <a href="mailto:waldmann@mpi-inf.mpg.de">📧</a></div>
   <span class="date">
     Jan 18
   </span>
 </article>
 
 
 <h3 class="head">2017</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/BNF_Operations.html">Operations on Bounded Natural Functors</a></h5> <br>by <a href="../../authors/blanchette">Jasmin Christian Blanchette</a> <a href="mailto:jasmin.blanchette@gmail.com">📧</a>, <a href="../../authors/popescu">Andrei Popescu</a> <a href="https://www.andreipopescu.uk">🌐</a> and <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io">🌐</a></div>
+    <h5><a class="title" href="../../entries/BNF_Operations.html">Operations on Bounded Natural Functors</a></h5> <br>by <a href="../../authors/blanchette">Jasmin Christian Blanchette</a> <a href="mailto:jasmin.blanchette@gmail.com">📧</a>, <a href="../../authors/popescu">Andrei Popescu</a> <a href="https://www.andreipopescu.uk">🌐</a> and <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io/">🌐</a></div>
   <span class="date">
     Dec 19
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Abstract_Soundness.html">Abstract Soundness</a></h5> <br>by <a href="../../authors/blanchette">Jasmin Christian Blanchette</a> <a href="mailto:jasmin.blanchette@gmail.com">📧</a>, <a href="../../authors/popescu">Andrei Popescu</a> <a href="https://www.andreipopescu.uk">🌐</a> and <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io">🌐</a></div>
+    <h5><a class="title" href="../../entries/Abstract_Soundness.html">Abstract Soundness</a></h5> <br>by <a href="../../authors/blanchette">Jasmin Christian Blanchette</a> <a href="mailto:jasmin.blanchette@gmail.com">📧</a>, <a href="../../authors/popescu">Andrei Popescu</a> <a href="https://www.andreipopescu.uk">🌐</a> and <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io/">🌐</a></div>
   <span class="date">
     Feb 10
   </span>
 </article>
 
 
 <h3 class="head">2016</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Nested_Multisets_Ordinals.html">Formalization of Nested Multisets, Hereditary Multisets, and Syntactic Ordinals</a></h5> <br>by <a href="../../authors/blanchette">Jasmin Christian Blanchette</a> <a href="mailto:jasmin.blanchette@gmail.com">📧</a>, <a href="../../authors/fleury">Mathias Fleury</a> <a href="mailto:fleury@mpi-inf.mpg.de">📧</a> and <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io">🌐</a></div>
+    <h5><a class="title" href="../../entries/Nested_Multisets_Ordinals.html">Formalization of Nested Multisets, Hereditary Multisets, and Syntactic Ordinals</a></h5> <br>by <a href="../../authors/blanchette">Jasmin Christian Blanchette</a> <a href="mailto:jasmin.blanchette@gmail.com">📧</a>, <a href="../../authors/fleury">Mathias Fleury</a> <a href="mailto:fleury@mpi-inf.mpg.de">📧</a> and <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io/">🌐</a></div>
   <span class="date">
     Nov 12
   </span>
 </article>
 
 
 <h3 class="head">2015</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Formula_Derivatives.html">Derivatives of Logical Formulas</a></h5> <br>by <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io">🌐</a></div>
+    <h5><a class="title" href="../../entries/Formula_Derivatives.html">Derivatives of Logical Formulas</a></h5> <br>by <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io/">🌐</a></div>
   <span class="date">
     May 28
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Probabilistic_System_Zoo.html">A Zoo of Probabilistic Systems</a></h5> <br>by <a href="../../authors/hoelzl">Johannes Hölzl</a> <a href="http://in.tum.de/~hoelzl">🌐</a>, <a href="../../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de">🌐</a> and <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io">🌐</a></div>
+    <h5><a class="title" href="../../entries/Probabilistic_System_Zoo.html">A Zoo of Probabilistic Systems</a></h5> <br>by <a href="../../authors/hoelzl">Johannes Hölzl</a> <a href="http://home.in.tum.de/~hoelzl">🌐</a>, <a href="../../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de/">🌐</a> and <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io/">🌐</a></div>
   <span class="date">
     May 27
   </span>
 </article>
 
 
 <h3 class="head">2014</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/MSO_Regex_Equivalence.html">Decision Procedures for MSO on Words Based on Derivatives of Regular Expressions</a></h5> <br>by <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io">🌐</a> and <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a></div>
+    <h5><a class="title" href="../../entries/MSO_Regex_Equivalence.html">Decision Procedures for MSO on Words Based on Derivatives of Regular Expressions</a></h5> <br>by <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io/">🌐</a> and <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a></div>
   <span class="date">
     Jun 12
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Abstract_Completeness.html">Abstract Completeness</a></h5> <br>by <a href="../../authors/blanchette">Jasmin Christian Blanchette</a> <a href="http://www21.in.tum.de/~blanchet">🌐</a>, <a href="../../authors/popescu">Andrei Popescu</a> <a href="https://www.andreipopescu.uk">🌐</a> and <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io">🌐</a></div>
+    <h5><a class="title" href="../../entries/Abstract_Completeness.html">Abstract Completeness</a></h5> <br>by <a href="../../authors/blanchette">Jasmin Christian Blanchette</a> <a href="http://www21.in.tum.de/~blanchet">🌐</a>, <a href="../../authors/popescu">Andrei Popescu</a> <a href="https://www.andreipopescu.uk">🌐</a> and <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io/">🌐</a></div>
   <span class="date">
     Apr 16
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Regex_Equivalence.html">Unified Decision Procedures for Regular Expression Equivalence</a></h5> <br>by <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a> and <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io">🌐</a></div>
+    <h5><a class="title" href="../../entries/Regex_Equivalence.html">Unified Decision Procedures for Regular Expression Equivalence</a></h5> <br>by <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a> and <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io/">🌐</a></div>
   <span class="date">
     Jan 30
   </span>
 </article>
 
 
 <h3 class="head">2013</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Coinductive_Languages.html">A Codatatype of Formal Languages</a></h5> <br>by <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io">🌐</a></div>
+    <h5><a class="title" href="../../entries/Coinductive_Languages.html">A Codatatype of Formal Languages</a></h5> <br>by <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io/">🌐</a></div>
   <span class="date">
     Nov 15
   </span>
 </article>
 
 
 
 
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   <h1 >
     <span class='first'>F</span>rédéric <span class='first'>T</span>uong</h1>
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 <h2>Entries</h2><h3 class="head">2019</h3><article class="entry">
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     <h5><a class="title" href="../../entries/Isabelle_C.html">Isabelle/C</a></h5> <br>by <a href="../../authors/tuong">Frédéric Tuong</a> <a href="https://www.lri.fr/~ftuong/">🌐</a> and <a href="../../authors/wolff">Burkhart Wolff</a> <a href="https://www.lri.fr/~wolff/">🌐</a></div>
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     Oct 22
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     <h5><a class="title" href="../../entries/Clean.html">Clean - An Abstract Imperative Programming Language and its Theory</a></h5> <br>by <a href="../../authors/tuong">Frédéric Tuong</a> <a href="https://www.lri.fr/~ftuong/">🌐</a> and <a href="../../authors/wolff">Burkhart Wolff</a> <a href="https://www.lri.fr/~wolff/">🌐</a></div>
   <span class="date">
     Oct 04
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 <h3 class="head">2015</h3><article class="entry">
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     <h5><a class="title" href="../../entries/Isabelle_Meta_Model.html">A Meta-Model for the Isabelle API</a></h5> <br>by <a href="../../authors/tuong">Frédéric Tuong</a> <a href="mailto:tuong@users.gforge.inria.fr">📧</a> and <a href="../../authors/wolff">Burkhart Wolff</a> <a href="https://www.lri.fr/~wolff/">🌐</a></div>
   <span class="date">
     Sep 16
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 </article>
 
 
 <h3 class="head">2014</h3><article class="entry">
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-    <h5><a class="title" href="../../entries/Featherweight_OCL.html">Featherweight OCL: A Proposal for a Machine-Checked Formal Semantics for OCL 2.5</a></h5> <br>by <a href="../../authors/brucker">Achim D. Brucker</a> <a href="mailto:brucker@spamfence.net">📧</a>, <a href="../../authors/tuong">Frédéric Tuong</a> <a href="mailto:tuong@users.gforge.inria.fr">📧</a> and <a href="../../authors/wolff">Burkhart Wolff</a> <a href="mailto:wolff@lri.fr">📧</a></div>
+    <h5><a class="title" href="../../entries/Featherweight_OCL.html">Featherweight OCL: A Proposal for a Machine-Checked Formal Semantics for OCL 2.5</a></h5> <br>by <a href="../../authors/brucker">Achim D. Brucker</a> <a href="mailto:brucker@spamfence.net">📧</a>, <a href="../../authors/tuong">Frédéric Tuong</a> <a href="mailto:tuong@users.gforge.inria.fr">📧</a> and <a href="../../authors/wolff">Burkhart Wolff</a> <a href="mailto:burkhart.wolff@lri.fr">📧</a></div>
   <span class="date">
     Jan 16
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 <h2>Entries</h2><h3 class="head">2014</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/CISC-Kernel.html">Formal Specification of a Generic Separation Kernel</a></h5> <br>by <a href="../../authors/verbeek">Freek Verbeek</a> <a href="mailto:Freek.Verbeek@ou.nl">📧</a>, <a href="../../authors/tverdyshev">Sergey Tverdyshev</a> <a href="mailto:stv@sysgo.com">📧</a>, <a href="../../authors/havle">Oto Havle</a> <a href="mailto:oha@sysgo.com">📧</a>, <a href="../../authors/blasum">Holger Blasum</a> <a href="mailto:holger.blasum@sysgo.com">📧</a>, <a href="../../authors/langenstein">Bruno Langenstein</a> <a href="mailto:langenstein@dfki.de">📧</a>, <a href="../../authors/stephan">Werner Stephan</a> <a href="mailto:stephan@dfki.de">📧</a>, <a href="../../authors/nemouchi">Yakoub Nemouchi</a> <a href="mailto:nemouchi@lri.fr">📧</a>, <a href="../../authors/feliachi">Abderrahmane Feliachi</a> <a href="mailto:abderrahmane.feliachi@lri.fr">📧</a>, <a href="../../authors/wolff">Burkhart Wolff</a> <a href="mailto:wolff@lri.fr">📧</a> and <a href="../../authors/schmaltz">Julien Schmaltz</a> <a href="mailto:Julien.Schmaltz@ou.nl">📧</a></div>
+    <h5><a class="title" href="../../entries/CISC-Kernel.html">Formal Specification of a Generic Separation Kernel</a></h5> <br>by <a href="../../authors/verbeek">Freek Verbeek</a> <a href="mailto:Freek.Verbeek@ou.nl">📧</a>, <a href="../../authors/tverdyshev">Sergey Tverdyshev</a> <a href="mailto:stv@sysgo.com">📧</a>, <a href="../../authors/havle">Oto Havle</a> <a href="mailto:oha@sysgo.com">📧</a>, <a href="../../authors/blasum">Holger Blasum</a> <a href="mailto:holger.blasum@sysgo.com">📧</a>, <a href="../../authors/langenstein">Bruno Langenstein</a> <a href="mailto:langenstein@dfki.de">📧</a>, <a href="../../authors/stephan">Werner Stephan</a> <a href="mailto:stephan@dfki.de">📧</a>, <a href="../../authors/nemouchi">Yakoub Nemouchi</a> <a href="mailto:nemouchi@lri.fr">📧</a>, <a href="../../authors/feliachi">Abderrahmane Feliachi</a> <a href="mailto:abderrahmane.feliachi@lri.fr">📧</a>, <a href="../../authors/wolff">Burkhart Wolff</a> <a href="mailto:burkhart.wolff@lri.fr">📧</a> and <a href="../../authors/schmaltz">Julien Schmaltz</a> <a href="mailto:Julien.Schmaltz@ou.nl">📧</a></div>
   <span class="date">
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+    <h5><a class="title" href="../../entries/Banach_Steinhaus.html">Banach-Steinhaus Theorem</a></h5> <br>by <a href="../../authors/unruh">Dominique Unruh</a> <a href="https://www.ut.ee/~unruh/">🌐</a> <a href="mailto:unruh@ut.ee">📧</a> and <a href="../../authors/caballero">José Manuel Rodríguez Caballero</a> <a href="https://josephcmac.github.io/">🌐</a> <a href="mailto:jose.manuel.rodriguez.caballero@ut.ee">📧</a></div>
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+<ul><li><a href="https://nms.kcl.ac.uk/christian.urban/">https://nms.kcl.ac.uk/christian.urban/</a></li></ul>
 
 
 
 <h2>Entries</h2><h3 class="head">2019</h3><article class="entry">
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     <h5><a class="title" href="../../entries/Universal_Turing_Machine.html">Universal Turing Machine</a></h5> <br>by <a href="../../authors/xu">Jian Xu</a>, <a href="../../authors/zhangx">Xingyuan Zhang</a>, <a href="../../authors/urban">Christian Urban</a> <a href="https://nms.kcl.ac.uk/christian.urban/">🌐</a> and <a href="../../authors/joosten">Sebastiaan J. C. Joosten</a> <a href="https://sjcjoosten.nl/">🌐</a></div>
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-    <h5><a class="title" href="../../entries/Posix-Lexing.html">POSIX Lexing with Derivatives of Regular Expressions</a></h5> <br>by <a href="../../authors/ausaf">Fahad Ausaf</a> <a href="http://kcl.academia.edu/FahadAusaf">🌐</a>, <a href="../../authors/dyckhoff">Roy Dyckhoff</a> <a href="https://rd.host.cs.st-andrews.ac.uk">🌐</a> and <a href="../../authors/urban">Christian Urban</a> <a href="http://www.inf.kcl.ac.uk/staff/urbanc/">🌐</a></div>
+    <h5><a class="title" href="../../entries/Posix-Lexing.html">POSIX Lexing with Derivatives of Regular Expressions</a></h5> <br>by <a href="../../authors/ausaf">Fahad Ausaf</a> <a href="http://kcl.academia.edu/FahadAusaf">🌐</a>, <a href="../../authors/dyckhoff">Roy Dyckhoff</a> <a href="https://rd.host.cs.st-andrews.ac.uk">🌐</a> and <a href="../../authors/urban">Christian Urban</a> <a href="https://nms.kcl.ac.uk/christian.urban/">🌐</a></div>
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-    <h5><a class="title" href="../../entries/Nominal2.html">Nominal 2</a></h5> <br>by <a href="../../authors/urban">Christian Urban</a> <a href="http://www.inf.kcl.ac.uk/staff/urbanc/">🌐</a>, <a href="../../authors/berghofer">Stefan Berghofer</a> <a href="http://www.in.tum.de/~berghofe">🌐</a> and <a href="../../authors/kaliszyk">Cezary Kaliszyk</a> <a href="http://cl-informatik.uibk.ac.at/users/cek/">🌐</a></div>
+    <h5><a class="title" href="../../entries/Nominal2.html">Nominal 2</a></h5> <br>by <a href="../../authors/urban">Christian Urban</a> <a href="https://nms.kcl.ac.uk/christian.urban/">🌐</a>, <a href="../../authors/berghofer">Stefan Berghofer</a> <a href="http://www.in.tum.de/~berghofe">🌐</a> and <a href="../../authors/kaliszyk">Cezary Kaliszyk</a> <a href="http://cl-informatik.uibk.ac.at/users/cek/">🌐</a></div>
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 <h3 class="head">2011</h3><article class="entry">
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-    <h5><a class="title" href="../../entries/Myhill-Nerode.html">The Myhill-Nerode Theorem Based on Regular Expressions</a></h5> <br>by <a href="../../authors/wu">Chunhan Wu</a>, <a href="../../authors/zhangx">Xingyuan Zhang</a> and <a href="../../authors/urban">Christian Urban</a> <a href="http://www.inf.kcl.ac.uk/staff/urbanc/">🌐</a></div>
+    <h5><a class="title" href="../../entries/Myhill-Nerode.html">The Myhill-Nerode Theorem Based on Regular Expressions</a></h5> <br>by <a href="../../authors/wu">Chunhan Wu</a>, <a href="../../authors/zhangx">Xingyuan Zhang</a> and <a href="../../authors/urban">Christian Urban</a> <a href="https://nms.kcl.ac.uk/christian.urban/">🌐</a></div>
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     <h5><a class="title" href="../../entries/X86_Semantics.html">X86 instruction semantics and basic block symbolic execution</a></h5> <br>by <a href="../../authors/verbeek">Freek Verbeek</a> <a href="mailto:freek@vt.edu">📧</a>, <a href="../../authors/bharadwaj">Abhijith Bharadwaj</a>, <a href="../../authors/bockenek">Joshua Bockenek</a>, <a href="../../authors/roessle">Ian Roessle</a>, <a href="../../authors/weerwag">Timmy Weerwag</a> and <a href="../../authors/ravindran">Binoy Ravindran</a></div>
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 <h3 class="head">2014</h3><article class="entry">
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-    <h5><a class="title" href="../../entries/CISC-Kernel.html">Formal Specification of a Generic Separation Kernel</a></h5> <br>by <a href="../../authors/verbeek">Freek Verbeek</a> <a href="mailto:Freek.Verbeek@ou.nl">📧</a>, <a href="../../authors/tverdyshev">Sergey Tverdyshev</a> <a href="mailto:stv@sysgo.com">📧</a>, <a href="../../authors/havle">Oto Havle</a> <a href="mailto:oha@sysgo.com">📧</a>, <a href="../../authors/blasum">Holger Blasum</a> <a href="mailto:holger.blasum@sysgo.com">📧</a>, <a href="../../authors/langenstein">Bruno Langenstein</a> <a href="mailto:langenstein@dfki.de">📧</a>, <a href="../../authors/stephan">Werner Stephan</a> <a href="mailto:stephan@dfki.de">📧</a>, <a href="../../authors/nemouchi">Yakoub Nemouchi</a> <a href="mailto:nemouchi@lri.fr">📧</a>, <a href="../../authors/feliachi">Abderrahmane Feliachi</a> <a href="mailto:abderrahmane.feliachi@lri.fr">📧</a>, <a href="../../authors/wolff">Burkhart Wolff</a> <a href="mailto:wolff@lri.fr">📧</a> and <a href="../../authors/schmaltz">Julien Schmaltz</a> <a href="mailto:Julien.Schmaltz@ou.nl">📧</a></div>
+    <h5><a class="title" href="../../entries/CISC-Kernel.html">Formal Specification of a Generic Separation Kernel</a></h5> <br>by <a href="../../authors/verbeek">Freek Verbeek</a> <a href="mailto:Freek.Verbeek@ou.nl">📧</a>, <a href="../../authors/tverdyshev">Sergey Tverdyshev</a> <a href="mailto:stv@sysgo.com">📧</a>, <a href="../../authors/havle">Oto Havle</a> <a href="mailto:oha@sysgo.com">📧</a>, <a href="../../authors/blasum">Holger Blasum</a> <a href="mailto:holger.blasum@sysgo.com">📧</a>, <a href="../../authors/langenstein">Bruno Langenstein</a> <a href="mailto:langenstein@dfki.de">📧</a>, <a href="../../authors/stephan">Werner Stephan</a> <a href="mailto:stephan@dfki.de">📧</a>, <a href="../../authors/nemouchi">Yakoub Nemouchi</a> <a href="mailto:nemouchi@lri.fr">📧</a>, <a href="../../authors/feliachi">Abderrahmane Feliachi</a> <a href="mailto:abderrahmane.feliachi@lri.fr">📧</a>, <a href="../../authors/wolff">Burkhart Wolff</a> <a href="mailto:burkhart.wolff@lri.fr">📧</a> and <a href="../../authors/schmaltz">Julien Schmaltz</a> <a href="mailto:Julien.Schmaltz@ou.nl">📧</a></div>
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 <h2>Entries</h2><h3 class="head">2016</h3><article class="entry">
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-    <h5><a class="title" href="../../entries/InfPathElimination.html">Infeasible Paths Elimination by Symbolic Execution Techniques: Proof of Correctness and Preservation of Paths</a></h5> <br>by <a href="../../authors/aissat">Romain Aissat</a>, <a href="../../authors/voisin">Frederic Voisin</a> and <a href="../../authors/wolff">Burkhart Wolff</a> <a href="mailto:wolff@lri.fr">📧</a></div>
+    <h5><a class="title" href="../../entries/InfPathElimination.html">Infeasible Paths Elimination by Symbolic Execution Techniques: Proof of Correctness and Preservation of Paths</a></h5> <br>by <a href="../../authors/aissat">Romain Aissat</a>, <a href="../../authors/voisin">Frederic Voisin</a> and <a href="../../authors/wolff">Burkhart Wolff</a> <a href="mailto:burkhart.wolff@lri.fr">📧</a></div>
   <span class="date">
     Aug 18
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     <span class='first'>U</span>we <span class='first'>W</span>aldmann</h1>
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 <h2>E-Mails 📧</h2>
-<ul><li><a href="mailto:waldmann@mpi-inf.mpg.de">waldmann@mpi-inf.mpg.de</a></li><li><a href="mailto:uwe@mpi-inf.mpg.de">uwe@mpi-inf.mpg.de</a></li></ul>
+<ul><li><a href="mailto:waldmann@mpi-inf.mpg.de">waldmann@mpi-inf.mpg.de</a></li></ul>
 
 
 <h2>Entries</h2><h3 class="head">2018</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Ordered_Resolution_Prover.html">Formalization of Bachmair and Ganzinger&#39;s Ordered Resolution Prover</a></h5> <br>by <a href="../../authors/schlichtkrull">Anders Schlichtkrull</a> <a href="https://people.compute.dtu.dk/andschl/">🌐</a>, <a href="../../authors/blanchette">Jasmin Christian Blanchette</a> <a href="mailto:j.c.blanchette@vu.nl">📧</a>, <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io">🌐</a> and <a href="../../authors/waldmann">Uwe Waldmann</a> <a href="mailto:uwe@mpi-inf.mpg.de">📧</a></div>
+    <h5><a class="title" href="../../entries/Ordered_Resolution_Prover.html">Formalization of Bachmair and Ganzinger&#39;s Ordered Resolution Prover</a></h5> <br>by <a href="../../authors/schlichtkrull">Anders Schlichtkrull</a> <a href="https://people.compute.dtu.dk/andschl/">🌐</a>, <a href="../../authors/blanchette">Jasmin Christian Blanchette</a> <a href="mailto:j.c.blanchette@vu.nl">📧</a>, <a href="../../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io/">🌐</a> and <a href="../../authors/waldmann">Uwe Waldmann</a> <a href="mailto:waldmann@mpi-inf.mpg.de">📧</a></div>
   <span class="date">
     Jan 18
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 </article>
 
 
 <h3 class="head">2016</h3><article class="entry">
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     <h5><a class="title" href="../../entries/Lambda_Free_KBOs.html">Formalization of Knuth–Bendix Orders for Lambda-Free Higher-Order Terms</a></h5> <br>by <a href="../../authors/becker">Heiko Becker</a> <a href="mailto:hbecker@mpi-sws.org">📧</a>, <a href="../../authors/blanchette">Jasmin Christian Blanchette</a> <a href="mailto:jasmin.blanchette@gmail.com">📧</a>, <a href="../../authors/waldmann">Uwe Waldmann</a> <a href="mailto:waldmann@mpi-inf.mpg.de">📧</a> and <a href="../../authors/wand">Daniel Wand</a> <a href="mailto:dwand@mpi-inf.mpg.de">📧</a></div>
   <span class="date">
     Nov 12
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 </article>
 <article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Lambda_Free_RPOs.html">Formalization of Recursive Path Orders for Lambda-Free Higher-Order Terms</a></h5> <br>by <a href="../../authors/blanchette">Jasmin Christian Blanchette</a> <a href="mailto:jasmin.blanchette@gmail.com">📧</a>, <a href="../../authors/waldmann">Uwe Waldmann</a> <a href="mailto:waldmann@mpi-inf.mpg.de">📧</a> and <a href="../../authors/wand">Daniel Wand</a> <a href="mailto:dwand@mpi-inf.mpg.de">📧</a></div>
   <span class="date">
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   <h1 >
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 <h2>Homepages 🌐</h2>
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 <h2>Entries</h2><h3 class="head">2016</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Modal_Logics_for_NTS.html">Modal Logics for Nominal Transition Systems</a></h5> <br>by <a href="../../authors/weber">Tjark Weber</a> <a href="mailto:tjark.weber@it.uu.se">📧</a>, <a href="../../authors/eriksson">Lars-Henrik Eriksson</a> <a href="mailto:lhe@it.uu.se">📧</a>, <a href="../../authors/parrow">Joachim Parrow</a> <a href="mailto:joachim.parrow@it.uu.se">📧</a>, <a href="../../authors/borgstroem">Johannes Borgström</a> <a href="mailto:johannes.borgstrom@it.uu.se">📧</a> and <a href="../../authors/gutkovas">Ramunas Gutkovas</a> <a href="mailto:ramunas.gutkovas@it.uu.se">📧</a></div>
   <span class="date">
     Oct 25
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/KAD.html">Kleene Algebras with Domain</a></h5> <br>by <a href="../../authors/gomes">Victor B. F. Gomes</a> <a href="http://www.dcs.shef.ac.uk/~victor">🌐</a>, <a href="../../authors/guttmann">Walter Guttmann</a> <a href="http://www.cosc.canterbury.ac.nz/walter.guttmann/">🌐</a>, <a href="../../authors/hoefner">Peter Höfner</a> <a href="http://www.hoefner-online.de/">🌐</a>, <a href="../../authors/struth">Georg Struth</a> <a href="http://www.dcs.shef.ac.uk/~georg">🌐</a> and <a href="../../authors/weber">Tjark Weber</a> <a href="http://user.it.uu.se/~tjawe125/">🌐</a></div>
+    <h5><a class="title" href="../../entries/KAD.html">Kleene Algebras with Domain</a></h5> <br>by <a href="../../authors/gomes">Victor B. F. Gomes</a> <a href="http://www.dcs.shef.ac.uk/~victor">🌐</a>, <a href="../../authors/guttmann">Walter Guttmann</a> <a href="https://www.cosc.canterbury.ac.nz/walter.guttmann/">🌐</a>, <a href="../../authors/hoefner">Peter Höfner</a> <a href="http://www.hoefner-online.de/">🌐</a>, <a href="../../authors/struth">Georg Struth</a> <a href="http://staffwww.dcs.shef.ac.uk/people/G.Struth/">🌐</a> and <a href="../../authors/weber">Tjark Weber</a> <a href="http://user.it.uu.se/~tjawe125/">🌐</a></div>
   <span class="date">
     Apr 12
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 </article>
 
 
 <h3 class="head">2014</h3><article class="entry">
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     <h5><a class="title" href="../../entries/Relation_Algebra.html">Relation Algebra</a></h5> <br>by <a href="../../authors/armstrong">Alasdair Armstrong</a>, <a href="../../authors/fosters">Simon Foster</a> <a href="mailto:simon.foster@york.ac.uk">📧</a>, <a href="../../authors/struth">Georg Struth</a> <a href="http://staffwww.dcs.shef.ac.uk/people/G.Struth/">🌐</a> and <a href="../../authors/weber">Tjark Weber</a> <a href="http://user.it.uu.se/~tjawe125/">🌐</a></div>
   <span class="date">
     Jan 25
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 </article>
 
 
 <h3 class="head">2013</h3><article class="entry">
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     <h5><a class="title" href="../../entries/Kleene_Algebra.html">Kleene Algebra</a></h5> <br>by <a href="../../authors/armstrong">Alasdair Armstrong</a>, <a href="../../authors/struth">Georg Struth</a> <a href="http://staffwww.dcs.shef.ac.uk/people/G.Struth/">🌐</a> and <a href="../../authors/weber">Tjark Weber</a> <a href="http://user.it.uu.se/~tjawe125/">🌐</a></div>
   <span class="date">
     Jan 15
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 <h2>Homepages 🌐</h2>
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+<ul><li><a href="http://home.in.tum.de/~wimmers/">http://home.in.tum.de/~wimmers/</a></li></ul>
 
 
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 <h2>Entries</h2><h3 class="head">2019</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/VerifyThis2019.html">VerifyThis 2019 -- Polished Isabelle Solutions</a></h5> <br>by <a href="../../authors/lammich">Peter Lammich</a> and <a href="../../authors/wimmer">Simon Wimmer</a> <a href="http://home.in.tum.de/~wimmers/">🌐</a></div>
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     Oct 16
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 <article class="entry">
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-    <h5><a class="title" href="../../entries/IMP2.html">IMP2 – Simple Program Verification in Isabelle/HOL</a></h5> <br>by <a href="../../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a> and <a href="../../authors/wimmer">Simon Wimmer</a> <a href="http://in.tum.de/~wimmers">🌐</a></div>
+    <h5><a class="title" href="../../entries/IMP2.html">IMP2 – Simple Program Verification in Isabelle/HOL</a></h5> <br>by <a href="../../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a> and <a href="../../authors/wimmer">Simon Wimmer</a> <a href="http://home.in.tum.de/~wimmers/">🌐</a></div>
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 <h3 class="head">2018</h3><article class="entry">
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-    <h5><a class="title" href="../../entries/Hidden_Markov_Models.html">Hidden Markov Models</a></h5> <br>by <a href="../../authors/wimmer">Simon Wimmer</a> <a href="http://in.tum.de/~wimmers">🌐</a></div>
+    <h5><a class="title" href="../../entries/Hidden_Markov_Models.html">Hidden Markov Models</a></h5> <br>by <a href="../../authors/wimmer">Simon Wimmer</a> <a href="http://home.in.tum.de/~wimmers/">🌐</a></div>
   <span class="date">
     May 25
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 </article>
 <article class="entry">
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-    <h5><a class="title" href="../../entries/Probabilistic_Timed_Automata.html">Probabilistic Timed Automata</a></h5> <br>by <a href="../../authors/wimmer">Simon Wimmer</a> <a href="http://in.tum.de/~wimmers">🌐</a> and <a href="../../authors/hoelzl">Johannes Hölzl</a> <a href="http://home.in.tum.de/~hoelzl">🌐</a></div>
+    <h5><a class="title" href="../../entries/Probabilistic_Timed_Automata.html">Probabilistic Timed Automata</a></h5> <br>by <a href="../../authors/wimmer">Simon Wimmer</a> <a href="http://home.in.tum.de/~wimmers/">🌐</a> and <a href="../../authors/hoelzl">Johannes Hölzl</a> <a href="http://home.in.tum.de/~hoelzl">🌐</a></div>
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     May 24
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   <div class="item-text">
-    <h5><a class="title" href="../../entries/Monad_Memo_DP.html">Monadification, Memoization and Dynamic Programming</a></h5> <br>by <a href="../../authors/wimmer">Simon Wimmer</a> <a href="http://home.in.tum.de/~wimmers/">🌐</a>, <a href="../../authors/hu">Shuwei Hu</a> <a href="mailto:shuwei.hu@tum.de">📧</a> and <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow/">🌐</a></div>
+    <h5><a class="title" href="../../entries/Monad_Memo_DP.html">Monadification, Memoization and Dynamic Programming</a></h5> <br>by <a href="../../authors/wimmer">Simon Wimmer</a> <a href="http://home.in.tum.de/~wimmers/">🌐</a>, <a href="../../authors/hu">Shuwei Hu</a> <a href="mailto:shuwei.hu@tum.de">📧</a> and <a href="../../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a></div>
   <span class="date">
     May 22
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/VerifyThis2018.html">VerifyThis 2018 - Polished Isabelle Solutions</a></h5> <br>by <a href="../../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a> and <a href="../../authors/wimmer">Simon Wimmer</a> <a href="http://in.tum.de/~wimmers">🌐</a></div>
+    <h5><a class="title" href="../../entries/VerifyThis2018.html">VerifyThis 2018 - Polished Isabelle Solutions</a></h5> <br>by <a href="../../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a> and <a href="../../authors/wimmer">Simon Wimmer</a> <a href="http://home.in.tum.de/~wimmers/">🌐</a></div>
   <span class="date">
     Apr 27
   </span>
 </article>
 
 
 <h3 class="head">2017</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Floyd_Warshall.html">The Floyd-Warshall Algorithm for Shortest Paths</a></h5> <br>by <a href="../../authors/wimmer">Simon Wimmer</a> <a href="http://in.tum.de/~wimmers">🌐</a> and <a href="../../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a></div>
+    <h5><a class="title" href="../../entries/Floyd_Warshall.html">The Floyd-Warshall Algorithm for Shortest Paths</a></h5> <br>by <a href="../../authors/wimmer">Simon Wimmer</a> <a href="http://home.in.tum.de/~wimmers/">🌐</a> and <a href="../../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a></div>
   <span class="date">
     May 08
   </span>
 </article>
 
 
 <h3 class="head">2016</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Timed_Automata.html">Timed Automata</a></h5> <br>by <a href="../../authors/wimmer">Simon Wimmer</a> <a href="http://in.tum.de/~wimmers">🌐</a></div>
+    <h5><a class="title" href="../../entries/Timed_Automata.html">Timed Automata</a></h5> <br>by <a href="../../authors/wimmer">Simon Wimmer</a> <a href="http://home.in.tum.de/~wimmers/">🌐</a></div>
   <span class="date">
     Mar 08
   </span>
 </article>
 
 
 <h3 class="head">2013</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Pratt_Certificate.html">Pratt&#39;s Primality Certificates</a></h5> <br>by <a href="../../authors/wimmer">Simon Wimmer</a> <a href="mailto:simon.wimmer@tum.de">📧</a> and <a href="../../authors/noschinski">Lars Noschinski</a> <a href="http://www21.in.tum.de/~noschinl/">🌐</a></div>
   <span class="date">
     Jul 22
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Lehmer.html">Lehmer&#39;s Theorem</a></h5> <br>by <a href="../../authors/wimmer">Simon Wimmer</a> <a href="mailto:simon.wimmer@tum.de">📧</a> and <a href="../../authors/noschinski">Lars Noschinski</a> <a href="http://www21.in.tum.de/~noschinl/">🌐</a></div>
   <span class="date">
     Jul 22
   </span>
 </article>
 
 
 
 
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     <span class='first'>B</span>urkhart <span class='first'>W</span>olff</h1>
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 <h2>Homepages 🌐</h2>
 <ul><li><a href="https://www.lri.fr/~wolff/">https://www.lri.fr/~wolff/</a></li></ul>
 
 
 <h2>E-Mails 📧</h2>
-<ul><li><a href="mailto:wolff@lri.fr">wolff@lri.fr</a></li><li><a href="mailto:burkhart.wolff@lri.fr">burkhart.wolff@lri.fr</a></li></ul>
+<ul><li><a href="mailto:burkhart.wolff@lri.fr">burkhart.wolff@lri.fr</a></li></ul>
 
 
 <h2>Entries</h2><h3 class="head">2020</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/CSP_RefTK.html">The HOL-CSP Refinement Toolkit</a></h5> <br>by <a href="../../authors/taha">Safouan Taha</a> <a href="mailto:safouan.taha@lri.fr">📧</a>, <a href="../../authors/wolff">Burkhart Wolff</a> <a href="https://www.lri.fr/~wolff/">🌐</a> and <a href="../../authors/ye">Lina Ye</a> <a href="mailto:lina.ye@lri.fr">📧</a></div>
   <span class="date">
     Nov 19
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Physical_Quantities.html">A Sound Type System for Physical Quantities, Units, and Measurements</a></h5> <br>by <a href="../../authors/fosters">Simon Foster</a> <a href="https://www-users.cs.york.ac.uk/~simonf/">🌐</a> and <a href="../../authors/wolff">Burkhart Wolff</a> <a href="https://www.lri.fr/~wolff/">🌐</a></div>
   <span class="date">
     Oct 20
   </span>
 </article>
 
 
 <h3 class="head">2019</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Isabelle_C.html">Isabelle/C</a></h5> <br>by <a href="../../authors/tuong">Frédéric Tuong</a> <a href="https://www.lri.fr/~ftuong/">🌐</a> and <a href="../../authors/wolff">Burkhart Wolff</a> <a href="https://www.lri.fr/~wolff/">🌐</a></div>
   <span class="date">
     Oct 22
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Clean.html">Clean - An Abstract Imperative Programming Language and its Theory</a></h5> <br>by <a href="../../authors/tuong">Frédéric Tuong</a> <a href="https://www.lri.fr/~ftuong/">🌐</a> and <a href="../../authors/wolff">Burkhart Wolff</a> <a href="https://www.lri.fr/~wolff/">🌐</a></div>
   <span class="date">
     Oct 04
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/TESL_Language.html">A Formal Development of a Polychronous Polytimed Coordination Language</a></h5> <br>by <a href="../../authors/van">Hai Nguyen Van</a> <a href="mailto:hai.nguyenvan.phie@gmail.com">📧</a>, <a href="../../authors/boulanger">Frédéric Boulanger</a> <a href="mailto:frederic.boulanger@centralesupelec.fr">📧</a> and <a href="../../authors/wolff">Burkhart Wolff</a> <a href="mailto:burkhart.wolff@lri.fr">📧</a></div>
   <span class="date">
     Jul 30
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/HOL-CSP.html">HOL-CSP Version 2.0</a></h5> <br>by <a href="../../authors/taha">Safouan Taha</a> <a href="mailto:safouan.taha@lri.fr">📧</a>, <a href="../../authors/ye">Lina Ye</a> <a href="mailto:lina.ye@lri.fr">📧</a> and <a href="../../authors/wolff">Burkhart Wolff</a> <a href="mailto:wolff@lri.fr">📧</a></div>
+    <h5><a class="title" href="../../entries/HOL-CSP.html">HOL-CSP Version 2.0</a></h5> <br>by <a href="../../authors/taha">Safouan Taha</a> <a href="mailto:safouan.taha@lri.fr">📧</a>, <a href="../../authors/ye">Lina Ye</a> <a href="mailto:lina.ye@lri.fr">📧</a> and <a href="../../authors/wolff">Burkhart Wolff</a> <a href="mailto:burkhart.wolff@lri.fr">📧</a></div>
   <span class="date">
     Apr 26
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/UTP.html">Isabelle/UTP: Mechanised Theory Engineering for Unifying Theories of Programming</a></h5> <br>by <a href="../../authors/fosters">Simon Foster</a> <a href="https://www-users.cs.york.ac.uk/~simonf/">🌐</a>, <a href="../../authors/zeyda">Frank Zeyda</a>, <a href="../../authors/nemouchi">Yakoub Nemouchi</a> <a href="mailto:yakoub.nemouchi@york.ac.uk">📧</a>, <a href="../../authors/ribeiro">Pedro Ribeiro</a> and <a href="../../authors/wolff">Burkhart Wolff</a> <a href="mailto:wolff@lri.fr">📧</a></div>
+    <h5><a class="title" href="../../entries/UTP.html">Isabelle/UTP: Mechanised Theory Engineering for Unifying Theories of Programming</a></h5> <br>by <a href="../../authors/fosters">Simon Foster</a> <a href="https://www-users.cs.york.ac.uk/~simonf/">🌐</a>, <a href="../../authors/zeyda">Frank Zeyda</a>, <a href="../../authors/nemouchi">Yakoub Nemouchi</a> <a href="mailto:yakoub.nemouchi@york.ac.uk">📧</a>, <a href="../../authors/ribeiro">Pedro Ribeiro</a> and <a href="../../authors/wolff">Burkhart Wolff</a> <a href="mailto:burkhart.wolff@lri.fr">📧</a></div>
   <span class="date">
     Feb 01
   </span>
 </article>
 
 
 <h3 class="head">2017</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/UPF_Firewall.html">Formal Network Models and Their Application to Firewall Policies</a></h5> <br>by <a href="../../authors/brucker">Achim D. Brucker</a> <a href="https://www.brucker.ch">🌐</a>, <a href="../../authors/bruegger">Lukas Brügger</a> and <a href="../../authors/wolff">Burkhart Wolff</a> <a href="https://www.lri.fr/~wolff/">🌐</a></div>
+    <h5><a class="title" href="../../entries/UPF_Firewall.html">Formal Network Models and Their Application to Firewall Policies</a></h5> <br>by <a href="../../authors/brucker">Achim D. Brucker</a> <a href="https://www.brucker.ch/">🌐</a>, <a href="../../authors/bruegger">Lukas Brügger</a> and <a href="../../authors/wolff">Burkhart Wolff</a> <a href="https://www.lri.fr/~wolff/">🌐</a></div>
   <span class="date">
     Jan 08
   </span>
 </article>
 
 
 <h3 class="head">2016</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/InfPathElimination.html">Infeasible Paths Elimination by Symbolic Execution Techniques: Proof of Correctness and Preservation of Paths</a></h5> <br>by <a href="../../authors/aissat">Romain Aissat</a>, <a href="../../authors/voisin">Frederic Voisin</a> and <a href="../../authors/wolff">Burkhart Wolff</a> <a href="mailto:wolff@lri.fr">📧</a></div>
+    <h5><a class="title" href="../../entries/InfPathElimination.html">Infeasible Paths Elimination by Symbolic Execution Techniques: Proof of Correctness and Preservation of Paths</a></h5> <br>by <a href="../../authors/aissat">Romain Aissat</a>, <a href="../../authors/voisin">Frederic Voisin</a> and <a href="../../authors/wolff">Burkhart Wolff</a> <a href="mailto:burkhart.wolff@lri.fr">📧</a></div>
   <span class="date">
     Aug 18
   </span>
 </article>
 
 
 <h3 class="head">2015</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Isabelle_Meta_Model.html">A Meta-Model for the Isabelle API</a></h5> <br>by <a href="../../authors/tuong">Frédéric Tuong</a> <a href="mailto:tuong@users.gforge.inria.fr">📧</a> and <a href="../../authors/wolff">Burkhart Wolff</a> <a href="https://www.lri.fr/~wolff/">🌐</a></div>
   <span class="date">
     Sep 16
   </span>
 </article>
 
 
 <h3 class="head">2014</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/UPF.html">The Unified Policy Framework (UPF)</a></h5> <br>by <a href="../../authors/brucker">Achim D. Brucker</a> <a href="mailto:adbrucker@0x5f.org">📧</a>, <a href="../../authors/bruegger">Lukas Brügger</a> <a href="mailto:lukas.a.bruegger@gmail.com">📧</a> and <a href="../../authors/wolff">Burkhart Wolff</a> <a href="mailto:wolff@lri.fr">📧</a></div>
+    <h5><a class="title" href="../../entries/UPF.html">The Unified Policy Framework (UPF)</a></h5> <br>by <a href="../../authors/brucker">Achim D. Brucker</a> <a href="mailto:adbrucker@0x5f.org">📧</a>, <a href="../../authors/bruegger">Lukas Brügger</a> <a href="mailto:lukas.a.bruegger@gmail.com">📧</a> and <a href="../../authors/wolff">Burkhart Wolff</a> <a href="mailto:burkhart.wolff@lri.fr">📧</a></div>
   <span class="date">
     Nov 28
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/CISC-Kernel.html">Formal Specification of a Generic Separation Kernel</a></h5> <br>by <a href="../../authors/verbeek">Freek Verbeek</a> <a href="mailto:Freek.Verbeek@ou.nl">📧</a>, <a href="../../authors/tverdyshev">Sergey Tverdyshev</a> <a href="mailto:stv@sysgo.com">📧</a>, <a href="../../authors/havle">Oto Havle</a> <a href="mailto:oha@sysgo.com">📧</a>, <a href="../../authors/blasum">Holger Blasum</a> <a href="mailto:holger.blasum@sysgo.com">📧</a>, <a href="../../authors/langenstein">Bruno Langenstein</a> <a href="mailto:langenstein@dfki.de">📧</a>, <a href="../../authors/stephan">Werner Stephan</a> <a href="mailto:stephan@dfki.de">📧</a>, <a href="../../authors/nemouchi">Yakoub Nemouchi</a> <a href="mailto:nemouchi@lri.fr">📧</a>, <a href="../../authors/feliachi">Abderrahmane Feliachi</a> <a href="mailto:abderrahmane.feliachi@lri.fr">📧</a>, <a href="../../authors/wolff">Burkhart Wolff</a> <a href="mailto:wolff@lri.fr">📧</a> and <a href="../../authors/schmaltz">Julien Schmaltz</a> <a href="mailto:Julien.Schmaltz@ou.nl">📧</a></div>
+    <h5><a class="title" href="../../entries/CISC-Kernel.html">Formal Specification of a Generic Separation Kernel</a></h5> <br>by <a href="../../authors/verbeek">Freek Verbeek</a> <a href="mailto:Freek.Verbeek@ou.nl">📧</a>, <a href="../../authors/tverdyshev">Sergey Tverdyshev</a> <a href="mailto:stv@sysgo.com">📧</a>, <a href="../../authors/havle">Oto Havle</a> <a href="mailto:oha@sysgo.com">📧</a>, <a href="../../authors/blasum">Holger Blasum</a> <a href="mailto:holger.blasum@sysgo.com">📧</a>, <a href="../../authors/langenstein">Bruno Langenstein</a> <a href="mailto:langenstein@dfki.de">📧</a>, <a href="../../authors/stephan">Werner Stephan</a> <a href="mailto:stephan@dfki.de">📧</a>, <a href="../../authors/nemouchi">Yakoub Nemouchi</a> <a href="mailto:nemouchi@lri.fr">📧</a>, <a href="../../authors/feliachi">Abderrahmane Feliachi</a> <a href="mailto:abderrahmane.feliachi@lri.fr">📧</a>, <a href="../../authors/wolff">Burkhart Wolff</a> <a href="mailto:burkhart.wolff@lri.fr">📧</a> and <a href="../../authors/schmaltz">Julien Schmaltz</a> <a href="mailto:Julien.Schmaltz@ou.nl">📧</a></div>
   <span class="date">
     Jul 18
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Featherweight_OCL.html">Featherweight OCL: A Proposal for a Machine-Checked Formal Semantics for OCL 2.5</a></h5> <br>by <a href="../../authors/brucker">Achim D. Brucker</a> <a href="mailto:brucker@spamfence.net">📧</a>, <a href="../../authors/tuong">Frédéric Tuong</a> <a href="mailto:tuong@users.gforge.inria.fr">📧</a> and <a href="../../authors/wolff">Burkhart Wolff</a> <a href="mailto:wolff@lri.fr">📧</a></div>
+    <h5><a class="title" href="../../entries/Featherweight_OCL.html">Featherweight OCL: A Proposal for a Machine-Checked Formal Semantics for OCL 2.5</a></h5> <br>by <a href="../../authors/brucker">Achim D. Brucker</a> <a href="mailto:brucker@spamfence.net">📧</a>, <a href="../../authors/tuong">Frédéric Tuong</a> <a href="mailto:tuong@users.gforge.inria.fr">📧</a> and <a href="../../authors/wolff">Burkhart Wolff</a> <a href="mailto:burkhart.wolff@lri.fr">📧</a></div>
   <span class="date">
     Jan 16
   </span>
 </article>
 
 
 <h3 class="head">2012</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Circus.html">Isabelle/Circus</a></h5> <br>by <a href="../../authors/feliachi">Abderrahmane Feliachi</a> <a href="mailto:abderrahmane.feliachi@lri.fr">📧</a>, <a href="../../authors/wolff">Burkhart Wolff</a> <a href="mailto:wolff@lri.fr">📧</a> and <a href="../../authors/gaudel">Marie-Claude Gaudel</a> <a href="mailto:mcg@lri.fr">📧</a></div>
+    <h5><a class="title" href="../../entries/Circus.html">Isabelle/Circus</a></h5> <br>by <a href="../../authors/feliachi">Abderrahmane Feliachi</a> <a href="mailto:abderrahmane.feliachi@lri.fr">📧</a>, <a href="../../authors/wolff">Burkhart Wolff</a> <a href="mailto:burkhart.wolff@lri.fr">📧</a> and <a href="../../authors/gaudel">Marie-Claude Gaudel</a> <a href="mailto:mcg@lri.fr">📧</a></div>
   <span class="date">
     May 27
   </span>
 </article>
 
 
 
 
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   <h1 >
     <span class='first'>C</span>hunhan <span class='first'>W</span>u</h1>
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 <h2>Entries</h2><h3 class="head">2011</h3><article class="entry">
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-    <h5><a class="title" href="../../entries/Myhill-Nerode.html">The Myhill-Nerode Theorem Based on Regular Expressions</a></h5> <br>by <a href="../../authors/wu">Chunhan Wu</a>, <a href="../../authors/zhangx">Xingyuan Zhang</a> and <a href="../../authors/urban">Christian Urban</a> <a href="http://www.inf.kcl.ac.uk/staff/urbanc/">🌐</a></div>
+    <h5><a class="title" href="../../entries/Myhill-Nerode.html">The Myhill-Nerode Theorem Based on Regular Expressions</a></h5> <br>by <a href="../../authors/wu">Chunhan Wu</a>, <a href="../../authors/zhangx">Xingyuan Zhang</a> and <a href="../../authors/urban">Christian Urban</a> <a href="https://nms.kcl.ac.uk/christian.urban/">🌐</a></div>
   <span class="date">
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   <h1 >
     <span class='first'>A</span>kihisa <span class='first'>Y</span>amada</h1>
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 <h2>Homepages 🌐</h2>
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 <h2>E-Mails 📧</h2>
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 <h2>Entries</h2><h3 class="head">2021</h3><article class="entry">
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     <h5><a class="title" href="../../entries/Weighted_Path_Order.html">A Formalization of Weighted Path Orders and Recursive Path Orders</a></h5> <br>by <a href="../../authors/sternagel">Christian Sternagel</a> <a href="mailto:c.sternagel@gmail.com">📧</a>, <a href="../../authors/thiemann">René Thiemann</a> <a href="mailto:rene.thiemann@uibk.ac.at">📧</a> and <a href="../../authors/yamada">Akihisa Yamada</a> <a href="mailto:akihisa.yamada@aist.go.jp">📧</a></div>
   <span class="date">
     Sep 16
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 <h3 class="head">2019</h3><article class="entry">
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     <h5><a class="title" href="../../entries/Complete_Non_Orders.html">Complete Non-Orders and Fixed Points</a></h5> <br>by <a href="../../authors/yamada">Akihisa Yamada</a> <a href="http://group-mmm.org/~ayamada/">🌐</a> and <a href="../../authors/dubut">Jérémy Dubut</a> <a href="http://group-mmm.org/~dubut/">🌐</a></div>
   <span class="date">
     Jun 27
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 <h3 class="head">2018</h3><article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/LLL_Factorization.html">A verified factorization algorithm for integer polynomials with polynomial complexity</a></h5> <br>by <a href="../../authors/divason">Jose Divasón</a> <a href="http://www.unirioja.es/cu/jodivaso/">🌐</a>, <a href="../../authors/joosten">Sebastiaan J. C. Joosten</a> <a href="https://sjcjoosten.nl/">🌐</a>, <a href="../../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/users/thiemann/">🌐</a> and <a href="../../authors/yamada">Akihisa Yamada</a> <a href="mailto:ayamada@trs.cm.is.nagoya-u.ac.jp">📧</a></div>
+    <h5><a class="title" href="../../entries/LLL_Factorization.html">A verified factorization algorithm for integer polynomials with polynomial complexity</a></h5> <br>by <a href="../../authors/divason">Jose Divasón</a> <a href="https://www.unirioja.es/cu/jodivaso/">🌐</a>, <a href="../../authors/joosten">Sebastiaan J. C. Joosten</a> <a href="https://sjcjoosten.nl/">🌐</a>, <a href="../../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/users/thiemann/">🌐</a> and <a href="../../authors/yamada">Akihisa Yamada</a> <a href="mailto:ayamada@trs.cm.is.nagoya-u.ac.jp">📧</a></div>
   <span class="date">
     Feb 06
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/LLL_Basis_Reduction.html">A verified LLL algorithm</a></h5> <br>by <a href="../../authors/bottesch">Ralph Bottesch</a>, <a href="../../authors/divason">Jose Divasón</a> <a href="http://www.unirioja.es/cu/jodivaso/">🌐</a>, <a href="../../authors/haslbeck">Max W. Haslbeck</a> <a href="http://cl-informatik.uibk.ac.at/users/mhaslbeck/">🌐</a>, <a href="../../authors/joosten">Sebastiaan J. C. Joosten</a> <a href="https://sjcjoosten.nl/">🌐</a>, <a href="../../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/users/thiemann/">🌐</a> and <a href="../../authors/yamada">Akihisa Yamada</a></div>
+    <h5><a class="title" href="../../entries/LLL_Basis_Reduction.html">A verified LLL algorithm</a></h5> <br>by <a href="../../authors/bottesch">Ralph Bottesch</a>, <a href="../../authors/divason">Jose Divasón</a> <a href="https://www.unirioja.es/cu/jodivaso/">🌐</a>, <a href="../../authors/haslbeck">Max W. Haslbeck</a> <a href="http://cl-informatik.uibk.ac.at/users/mhaslbeck/">🌐</a>, <a href="../../authors/joosten">Sebastiaan J. C. Joosten</a> <a href="https://sjcjoosten.nl/">🌐</a>, <a href="../../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/users/thiemann/">🌐</a> and <a href="../../authors/yamada">Akihisa Yamada</a></div>
   <span class="date">
     Feb 02
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 </article>
 
 
 <h3 class="head">2017</h3><article class="entry">
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     <h5><a class="title" href="../../entries/Subresultants.html">Subresultants</a></h5> <br>by <a href="../../authors/joosten">Sebastiaan J. C. Joosten</a> <a href="mailto:sebastiaan.joosten@uibk.ac.at">📧</a>, <a href="../../authors/thiemann">René Thiemann</a> <a href="mailto:rene.thiemann@uibk.ac.at">📧</a> and <a href="../../authors/yamada">Akihisa Yamada</a> <a href="mailto:akihisa.yamada@uibk.ac.at">📧</a></div>
   <span class="date">
     Apr 06
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 </article>
 
 
 <h3 class="head">2016</h3><article class="entry">
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-    <h5><a class="title" href="../../entries/Berlekamp_Zassenhaus.html">The Factorization Algorithm of Berlekamp and Zassenhaus</a></h5> <br>by <a href="../../authors/divason">Jose Divasón</a> <a href="http://www.unirioja.es/cu/jodivaso">🌐</a>, <a href="../../authors/joosten">Sebastiaan J. C. Joosten</a> <a href="mailto:sebastiaan.joosten@uibk.ac.at">📧</a>, <a href="../../authors/thiemann">René Thiemann</a> <a href="mailto:rene.thiemann@uibk.ac.at">📧</a> and <a href="../../authors/yamada">Akihisa Yamada</a> <a href="mailto:akihisa.yamada@uibk.ac.at">📧</a></div>
+    <h5><a class="title" href="../../entries/Berlekamp_Zassenhaus.html">The Factorization Algorithm of Berlekamp and Zassenhaus</a></h5> <br>by <a href="../../authors/divason">Jose Divasón</a> <a href="https://www.unirioja.es/cu/jodivaso/">🌐</a>, <a href="../../authors/joosten">Sebastiaan J. C. Joosten</a> <a href="mailto:sebastiaan.joosten@uibk.ac.at">📧</a>, <a href="../../authors/thiemann">René Thiemann</a> <a href="mailto:rene.thiemann@uibk.ac.at">📧</a> and <a href="../../authors/yamada">Akihisa Yamada</a> <a href="mailto:akihisa.yamada@uibk.ac.at">📧</a></div>
   <span class="date">
     Oct 14
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
-    <h5><a class="title" href="../../entries/Perron_Frobenius.html">Perron-Frobenius Theorem for Spectral Radius Analysis</a></h5> <br>by <a href="../../authors/divason">Jose Divasón</a> <a href="http://www.unirioja.es/cu/jodivaso">🌐</a>, <a href="../../authors/kuncar">Ondřej Kunčar</a> <a href="http://www21.in.tum.de/~kuncar/">🌐</a>, <a href="../../authors/thiemann">René Thiemann</a> <a href="mailto:rene.thiemann@uibk.ac.at">📧</a> and <a href="../../authors/yamada">Akihisa Yamada</a> <a href="mailto:akihisa.yamada@uibk.ac.at">📧</a></div>
+    <h5><a class="title" href="../../entries/Perron_Frobenius.html">Perron-Frobenius Theorem for Spectral Radius Analysis</a></h5> <br>by <a href="../../authors/divason">Jose Divasón</a> <a href="https://www.unirioja.es/cu/jodivaso/">🌐</a>, <a href="../../authors/kuncar">Ondřej Kunčar</a> <a href="http://www21.in.tum.de/~kuncar/">🌐</a>, <a href="../../authors/thiemann">René Thiemann</a> <a href="mailto:rene.thiemann@uibk.ac.at">📧</a> and <a href="../../authors/yamada">Akihisa Yamada</a> <a href="mailto:akihisa.yamada@uibk.ac.at">📧</a></div>
   <span class="date">
     May 20
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Polynomial_Interpolation.html">Polynomial Interpolation</a></h5> <br>by <a href="../../authors/thiemann">René Thiemann</a> <a href="mailto:rene.thiemann@uibk.ac.at">📧</a> and <a href="../../authors/yamada">Akihisa Yamada</a> <a href="mailto:akihisa.yamada@uibk.ac.at">📧</a></div>
   <span class="date">
     Jan 29
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Polynomial_Factorization.html">Polynomial Factorization</a></h5> <br>by <a href="../../authors/thiemann">René Thiemann</a> <a href="mailto:rene.thiemann@uibk.ac.at">📧</a> and <a href="../../authors/yamada">Akihisa Yamada</a> <a href="mailto:akihisa.yamada@uibk.ac.at">📧</a></div>
   <span class="date">
     Jan 29
   </span>
 </article>
 
 
 <h3 class="head">2015</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Algebraic_Numbers.html">Algebraic Numbers in Isabelle/HOL</a></h5> <br>by <a href="../../authors/thiemann">René Thiemann</a> <a href="mailto:rene.thiemann@uibk.ac.at">📧</a>, <a href="../../authors/yamada">Akihisa Yamada</a> <a href="mailto:akihisa.yamada@uibk.ac.at">📧</a> and <a href="../../authors/joosten">Sebastiaan J. C. Joosten</a> <a href="mailto:sebastiaan.joosten@uibk.ac.at">📧</a></div>
   <span class="date">
     Dec 22
   </span>
 </article>
 <article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/Jordan_Normal_Form.html">Matrices, Jordan Normal Forms, and Spectral Radius Theory</a></h5> <br>by <a href="../../authors/thiemann">René Thiemann</a> <a href="mailto:rene.thiemann@uibk.ac.at">📧</a> and <a href="../../authors/yamada">Akihisa Yamada</a> <a href="mailto:akihisa.yamada@uibk.ac.at">📧</a></div>
   <span class="date">
     Aug 21
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     <span class='first'>L</span>ina <span class='first'>Y</span>e</h1>
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 <h2>E-Mails 📧</h2>
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 <h2>Entries</h2><h3 class="head">2020</h3><article class="entry">
   <div class="item-text">
     <h5><a class="title" href="../../entries/CSP_RefTK.html">The HOL-CSP Refinement Toolkit</a></h5> <br>by <a href="../../authors/taha">Safouan Taha</a> <a href="mailto:safouan.taha@lri.fr">📧</a>, <a href="../../authors/wolff">Burkhart Wolff</a> <a href="https://www.lri.fr/~wolff/">🌐</a> and <a href="../../authors/ye">Lina Ye</a> <a href="mailto:lina.ye@lri.fr">📧</a></div>
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     Nov 19
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 <h3 class="head">2019</h3><article class="entry">
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-    <h5><a class="title" href="../../entries/HOL-CSP.html">HOL-CSP Version 2.0</a></h5> <br>by <a href="../../authors/taha">Safouan Taha</a> <a href="mailto:safouan.taha@lri.fr">📧</a>, <a href="../../authors/ye">Lina Ye</a> <a href="mailto:lina.ye@lri.fr">📧</a> and <a href="../../authors/wolff">Burkhart Wolff</a> <a href="mailto:wolff@lri.fr">📧</a></div>
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+    <h5><a class="title" href="../../entries/UTP.html">Isabelle/UTP: Mechanised Theory Engineering for Unifying Theories of Programming</a></h5> <br>by <a href="../../authors/fosters">Simon Foster</a> <a href="https://www-users.cs.york.ac.uk/~simonf/">🌐</a>, <a href="../../authors/zeyda">Frank Zeyda</a>, <a href="../../authors/nemouchi">Yakoub Nemouchi</a> <a href="mailto:yakoub.nemouchi@york.ac.uk">📧</a>, <a href="../../authors/ribeiro">Pedro Ribeiro</a> and <a href="../../authors/wolff">Burkhart Wolff</a> <a href="mailto:burkhart.wolff@lri.fr">📧</a></div>
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+    <h5><a class="title" href="../../entries/Myhill-Nerode.html">The Myhill-Nerode Theorem Based on Regular Expressions</a></h5> <br>by <a href="../../authors/wu">Chunhan Wu</a>, <a href="../../authors/zhangx">Xingyuan Zhang</a> and <a href="../../authors/urban">Christian Urban</a> <a href="https://nms.kcl.ac.uk/christian.urban/">🌐</a></div>
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   <h1 >
     <span class='first'>A</span>uthenticated <span class='first'>D</span>ata <span class='first'>S</span>tructures as <span class='first'>F</span>unctors</h1>
   <div>
     
-    <p><a href="../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de">🌐</a> and <a href="../authors/maric">Ognjen Marić</a> <a href="mailto:ogi.afp@mynosefroze.com">📧</a>
+    <p><a href="../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de/">🌐</a> and <a href="../authors/maric">Ognjen Marić</a> <a href="mailto:ogi.afp@mynosefroze.com">📧</a>
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     <p class="date">April 16, 2020</p>
     
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 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">Authenticated data structures allow several systems to convince each
 other that they are referring to the same data structure, even if each
 of them knows only a part of the data structure. Using inclusion
 proofs, knowledgeable systems can selectively share their knowledge
 with other systems and the latter can verify the authenticity of what
 is being shared.  In this article, we show how to modularly define
 authenticated data structures, their inclusion proofs, and operations
 thereon as datatypes in Isabelle/HOL, using a shallow embedding.
 Modularity allows us to construct complicated trees from reusable
 building blocks, which we call Merkle functors. Merkle functors
 include sums, products, and function spaces and are closed under
 composition and least fixpoints.  As a practical application, we model
 the hierarchical transactions of <a
 href="https://www.canton.io">Canton</a>, a
 practical interoperability protocol for distributed ledgers, as
 authenticated data structures. This is a first step towards
 formalizing the Canton protocol and verifying its integrity and
 security guarantees.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/data-structures">Computer science/Data structures</a></li></ul>
   <h3>Theories of ADS_Functor</h3>
   <ul>
     <li><a href="../theories/ads_functor/#Merkle_Interface">Merkle_Interface</a></li>
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   <h1 >
     <span class='first'>A</span><span class='first'>V</span><span class='first'>L</span> <span class='first'>T</span>rees</h1>
   <div>
     
-    <p><a href="../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a> and <a href="../authors/pusch">Cornelia Pusch</a>
+    <p><a href="../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a> and <a href="../authors/pusch">Cornelia Pusch</a>
     </p>
     
     
     <p class="date">March 19, 2004</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">Two formalizations of AVL trees with room for extensions. The first formalization is monolithic and shorter, the second one in two stages, longer and a bit simpler. The final implementation is the same. If you are interested in developing this further, please contact <tt>gerwin.klein@nicta.com.au</tt>.</div>BSD License<h3>Change history</h3>
 
   <p>[2011-04-11] Ondrej Kuncar added delete function</p><h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/data-structures">Computer science/Data structures</a></li></ul>
   <h3>Theories of AVL-Trees</h3>
   <ul>
     <li><a href="../theories/avl-trees/#AVL">AVL</a></li>
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       <pre id="copyText">@article{AVL-Trees-AFP,
   author  = {nipkow and pusch},
   title   = {AVL Trees},
   journal = {Archive of Formal Proofs},
   month   = March,
   year    = 2004,
   note    = {\url{https://isa-afp.org/entries/AVL-Trees.html},
             Formal proof development},
   ISSN    = {2150-914x},
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   <h1 >
     <span class='first'>A</span>bstract <span class='first'>I</span>nterpretation of <span class='first'>A</span>nnotated <span class='first'>C</span>ommands</h1>
   <div>
     
-    <p><a href="../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a>
+    <p><a href="../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a>
     </p>
     
     
     <p class="date">November 23, 2016</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">This is the Isabelle formalization of the material decribed in the
 eponymous <a href="https://doi.org/10.1007/978-3-642-32347-8_9">ITP 2012 paper</a>.
 It develops a generic abstract interpreter for a
 while-language, including widening and narrowing. The collecting
 semantics and the abstract interpreter operate on annotated commands:
 the program is represented as a syntax tree with the semantic
 information directly embedded, without auxiliary labels. The aim of
 the formalization is simplicity, not efficiency or
 precision. This is motivated by the inclusion of the material in a
 theorem prover based course on semantics. A similar (but more
 polished) development is covered in the book
 <a href="https://doi.org/10.1007/978-3-319-10542-0">Concrete Semantics</a>.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/programming-languages/static-analysis">Computer science/Programming languages/Static analysis</a></li></ul>
   <h3>Theories of Abs_Int_ITP2012</h3>
   <ul>
     <li><a href="../theories/abs_int_itp2012/#Complete_Lattice_ix">Complete_Lattice_ix</a></li>
     <li><a href="../theories/abs_int_itp2012/#ACom">ACom</a></li>
     <li><a href="../theories/abs_int_itp2012/#Collecting">Collecting</a></li>
     <li><a href="../theories/abs_int_itp2012/#Abs_Int0">Abs_Int0</a></li>
     <li><a href="../theories/abs_int_itp2012/#Abs_State">Abs_State</a></li>
     <li><a href="../theories/abs_int_itp2012/#Abs_Int1">Abs_Int1</a></li>
     <li><a href="../theories/abs_int_itp2012/#Abs_Int2">Abs_Int2</a></li>
     <li><a href="../theories/abs_int_itp2012/#Abs_Int2_ivl">Abs_Int2_ivl</a></li>
     <li><a href="../theories/abs_int_itp2012/#Abs_Int3">Abs_Int3</a></li>
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     <li><a href="../theories/abs_int_itp2012/#Abs_Int1_parity">Abs_Int1_parity</a></li></ul><div class="flex-wrap">
   
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   author  = {nipkow},
   title   = {Abstract Interpretation of Annotated Commands},
   journal = {Archive of Formal Proofs},
   month   = November,
   year    = 2016,
   note    = {\url{https://isa-afp.org/entries/Abs_Int_ITP2012.html},
             Formal proof development},
   ISSN    = {2150-914x},
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   <h1 >
     <span class='first'>A</span>bstract <span class='first'>H</span>oare <span class='first'>L</span>ogics</h1>
   <div>
     
-    <p><a href="../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a>
+    <p><a href="../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a>
     </p>
     
     
     <p class="date">August 8, 2006</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">These therories describe Hoare logics for a number of imperative language constructs, from while-loops to mutually recursive procedures. Both partial and total correctness are treated. In particular a proof system for total correctness of recursive procedures in the presence of unbounded nondeterminism is presented.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/programming-languages/logics">Computer science/Programming languages/Logics</a></li></ul>
   <h3>Theories of Abstract-Hoare-Logics</h3>
   <ul>
     <li><a href="../theories/abstract-hoare-logics/#Lang">Lang</a></li>
     <li><a href="../theories/abstract-hoare-logics/#Hoare">Hoare</a></li>
     <li><a href="../theories/abstract-hoare-logics/#Termi">Termi</a></li>
     <li><a href="../theories/abstract-hoare-logics/#HoareTotal">HoareTotal</a></li>
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   author  = {nipkow},
   title   = {Abstract Hoare Logics},
   journal = {Archive of Formal Proofs},
   month   = August,
   year    = 2006,
   note    = {\url{https://isa-afp.org/entries/Abstract-Hoare-Logics.html},
             Formal proof development},
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   <h1 >
     <span class='first'>A</span>bstract <span class='first'>R</span>ewriting</h1>
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-    <p><a href="../authors/sternagel">Christian Sternagel</a> <a href="mailto:c.sternagel@gmail.com">📧</a> and <a href="../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/~thiemann">🌐</a>
+    <p><a href="../authors/sternagel">Christian Sternagel</a> <a href="mailto:c.sternagel@gmail.com">📧</a> and <a href="../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/users/thiemann/">🌐</a>
     </p>
     
     
     <p class="date">June 14, 2010</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">We present an Isabelle formalization of abstract rewriting (see, e.g.,
 the book by Baader and Nipkow). First, we define standard relations like
 <i>joinability</i>, <i>meetability</i>, <i>conversion</i>, etc. Then, we
 formalize important properties of abstract rewrite systems, e.g.,
 confluence and strong normalization. Our main concern is on strong
 normalization, since this formalization is the basis of <a
 href="http://cl-informatik.uibk.ac.at/software/ceta">CeTA</a> (which is
 mainly about strong normalization of term rewrite systems). Hence lemmas
 involving strong normalization constitute by far the biggest part of this
 theory. One of those is Newman's lemma.</div><a href="https://isa-afp.org/LICENSE.LGPL">GNU Lesser General Public License (LGPL)</a><h3>Change history</h3>
 
   <p>[2010-09-17] Added theories defining several (ordered)
 semirings related to strong normalization and giving some standard
 instances. <br>
 
 [2013-10-16] Generalized delta-orders from rationals to Archimedean fields.</p><h3>Topics</h3>
   <ul><li><a href="../topics/logic/rewriting">Logic/Rewriting</a></li></ul>
   <h3>Theories of Abstract-Rewriting</h3>
   <ul>
     <li><a href="../theories/abstract-rewriting/#Seq">Seq</a></li>
     <li><a href="../theories/abstract-rewriting/#Abstract_Rewriting">Abstract_Rewriting</a></li>
     <li><a href="../theories/abstract-rewriting/#Relative_Rewriting">Relative_Rewriting</a></li>
     <li><a href="../theories/abstract-rewriting/#SN_Orders">SN_Orders</a></li>
     <li><a href="../theories/abstract-rewriting/#SN_Order_Carrier">SN_Order_Carrier</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/Regular-Sets.html">Regular-Sets</a></li></ul>
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     <ul class="horizontal-list"><li><a href="../entries/Minsky_Machines.html">Minsky_Machines</a></li><li><a href="../entries/First_Order_Terms.html">First_Order_Terms</a></li><li><a href="../entries/Rewriting_Z.html">Rewriting_Z</a></li><li><a href="../entries/Polynomial_Factorization.html">Polynomial_Factorization</a></li><li><a href="../entries/Decreasing-Diagrams-II.html">Decreasing-Diagrams-II</a></li><li><a href="../entries/Decreasing-Diagrams.html">Decreasing-Diagrams</a></li><li><a href="../entries/Well_Quasi_Orders.html">Well_Quasi_Orders</a></li><li><a href="../entries/Myhill-Nerode.html">Myhill-Nerode</a></li><li><a href="../entries/Polynomials.html">Polynomials</a></li><li><a href="../entries/Matrix.html">Matrix</a></li></ul>
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   author  = {sternagel and thiemann},
   title   = {Abstract Rewriting},
   journal = {Archive of Formal Proofs},
   month   = June,
   year    = 2010,
   note    = {\url{https://isa-afp.org/entries/Abstract-Rewriting.html},
             Formal proof development},
   ISSN    = {2150-914x},
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   <h1 >
     <span class='first'>A</span>bstract <span class='first'>C</span>ompleteness</h1>
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-    <p><a href="../authors/blanchette">Jasmin Christian Blanchette</a> <a href="http://www21.in.tum.de/~blanchet">🌐</a>, <a href="../authors/popescu">Andrei Popescu</a> <a href="https://www.andreipopescu.uk">🌐</a> and <a href="../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io">🌐</a>
+    <p><a href="../authors/blanchette">Jasmin Christian Blanchette</a> <a href="http://www21.in.tum.de/~blanchet">🌐</a>, <a href="../authors/popescu">Andrei Popescu</a> <a href="https://www.andreipopescu.uk">🌐</a> and <a href="../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io/">🌐</a>
     </p>
     
     
     <p class="date">April 16, 2014</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">A formalization of an abstract property of possibly infinite derivation trees (modeled by a codatatype),  representing the core of a proof (in Beth/Hintikka style) of the first-order logic completeness theorem, independent of the concrete syntax or inference rules. This work is described in detail in the IJCAR 2014 publication by the authors.
 The abstract proof can be instantiated for a wide range of Gentzen and tableau systems as well as various flavors of FOL---e.g., with or without predicates, equality, or sorts. Here, we give only a toy example instantiation with classical propositional logic. A more serious instance---many-sorted FOL with equality---is described elsewhere [Blanchette and Popescu, FroCoS 2013].</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/logic/proof-theory">Logic/Proof theory</a></li></ul>
   <h3>Theories of Abstract_Completeness</h3>
   <ul>
     <li><a href="../theories/abstract_completeness/#Abstract_Completeness">Abstract_Completeness</a></li>
     <li><a href="../theories/abstract_completeness/#Propositional_Logic">Propositional_Logic</a></li></ul><div class="flex-wrap"><div>
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     <ul class="horizontal-list"><li><a href="../entries/FOL_Seq_Calc3.html">FOL_Seq_Calc3</a></li><li><a href="../entries/FOL_Seq_Calc2.html">FOL_Seq_Calc2</a></li><li><a href="../entries/Abstract_Soundness.html">Abstract_Soundness</a></li><li><a href="../entries/Incredible_Proof_Machine.html">Incredible_Proof_Machine</a></li></ul>
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   author  = {blanchette, popescu and traytel},
   title   = {Abstract Completeness},
   journal = {Archive of Formal Proofs},
   month   = April,
   year    = 2014,
   note    = {\url{https://isa-afp.org/entries/Abstract_Completeness.html},
             Formal proof development},
   ISSN    = {2150-914x},
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   <h1 >
     <span class='first'>A</span>bstract <span class='first'>S</span>oundness</h1>
   <div>
     
-    <p><a href="../authors/blanchette">Jasmin Christian Blanchette</a> <a href="mailto:jasmin.blanchette@gmail.com">📧</a>, <a href="../authors/popescu">Andrei Popescu</a> <a href="https://www.andreipopescu.uk">🌐</a> and <a href="../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io">🌐</a>
+    <p><a href="../authors/blanchette">Jasmin Christian Blanchette</a> <a href="mailto:jasmin.blanchette@gmail.com">📧</a>, <a href="../authors/popescu">Andrei Popescu</a> <a href="https://www.andreipopescu.uk">🌐</a> and <a href="../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io/">🌐</a>
     </p>
     
     
     <p class="date">February 10, 2017</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">A formalized coinductive account of the abstract development of
 Brotherston, Gorogiannis, and Petersen [APLAS 2012], in a slightly
 more general form since we work with arbitrary infinite proofs, which
 may be acyclic. This work is described in detail in an article by the
 authors, published in 2017 in the <em>Journal of Automated
 Reasoning</em>. The abstract proof can be instantiated for
 various formalisms, including first-order logic with inductive
 predicates.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/logic/proof-theory">Logic/Proof theory</a></li></ul>
   <h3>Theories of Abstract_Soundness</h3>
   <ul>
     <li><a href="../theories/abstract_soundness/#Finite_Proof_Soundness">Finite_Proof_Soundness</a></li>
     <li><a href="../theories/abstract_soundness/#Infinite_Proof_Soundness">Infinite_Proof_Soundness</a></li></ul><div class="flex-wrap"><div>
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   author  = {blanchette, popescu and traytel},
   title   = {Abstract Soundness},
   journal = {Archive of Formal Proofs},
   month   = February,
   year    = 2017,
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             Formal proof development},
   ISSN    = {2150-914x},
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   <h1 >
     <span class='first'>A</span>ckermann's <span class='first'>F</span>unction <span class='first'>I</span>s <span class='first'>N</span>ot <span class='first'>P</span>rimitive <span class='first'>R</span>ecursive</h1>
   <div>
     
-    <p><a href="../authors/paulson">Lawrence C. Paulson</a> <a href="http://www.cl.cam.ac.uk/~lp15/">🌐</a>
+    <p><a href="../authors/paulson">Lawrence C. Paulson</a> <a href="https://www.cl.cam.ac.uk/~lp15/">🌐</a>
     </p>
     
     
     <p class="date">March 23, 2022</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">Ackermann's function is defined in the usual way and a number of
 its elementary properties are proved. Then, the primitive recursive
 functions are defined inductively: as a predicate on the functions
 that map lists of  numbers to numbers. It is shown that every
 primitive recursive function is strictly dominated by Ackermann's
 function. The formalisation follows an earlier one by Nora Szasz.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/logic/computability">Logic/Computability</a></li></ul>
   <h3>Theories of Ackermanns_not_PR</h3>
   <ul>
     <li><a href="../theories/ackermanns_not_pr/#Primrec">Primrec</a></li></ul><div class="flex-wrap">
   
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       <pre id="copyText">@article{Ackermanns_not_PR-AFP,
   author  = {paulson},
   title   = {Ackermann&#39;s Function Is Not Primitive Recursive},
   journal = {Archive of Formal Proofs},
   month   = March,
   year    = 2022,
   note    = {\url{https://isa-afp.org/entries/Ackermanns_not_PR.html},
             Formal proof development},
   ISSN    = {2150-914x},
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diff --git a/web/entries/Affine_Arithmetic.html b/web/entries/Affine_Arithmetic.html
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   <h1 >
     <span class='first'>A</span>ffine <span class='first'>A</span>rithmetic</h1>
   <div>
     
-    <p><a href="../authors/immler">Fabian Immler</a> <a href="http://www21.in.tum.de/~immler">🌐</a>
+    <p><a href="../authors/immler">Fabian Immler</a> <a href="https://home.in.tum.de/~immler/">🌐</a>
     </p>
     
     
     <p class="date">February 7, 2014</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">We give a formalization of affine forms as abstract representations of zonotopes.
 We provide affine operations as well as overapproximations of some non-affine operations like multiplication and division.
 Expressions involving those operations can automatically be turned into (executable) functions approximating the original
 expression in affine arithmetic.</div>BSD License<h3>Change history</h3>
 
   <p>[2015-01-31] added algorithm for zonotope/hyperplane intersection<br>
 
 [2017-09-20] linear approximations for all symbols from the floatarith data
 type</p><h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/analysis">Mathematics/Analysis</a></li></ul>
   <h3>Theories of Affine_Arithmetic</h3>
   <ul>
     <li><a href="../theories/affine_arithmetic/#Affine_Arithmetic_Auxiliarities">Affine_Arithmetic_Auxiliarities</a></li>
     <li><a href="../theories/affine_arithmetic/#Executable_Euclidean_Space">Executable_Euclidean_Space</a></li>
     <li><a href="../theories/affine_arithmetic/#Affine_Form">Affine_Form</a></li>
     <li><a href="../theories/affine_arithmetic/#Floatarith_Expression">Floatarith_Expression</a></li>
     <li><a href="../theories/affine_arithmetic/#Straight_Line_Program">Straight_Line_Program</a></li>
     <li><a href="../theories/affine_arithmetic/#Affine_Approximation">Affine_Approximation</a></li>
     <li><a href="../theories/affine_arithmetic/#Counterclockwise">Counterclockwise</a></li>
     <li><a href="../theories/affine_arithmetic/#Counterclockwise_Vector">Counterclockwise_Vector</a></li>
     <li><a href="../theories/affine_arithmetic/#Counterclockwise_2D_Strict">Counterclockwise_2D_Strict</a></li>
     <li><a href="../theories/affine_arithmetic/#Polygon">Polygon</a></li>
     <li><a href="../theories/affine_arithmetic/#Counterclockwise_2D_Arbitrary">Counterclockwise_2D_Arbitrary</a></li>
     <li><a href="../theories/affine_arithmetic/#Intersection">Intersection</a></li>
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     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/Deriving.html">Deriving</a></li><li><a href="../entries/List-Index.html">List-Index</a></li><li><a href="../entries/Show.html">Show</a></li></ul>
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       <pre id="copyText">@article{Affine_Arithmetic-AFP,
   author  = {immler},
   title   = {Affine Arithmetic},
   journal = {Archive of Formal Proofs},
   month   = February,
   year    = 2014,
   note    = {\url{https://isa-afp.org/entries/Affine_Arithmetic.html},
             Formal proof development},
   ISSN    = {2150-914x},
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   <h1 >
     <span class='first'>A</span>ggregation <span class='first'>A</span>lgebras</h1>
   <div>
     
-    <p><a href="../authors/guttmann">Walter Guttmann</a> <a href="http://www.cosc.canterbury.ac.nz/walter.guttmann/">🌐</a>
+    <p><a href="../authors/guttmann">Walter Guttmann</a> <a href="https://www.cosc.canterbury.ac.nz/walter.guttmann/">🌐</a>
     </p>
     
     
     <p class="date">September 15, 2018</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">We develop algebras for aggregation and minimisation for weight
 matrices and for edge weights in graphs. We verify the correctness of
 Prim's and Kruskal's minimum spanning tree algorithms based
 on these algebras. We also show numerous instances of these algebras
 based on linearly ordered commutative semigroups.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/algebra">Mathematics/Algebra</a></li></ul>
   <h3>Theories of Aggregation_Algebras</h3>
   <ul>
     <li><a href="../theories/aggregation_algebras/#Semigroups_Big">Semigroups_Big</a></li>
     <li><a href="../theories/aggregation_algebras/#Aggregation_Algebras">Aggregation_Algebras</a></li>
     <li><a href="../theories/aggregation_algebras/#Matrix_Aggregation_Algebras">Matrix_Aggregation_Algebras</a></li>
     <li><a href="../theories/aggregation_algebras/#Linear_Aggregation_Algebras">Linear_Aggregation_Algebras</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/Stone_Kleene_Relation_Algebras.html">Stone_Kleene_Relation_Algebras</a></li></ul>
   </div><div>
     <h3>Used by</h3>
     <ul class="horizontal-list"><li><a href="../entries/Relational_Minimum_Spanning_Trees.html">Relational_Minimum_Spanning_Trees</a></li></ul>
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       <pre id="copyText">@article{Aggregation_Algebras-AFP,
   author  = {guttmann},
   title   = {Aggregation Algebras},
   journal = {Archive of Formal Proofs},
   month   = September,
   year    = 2018,
   note    = {\url{https://isa-afp.org/entries/Aggregation_Algebras.html},
             Formal proof development},
   ISSN    = {2150-914x},
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   <h1 >
     <span class='first'>T</span>he <span class='first'>A</span>kra-<span class='first'>B</span>azzi <span class='first'>T</span>heorem and the <span class='first'>M</span>aster <span class='first'>T</span>heorem</h1>
   <div>
     
-    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a>
+    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a>
     </p>
     
     
     <p class="date">July 14, 2015</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">This article contains a formalisation of the Akra-Bazzi method
 based on a proof by Leighton. It is a generalisation of the well-known
 Master Theorem for analysing the complexity of Divide & Conquer algorithms.
 We also include a generalised version of the Master theorem based on the
 Akra-Bazzi theorem, which is easier to apply than the Akra-Bazzi theorem
 itself.
 <p>
 Some proof methods that facilitate applying the Master theorem are also
 included. For a more detailed explanation of the formalisation and the
 proof methods, see the accompanying paper (publication forthcoming).</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/analysis">Mathematics/Analysis</a></li></ul>
   <h3>Theories of Akra_Bazzi</h3>
   <ul>
     <li><a href="../theories/akra_bazzi/#Akra_Bazzi_Library">Akra_Bazzi_Library</a></li>
     <li><a href="../theories/akra_bazzi/#Akra_Bazzi_Asymptotics">Akra_Bazzi_Asymptotics</a></li>
     <li><a href="../theories/akra_bazzi/#Akra_Bazzi_Real">Akra_Bazzi_Real</a></li>
     <li><a href="../theories/akra_bazzi/#Akra_Bazzi">Akra_Bazzi</a></li>
     <li><a href="../theories/akra_bazzi/#Master_Theorem">Master_Theorem</a></li>
     <li><a href="../theories/akra_bazzi/#Eval_Numeral">Eval_Numeral</a></li>
     <li><a href="../theories/akra_bazzi/#Akra_Bazzi_Method">Akra_Bazzi_Method</a></li>
     <li><a href="../theories/akra_bazzi/#Akra_Bazzi_Approximation">Akra_Bazzi_Approximation</a></li>
     <li><a href="../theories/akra_bazzi/#Master_Theorem_Examples">Master_Theorem_Examples</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/Landau_Symbols.html">Landau_Symbols</a></li></ul>
   </div><div>
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     <ul class="horizontal-list"><li><a href="../entries/Closest_Pair_Points.html">Closest_Pair_Points</a></li></ul>
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     <h3>Related Entries</h3>
     <ul class="horizontal-list">
       
       <li><a href="../entries/Irrationality_J_Hancl.html">Irrational Rapidly Convergent Series</a></li>
       
       <li><a href="../entries/FOL_Seq_Calc1.html">A Sequent Calculus for First-Order Logic</a></li>
       
       <li><a href="../entries/Fishburn_Impossibility.html">The Incompatibility of Fishburn-Strategyproofness and Pareto-Efficiency</a></li>
       
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       <pre id="copyText">@article{Akra_Bazzi-AFP,
   author  = {eberl},
   title   = {The Akra-Bazzi theorem and the Master theorem},
   journal = {Archive of Formal Proofs},
   month   = July,
   year    = 2015,
   note    = {\url{https://isa-afp.org/entries/Akra_Bazzi.html},
             Formal proof development},
   ISSN    = {2150-914x},
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diff --git a/web/entries/Algebraic_Numbers.html b/web/entries/Algebraic_Numbers.html
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   <h1 >
     <span class='first'>A</span>lgebraic <span class='first'>N</span>umbers in <span class='first'>I</span>sabelle/<span class='first'>H</span><span class='first'>O</span><span class='first'>L</span></h1>
   <div>
     
     <p><a href="../authors/thiemann">René Thiemann</a> <a href="mailto:rene.thiemann@uibk.ac.at">📧</a>, <a href="../authors/yamada">Akihisa Yamada</a> <a href="mailto:akihisa.yamada@uibk.ac.at">📧</a> and <a href="../authors/joosten">Sebastiaan J. C. Joosten</a> <a href="mailto:sebastiaan.joosten@uibk.ac.at">📧</a>
-      with contributions from <a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a>
+      with contributions from <a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a>
     </p>
     
     
     <p class="date">December 22, 2015</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">Based on existing libraries for matrices, factorization of rational polynomials, and Sturm's theorem, we formalized algebraic numbers in Isabelle/HOL. Our development serves as an implementation for real and complex numbers, and it admits to compute roots and completely factorize real and complex polynomials, provided that all coefficients are rational numbers. Moreover, we provide two implementations to display algebraic numbers, an injective and expensive one, or a faster but approximative version.
 </p><p>
 To this end, we mechanized several results on resultants, which also required us to prove that polynomials over a unique factorization domain form again a unique factorization domain.
 </p></div>BSD License<h3>Change history</h3>
 
   <p>[2016-01-29] Split off Polynomial Interpolation and Polynomial Factorization<br>
 
 [2017-04-16] Use certified Berlekamp-Zassenhaus factorization, use subresultant algorithm for computing resultants, improved bisection algorithm</p><h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/algebra">Mathematics/Algebra</a></li></ul>
   <h3>Theories of Algebraic_Numbers</h3>
   <ul>
     <li><a href="../theories/algebraic_numbers/#Algebraic_Numbers_Prelim">Algebraic_Numbers_Prelim</a></li>
     <li><a href="../theories/algebraic_numbers/#Bivariate_Polynomials">Bivariate_Polynomials</a></li>
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     <li><a href="../theories/algebraic_numbers/#Algebraic_Numbers">Algebraic_Numbers</a></li>
     <li><a href="../theories/algebraic_numbers/#Sturm_Rat">Sturm_Rat</a></li>
     <li><a href="../theories/algebraic_numbers/#Factors_of_Int_Poly">Factors_of_Int_Poly</a></li>
     <li><a href="../theories/algebraic_numbers/#Min_Int_Poly">Min_Int_Poly</a></li>
     <li><a href="../theories/algebraic_numbers/#Real_Algebraic_Numbers">Real_Algebraic_Numbers</a></li>
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     <ul class="horizontal-list"><li><a href="../entries/Factor_Algebraic_Polynomial.html">Factor_Algebraic_Polynomial</a></li><li><a href="../entries/Cubic_Quartic_Equations.html">Cubic_Quartic_Equations</a></li><li><a href="../entries/BenOr_Kozen_Reif.html">BenOr_Kozen_Reif</a></li><li><a href="../entries/Hermite_Lindemann.html">Hermite_Lindemann</a></li><li><a href="../entries/LLL_Basis_Reduction.html">LLL_Basis_Reduction</a></li><li><a href="../entries/Linear_Recurrences.html">Linear_Recurrences</a></li></ul>
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   author  = {thiemann, yamada and joosten},
   title   = {Algebraic Numbers in Isabelle/HOL},
   journal = {Archive of Formal Proofs},
   month   = December,
   year    = 2015,
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   <h1 >
     <span class='first'>A</span>mortized <span class='first'>C</span>omplexity <span class='first'>V</span>erified</h1>
   <div>
     
-    <p><a href="../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a>
+    <p><a href="../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a>
     </p>
     
     
     <p class="date">July 7, 2014</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">A framework for the analysis of the amortized complexity of functional
 data structures is formalized in Isabelle/HOL and applied to a number of
 standard examples and to the folowing non-trivial ones: skew heaps,
 splay trees, splay heaps and pairing heaps.
 <p>
 A preliminary version of this work (without pairing heaps) is described
 in a <a href="http://www21.in.tum.de/~nipkow/pubs/itp15.html">paper</a>
 published in the proceedings of the conference on Interactive
 Theorem Proving ITP 2015. An extended version of this publication
 is available <a href="http://www21.in.tum.de/~nipkow/pubs/jfp16.html">here</a>.</div>BSD License<h3>Change history</h3>
 
   <p>[2015-03-17] Added pairing heaps by Hauke Brinkop.<br>
 
 [2016-07-12] Moved splay heaps from here to Splay_Tree<br>
 
 [2016-07-14] Moved pairing heaps from here to the new Pairing_Heap</p><h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/data-structures">Computer science/Data structures</a></li></ul>
   <h3>Theories of Amortized_Complexity</h3>
   <ul>
     <li><a href="../theories/amortized_complexity/#Amortized_Framework0">Amortized_Framework0</a></li>
     <li><a href="../theories/amortized_complexity/#Amortized_Framework">Amortized_Framework</a></li>
     <li><a href="../theories/amortized_complexity/#Amortized_Examples">Amortized_Examples</a></li>
     <li><a href="../theories/amortized_complexity/#Priority_Queue_ops_merge">Priority_Queue_ops_merge</a></li>
     <li><a href="../theories/amortized_complexity/#Skew_Heap_Analysis">Skew_Heap_Analysis</a></li>
     <li><a href="../theories/amortized_complexity/#Lemmas_log">Lemmas_log</a></li>
     <li><a href="../theories/amortized_complexity/#Splay_Tree_Analysis_Base">Splay_Tree_Analysis_Base</a></li>
     <li><a href="../theories/amortized_complexity/#Splay_Tree_Analysis">Splay_Tree_Analysis</a></li>
     <li><a href="../theories/amortized_complexity/#Splay_Tree_Analysis_Optimal">Splay_Tree_Analysis_Optimal</a></li>
     <li><a href="../theories/amortized_complexity/#Priority_Queue_ops">Priority_Queue_ops</a></li>
     <li><a href="../theories/amortized_complexity/#Splay_Heap_Analysis">Splay_Heap_Analysis</a></li>
     <li><a href="../theories/amortized_complexity/#Pairing_Heap_Tree_Analysis">Pairing_Heap_Tree_Analysis</a></li>
     <li><a href="../theories/amortized_complexity/#Pairing_Heap_Tree_Analysis2">Pairing_Heap_Tree_Analysis2</a></li>
     <li><a href="../theories/amortized_complexity/#Pairing_Heap_List1_Analysis">Pairing_Heap_List1_Analysis</a></li>
     <li><a href="../theories/amortized_complexity/#Pairing_Heap_List1_Analysis2">Pairing_Heap_List1_Analysis2</a></li>
     <li><a href="../theories/amortized_complexity/#Pairing_Heap_List2_Analysis">Pairing_Heap_List2_Analysis</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/Pairing_Heap.html">Pairing_Heap</a></li><li><a href="../entries/Skew_Heap.html">Skew_Heap</a></li><li><a href="../entries/Splay_Tree.html">Splay_Tree</a></li></ul>
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   author  = {nipkow},
   title   = {Amortized Complexity Verified},
   journal = {Archive of Formal Proofs},
   month   = July,
   year    = 2014,
   note    = {\url{https://isa-afp.org/entries/Amortized_Complexity.html},
             Formal proof development},
   ISSN    = {2150-914x},
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   <h1 >
     <span class='first'>A</span>nselm's <span class='first'>G</span>od in <span class='first'>I</span>sabelle/<span class='first'>H</span><span class='first'>O</span><span class='first'>L</span></h1>
   <div>
     
-    <p><a href="../authors/blumson">Ben Blumson</a> <a href="https://philpapers.org/profile/805">🌐</a>
+    <p><a href="../authors/blumson">Ben Blumson</a> <a href="https://philpeople.org/profiles/ben-blumson">🌐</a>
     </p>
     
     
     <p class="date">September 6, 2017</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">Paul Oppenheimer and Edward Zalta's formalisation of
 Anselm's ontological argument for the existence of God is
 automated by embedding a free logic for definite descriptions within
 Isabelle/HOL.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/logic/philosophical-aspects">Logic/Philosophical aspects</a></li></ul>
   <h3>Theories of AnselmGod</h3>
   <ul>
     <li><a href="../theories/anselmgod/#AnselmGod">AnselmGod</a></li></ul><div class="flex-wrap">
   
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       <li><a href="../entries/Types_Tableaus_and_Goedels_God.html">Types, Tableaus and Gödel’s God in Isabelle/HOL</a></li>
       
       <li><a href="../entries/SimplifiedOntologicalArgument.html">Exploring Simplified Variants of Gödel’s Ontological Argument in Isabelle/HOL</a></li>
       
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   author  = {blumson},
   title   = {Anselm&#39;s God in Isabelle/HOL},
   journal = {Archive of Formal Proofs},
   month   = September,
   year    = 2017,
   note    = {\url{https://isa-afp.org/entries/AnselmGod.html},
             Formal proof development},
   ISSN    = {2150-914x},
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   <h1 >
     <span class='first'>A</span>pplicative <span class='first'>L</span>ifting</h1>
   <div>
     
-    <p><a href="../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de">🌐</a> and <a href="../authors/schneider">Joshua Schneider</a>
+    <p><a href="../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de/">🌐</a> and <a href="../authors/schneider">Joshua Schneider</a>
     </p>
     
     
     <p class="date">December 22, 2015</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">Applicative functors augment computations with effects by lifting function application to types which model the effects.  As the structure of the computation cannot depend on the effects, applicative expressions can be analysed statically.  This allows us to lift universally quantified equations to the effectful types, as observed by Hinze. Thus, equational reasoning over effectful computations can be reduced to pure types.
 </p><p>
 This entry provides a package for registering applicative functors and two proof methods for lifting of equations over applicative functors. The first method normalises applicative expressions according to the laws of applicative functors. This way, equations whose two sides contain the same list of variables can be lifted to every applicative functor.
 </p><p>
 To lift larger classes of equations, the second method exploits a number of additional properties (e.g., commutativity of effects) provided the properties have been declared for the concrete applicative functor at hand upon registration.
 </p><p>
 We declare several types from the Isabelle library as applicative functors and illustrate the use of the methods with two examples: the lifting of the arithmetic type class hierarchy to streams and the verification of a relabelling function on binary trees. We also formalise and verify the normalisation algorithm used by the first proof method.
 </p></div>BSD License<h3>Change history</h3>
 
   <p>[2016-03-03] added formalisation of lifting with combinators<br>
 </p><h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/functional-programming">Computer science/Functional programming</a></li></ul>
   <h3>Theories of Applicative_Lifting</h3>
   <ul>
     <li><a href="../theories/applicative_lifting/#Applicative">Applicative</a></li>
     <li><a href="../theories/applicative_lifting/#Applicative_Environment">Applicative_Environment</a></li>
     <li><a href="../theories/applicative_lifting/#Applicative_Option">Applicative_Option</a></li>
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     <li><a href="../theories/applicative_lifting/#Applicative_State">Applicative_State</a></li>
     <li><a href="../theories/applicative_lifting/#Applicative_Stream">Applicative_Stream</a></li>
     <li><a href="../theories/applicative_lifting/#Applicative_Open_State">Applicative_Open_State</a></li>
     <li><a href="../theories/applicative_lifting/#Applicative_PMF">Applicative_PMF</a></li>
     <li><a href="../theories/applicative_lifting/#Applicative_Probability_List">Applicative_Probability_List</a></li>
     <li><a href="../theories/applicative_lifting/#Applicative_Star">Applicative_Star</a></li>
     <li><a href="../theories/applicative_lifting/#Applicative_Vector">Applicative_Vector</a></li>
     <li><a href="../theories/applicative_lifting/#Applicative_Functor">Applicative_Functor</a></li>
     <li><a href="../theories/applicative_lifting/#Applicative_Environment_Algebra">Applicative_Environment_Algebra</a></li>
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     <li><a href="../theories/applicative_lifting/#Idiomatic_Terms">Idiomatic_Terms</a></li>
     <li><a href="../theories/applicative_lifting/#Abstract_AF">Abstract_AF</a></li>
     <li><a href="../theories/applicative_lifting/#Applicative_Test">Applicative_Test</a></li></ul><div class="flex-wrap"><div>
     <h3>Used by</h3>
     <ul class="horizontal-list"><li><a href="../entries/CryptHOL.html">CryptHOL</a></li><li><a href="../entries/Stern_Brocot.html">Stern_Brocot</a></li><li><a href="../entries/Free-Groups.html">Free-Groups</a></li><li><a href="../entries/Locally-Nameless-Sigma.html">Locally-Nameless-Sigma</a></li></ul>
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   author  = {lochbihler and schneider},
   title   = {Applicative Lifting},
   journal = {Archive of Formal Proofs},
   month   = December,
   year    = 2015,
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   <h1 >
     <span class='first'>V</span>erified <span class='first'>A</span>pproximation <span class='first'>A</span>lgorithms</h1>
   <div>
     
-    <p><a href="../authors/essmann">Robin Eßmann</a> <a href="mailto:robin.essmann@tum.de">📧</a>, <a href="../authors/nipkow">Tobias Nipkow</a> <a href="http://www.in.tum.de/~nipkow/">🌐</a>, <a href="../authors/robillard">Simon Robillard</a> <a href="https://simon-robillard.net/">🌐</a> and <a href="../authors/sulejmani">Ujkan Sulejmani</a>
+    <p><a href="../authors/essmann">Robin Eßmann</a> <a href="mailto:robin.essmann@tum.de">📧</a>, <a href="../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a>, <a href="../authors/robillard">Simon Robillard</a> <a href="https://simon-robillard.net/">🌐</a> and <a href="../authors/sulejmani">Ujkan Sulejmani</a>
     </p>
     
     
     <p class="date">January 16, 2020</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">We present the first formal verification of approximation algorithms
 for NP-complete optimization problems: vertex cover, set cover, independent set,
 center selection, load balancing, and bin packing. The proofs correct incompletenesses
 in existing proofs and improve the approximation ratio in one case.
 A detailed description of our work (excluding center selection) has been published in the proceedings of
 <a href="https://doi.org/10.1007/978-3-030-51054-1_17">IJCAR 2020</a>.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/algorithms/approximation">Computer science/Algorithms/Approximation</a></li></ul>
   <h3>Theories of Approximation_Algorithms</h3>
   <ul>
     <li><a href="../theories/approximation_algorithms/#Approx_VC_Hoare">Approx_VC_Hoare</a></li>
     <li><a href="../theories/approximation_algorithms/#Approx_SC_Hoare">Approx_SC_Hoare</a></li>
     <li><a href="../theories/approximation_algorithms/#Approx_MIS_Hoare">Approx_MIS_Hoare</a></li>
     <li><a href="../theories/approximation_algorithms/#Approx_LB_Hoare">Approx_LB_Hoare</a></li>
     <li><a href="../theories/approximation_algorithms/#Approx_BP_Hoare">Approx_BP_Hoare</a></li>
     <li><a href="../theories/approximation_algorithms/#Center_Selection">Center_Selection</a></li></ul><div class="flex-wrap">
   
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     <h3>Related Entries</h3>
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       <li><a href="../entries/IMP_Compiler.html">A Shorter Compiler Correctness Proof for Language IMP</a></li>
       
       <li><a href="../entries/Relational_Method.html">The Relational Method with Message Anonymity for the Verification of Cryptographic Protocols</a></li>
       
       <li><a href="../entries/CISC-Kernel.html">Formal Specification of a Generic Separation Kernel</a></li>
       
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   author  = {essmann, nipkow, robillard and sulejmani},
   title   = {Verified Approximation Algorithms},
   journal = {Archive of Formal Proofs},
   month   = January,
   year    = 2020,
   note    = {\url{https://isa-afp.org/entries/Approximation_Algorithms.html},
             Formal proof development},
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   <h1 >
     <span class='first'>A</span>rrow and <span class='first'>G</span>ibbard-<span class='first'>S</span>atterthwaite</h1>
   <div>
     
-    <p><a href="../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a>
+    <p><a href="../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a>
     </p>
     
     
     <p class="date">September 1, 2008</p>
     
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 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">This article formalizes two proofs of Arrow's impossibility theorem due to Geanakoplos and derives the Gibbard-Satterthwaite theorem as a corollary. One formalization is based on utility functions, the other one on strict partial orders.<br><br>An article about these proofs is found <a href="http://www21.in.tum.de/~nipkow/pubs/arrow.html">here</a>.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/games-and-economics">Mathematics/Games and economics</a></li></ul>
   <h3>Theories of ArrowImpossibilityGS</h3>
   <ul>
     <li><a href="../theories/arrowimpossibilitygs/#Arrow_Utility">Arrow_Utility</a></li>
     <li><a href="../theories/arrowimpossibilitygs/#Arrow_Order">Arrow_Order</a></li>
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   author  = {nipkow},
   title   = {Arrow and Gibbard-Satterthwaite},
   journal = {Archive of Formal Proofs},
   month   = September,
   year    = 2008,
   note    = {\url{https://isa-afp.org/entries/ArrowImpossibilityGS.html},
             Formal proof development},
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   <h1 >
     <span class='first'>B</span>ounded <span class='first'>N</span>atural <span class='first'>F</span>unctors <span class='first'>W</span>ith <span class='first'>C</span>ovariance and <span class='first'>C</span>ontravariance</h1>
   <div>
     
-    <p><a href="../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de">🌐</a> and <a href="../authors/schneider">Joshua Schneider</a> <a href="mailto:joshua.schneider@inf.ethz.ch">📧</a>
+    <p><a href="../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de/">🌐</a> and <a href="../authors/schneider">Joshua Schneider</a> <a href="mailto:joshua.schneider@inf.ethz.ch">📧</a>
     </p>
     
     
     <p class="date">April 24, 2018</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">Bounded natural functors (BNFs) provide a modular framework for the
 construction of (co)datatypes in higher-order logic.  Their functorial
 operations, the mapper and relator, are restricted to a subset of the
 parameters, namely those where recursion can take place.  For certain
 applications, such as free theorems, data refinement, quotients, and
 generalised rewriting, it is desirable that these operations do not
 ignore the other parameters.  In this article, we formalise the
 generalisation BNF<sub>CC</sub> that extends the mapper
 and relator to covariant and contravariant parameters.  We show that
 <ol> <li> BNF<sub>CC</sub>s are closed under
 functor composition and least and greatest fixpoints,</li>
 <li> subtypes inherit the BNF<sub>CC</sub> structure
 under conditions that generalise those for the BNF case,
 and</li> <li> BNF<sub>CC</sub>s preserve
 quotients under mild conditions.</li> </ol> These proofs
 are carried out for abstract BNF<sub>CC</sub>s similar to
 the AFP entry BNF Operations.  In addition, we apply the
 BNF<sub>CC</sub> theory to several concrete functors.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/functional-programming">Computer science/Functional programming</a></li><li><a href="../topics/tools">Tools</a></li></ul>
   <h3>Theories of BNF_CC</h3>
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     <li><a href="../theories/bnf_cc/#Preliminaries">Preliminaries</a></li>
     <li><a href="../theories/bnf_cc/#Axiomatised_BNF_CC">Axiomatised_BNF_CC</a></li>
     <li><a href="../theories/bnf_cc/#Composition">Composition</a></li>
     <li><a href="../theories/bnf_cc/#Fixpoints">Fixpoints</a></li>
     <li><a href="../theories/bnf_cc/#Subtypes">Subtypes</a></li>
     <li><a href="../theories/bnf_cc/#Quotient_Preservation">Quotient_Preservation</a></li>
     <li><a href="../theories/bnf_cc/#Operation_Examples">Operation_Examples</a></li>
     <li><a href="../theories/bnf_cc/#Concrete_Examples">Concrete_Examples</a></li>
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       <pre id="copyText">@article{BNF_CC-AFP,
   author  = {lochbihler and schneider},
   title   = {Bounded Natural Functors with Covariance and Contravariance},
   journal = {Archive of Formal Proofs},
   month   = April,
   year    = 2018,
   note    = {\url{https://isa-afp.org/entries/BNF_CC.html},
             Formal proof development},
   ISSN    = {2150-914x},
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   <h1 >
     <span class='first'>O</span>perations on <span class='first'>B</span>ounded <span class='first'>N</span>atural <span class='first'>F</span>unctors</h1>
   <div>
     
-    <p><a href="../authors/blanchette">Jasmin Christian Blanchette</a> <a href="mailto:jasmin.blanchette@gmail.com">📧</a>, <a href="../authors/popescu">Andrei Popescu</a> <a href="https://www.andreipopescu.uk">🌐</a> and <a href="../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io">🌐</a>
+    <p><a href="../authors/blanchette">Jasmin Christian Blanchette</a> <a href="mailto:jasmin.blanchette@gmail.com">📧</a>, <a href="../authors/popescu">Andrei Popescu</a> <a href="https://www.andreipopescu.uk">🌐</a> and <a href="../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io/">🌐</a>
     </p>
     
     
     <p class="date">December 19, 2017</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">This entry formalizes the closure property of bounded natural functors
 (BNFs) under seven operations. These operations and the corresponding
 proofs constitute the core of Isabelle's (co)datatype package. To
 be close to the implemented tactics, the proofs are deliberately
 formulated as detailed apply scripts. The (co)datatypes together with
 (co)induction principles and (co)recursors are byproducts of the
 fixpoint operations LFP and GFP. Composition of BNFs is subdivided
 into four simpler operations: Compose, Kill, Lift, and Permute. The
 N2M operation provides mutual (co)induction principles and
 (co)recursors for nested (co)datatypes.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/tools">Tools</a></li></ul>
   <h3>Theories of BNF_Operations</h3>
   <ul>
     <li><a href="../theories/bnf_operations/#LFP">LFP</a></li>
     <li><a href="../theories/bnf_operations/#GFP">GFP</a></li>
     <li><a href="../theories/bnf_operations/#Compose">Compose</a></li>
     <li><a href="../theories/bnf_operations/#Kill">Kill</a></li>
     <li><a href="../theories/bnf_operations/#Lift">Lift</a></li>
     <li><a href="../theories/bnf_operations/#Permute">Permute</a></li>
     <li><a href="../theories/bnf_operations/#N2M">N2M</a></li></ul><div class="flex-wrap">
   
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   author  = {blanchette, popescu and traytel},
   title   = {Operations on Bounded Natural Functors},
   journal = {Archive of Formal Proofs},
   month   = December,
   year    = 2017,
   note    = {\url{https://isa-afp.org/entries/BNF_Operations.html},
             Formal proof development},
   ISSN    = {2150-914x},
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   <h1 >
     <span class='first'>B</span>anach-<span class='first'>S</span>teinhaus <span class='first'>T</span>heorem</h1>
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-    <p><a href="../authors/unruh">Dominique Unruh</a> <a href="http://kodu.ut.ee/~unruh/">🌐</a> <a href="mailto:unruh@ut.ee">📧</a> and <a href="../authors/caballero">José Manuel Rodríguez Caballero</a> <a href="https://josephcmac.github.io/">🌐</a> <a href="mailto:jose.manuel.rodriguez.caballero@ut.ee">📧</a>
+    <p><a href="../authors/unruh">Dominique Unruh</a> <a href="https://www.ut.ee/~unruh/">🌐</a> <a href="mailto:unruh@ut.ee">📧</a> and <a href="../authors/caballero">José Manuel Rodríguez Caballero</a> <a href="https://josephcmac.github.io/">🌐</a> <a href="mailto:jose.manuel.rodriguez.caballero@ut.ee">📧</a>
     </p>
     
     
     <p class="date">May 2, 2020</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">We formalize in Isabelle/HOL a result
 due to S. Banach and H. Steinhaus known as
 the Banach-Steinhaus theorem or Uniform boundedness principle: a
 pointwise-bounded family of continuous linear operators from a Banach
 space to a normed space is uniformly bounded. Our approach is an
 adaptation to Isabelle/HOL of a proof due to A. Sokal.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/analysis">Mathematics/Analysis</a></li></ul>
   <h3>Theories of Banach_Steinhaus</h3>
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     <li><a href="../theories/banach_steinhaus/#Banach_Steinhaus_Missing">Banach_Steinhaus_Missing</a></li>
     <li><a href="../theories/banach_steinhaus/#Banach_Steinhaus">Banach_Steinhaus</a></li></ul><div class="flex-wrap"><div>
     <h3>Used by</h3>
     <ul class="horizontal-list"><li><a href="../entries/Complex_Bounded_Operators.html">Complex_Bounded_Operators</a></li></ul>
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   author  = {unruh and caballero},
   title   = {Banach-Steinhaus Theorem},
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   year    = 2020,
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   <h1 >
     <span class='first'>T</span>he <span class='first'>F</span>actorization <span class='first'>A</span>lgorithm of <span class='first'>B</span>erlekamp and <span class='first'>Z</span>assenhaus</h1>
   <div>
     
-    <p><a href="../authors/divason">Jose Divasón</a> <a href="http://www.unirioja.es/cu/jodivaso">🌐</a>, <a href="../authors/joosten">Sebastiaan J. C. Joosten</a> <a href="mailto:sebastiaan.joosten@uibk.ac.at">📧</a>, <a href="../authors/thiemann">René Thiemann</a> <a href="mailto:rene.thiemann@uibk.ac.at">📧</a> and <a href="../authors/yamada">Akihisa Yamada</a> <a href="mailto:akihisa.yamada@uibk.ac.at">📧</a>
+    <p><a href="../authors/divason">Jose Divasón</a> <a href="https://www.unirioja.es/cu/jodivaso/">🌐</a>, <a href="../authors/joosten">Sebastiaan J. C. Joosten</a> <a href="mailto:sebastiaan.joosten@uibk.ac.at">📧</a>, <a href="../authors/thiemann">René Thiemann</a> <a href="mailto:rene.thiemann@uibk.ac.at">📧</a> and <a href="../authors/yamada">Akihisa Yamada</a> <a href="mailto:akihisa.yamada@uibk.ac.at">📧</a>
     </p>
     
     
     <p class="date">October 14, 2016</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process"><p>We formalize the Berlekamp-Zassenhaus algorithm for factoring
 square-free integer polynomials in Isabelle/HOL. We further adapt an
 existing formalization of Yun’s square-free factorization algorithm to
 integer polynomials, and thus provide an efficient and certified
 factorization algorithm for arbitrary univariate polynomials.
 </p>
 <p>The algorithm first performs a factorization in the prime field GF(p) and
 then performs computations in the integer ring modulo p^k, where both
 p and k are determined at runtime. Since a natural modeling of these
 structures via dependent types is not possible in Isabelle/HOL, we
 formalize the whole algorithm using Isabelle’s recent addition of
 local type definitions.
 </p>
 <p>Through experiments we verify that our algorithm factors polynomials of degree
 100 within seconds.
 </p></div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/algebra">Mathematics/Algebra</a></li></ul>
   <h3>Theories of Berlekamp_Zassenhaus</h3>
   <ul>
     <li><a href="../theories/berlekamp_zassenhaus/#Finite_Field">Finite_Field</a></li>
     <li><a href="../theories/berlekamp_zassenhaus/#Arithmetic_Record_Based">Arithmetic_Record_Based</a></li>
     <li><a href="../theories/berlekamp_zassenhaus/#Finite_Field_Record_Based">Finite_Field_Record_Based</a></li>
     <li><a href="../theories/berlekamp_zassenhaus/#Matrix_Record_Based">Matrix_Record_Based</a></li>
     <li><a href="../theories/berlekamp_zassenhaus/#More_Missing_Multiset">More_Missing_Multiset</a></li>
     <li><a href="../theories/berlekamp_zassenhaus/#Unique_Factorization">Unique_Factorization</a></li>
     <li><a href="../theories/berlekamp_zassenhaus/#Unique_Factorization_Poly">Unique_Factorization_Poly</a></li>
     <li><a href="../theories/berlekamp_zassenhaus/#Poly_Mod">Poly_Mod</a></li>
     <li><a href="../theories/berlekamp_zassenhaus/#Poly_Mod_Finite_Field">Poly_Mod_Finite_Field</a></li>
     <li><a href="../theories/berlekamp_zassenhaus/#Karatsuba_Multiplication">Karatsuba_Multiplication</a></li>
     <li><a href="../theories/berlekamp_zassenhaus/#Polynomial_Record_Based">Polynomial_Record_Based</a></li>
     <li><a href="../theories/berlekamp_zassenhaus/#Poly_Mod_Finite_Field_Record_Based">Poly_Mod_Finite_Field_Record_Based</a></li>
     <li><a href="../theories/berlekamp_zassenhaus/#Chinese_Remainder_Poly">Chinese_Remainder_Poly</a></li>
     <li><a href="../theories/berlekamp_zassenhaus/#Berlekamp_Type_Based">Berlekamp_Type_Based</a></li>
     <li><a href="../theories/berlekamp_zassenhaus/#Distinct_Degree_Factorization">Distinct_Degree_Factorization</a></li>
     <li><a href="../theories/berlekamp_zassenhaus/#Finite_Field_Factorization">Finite_Field_Factorization</a></li>
     <li><a href="../theories/berlekamp_zassenhaus/#Finite_Field_Factorization_Record_Based">Finite_Field_Factorization_Record_Based</a></li>
     <li><a href="../theories/berlekamp_zassenhaus/#Hensel_Lifting">Hensel_Lifting</a></li>
     <li><a href="../theories/berlekamp_zassenhaus/#Hensel_Lifting_Type_Based">Hensel_Lifting_Type_Based</a></li>
     <li><a href="../theories/berlekamp_zassenhaus/#Berlekamp_Hensel">Berlekamp_Hensel</a></li>
     <li><a href="../theories/berlekamp_zassenhaus/#Square_Free_Int_To_Square_Free_GFp">Square_Free_Int_To_Square_Free_GFp</a></li>
     <li><a href="../theories/berlekamp_zassenhaus/#Suitable_Prime">Suitable_Prime</a></li>
     <li><a href="../theories/berlekamp_zassenhaus/#Degree_Bound">Degree_Bound</a></li>
     <li><a href="../theories/berlekamp_zassenhaus/#Mahler_Measure">Mahler_Measure</a></li>
     <li><a href="../theories/berlekamp_zassenhaus/#Factor_Bound">Factor_Bound</a></li>
     <li><a href="../theories/berlekamp_zassenhaus/#Sublist_Iteration">Sublist_Iteration</a></li>
     <li><a href="../theories/berlekamp_zassenhaus/#Reconstruction">Reconstruction</a></li>
     <li><a href="../theories/berlekamp_zassenhaus/#Code_Abort_Gcd">Code_Abort_Gcd</a></li>
     <li><a href="../theories/berlekamp_zassenhaus/#Berlekamp_Zassenhaus">Berlekamp_Zassenhaus</a></li>
     <li><a href="../theories/berlekamp_zassenhaus/#Gcd_Finite_Field_Impl">Gcd_Finite_Field_Impl</a></li>
     <li><a href="../theories/berlekamp_zassenhaus/#Square_Free_Factorization_Int">Square_Free_Factorization_Int</a></li>
     <li><a href="../theories/berlekamp_zassenhaus/#Factorize_Int_Poly">Factorize_Int_Poly</a></li>
     <li><a href="../theories/berlekamp_zassenhaus/#Factorize_Rat_Poly">Factorize_Rat_Poly</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/Efficient-Mergesort.html">Efficient-Mergesort</a></li><li><a href="../entries/Polynomial_Factorization.html">Polynomial_Factorization</a></li><li><a href="../entries/Polynomial_Interpolation.html">Polynomial_Interpolation</a></li><li><a href="../entries/Show.html">Show</a></li><li><a href="../entries/Subresultants.html">Subresultants</a></li></ul>
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     <ul class="horizontal-list"><li><a href="../entries/Fishers_Inequality.html">Fishers_Inequality</a></li><li><a href="../entries/Smith_Normal_Form.html">Smith_Normal_Form</a></li><li><a href="../entries/LLL_Basis_Reduction.html">LLL_Basis_Reduction</a></li><li><a href="../entries/Linear_Recurrences.html">Linear_Recurrences</a></li><li><a href="../entries/Algebraic_Numbers.html">Algebraic_Numbers</a></li></ul>
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     <h3>Related Entries</h3>
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       <li><a href="../entries/LP_Duality.html">Duality of Linear Programming</a></li>
       
       <li><a href="../entries/Interpolation_Polynomials_HOL_Algebra.html">Interpolation Polynomials (in HOL-Algebra)</a></li>
       
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       <pre id="copyText">@article{Berlekamp_Zassenhaus-AFP,
   author  = {divason, joosten, thiemann and yamada},
   title   = {The Factorization Algorithm of Berlekamp and Zassenhaus},
   journal = {Archive of Formal Proofs},
   month   = October,
   year    = 2016,
   note    = {\url{https://isa-afp.org/entries/Berlekamp_Zassenhaus.html},
             Formal proof development},
   ISSN    = {2150-914x},
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diff --git a/web/entries/Bernoulli.html b/web/entries/Bernoulli.html
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   <h1 >
     <span class='first'>B</span>ernoulli <span class='first'>N</span>umbers</h1>
   <div>
     
-    <p><a href="../authors/bulwahn">Lukas Bulwahn</a> <a href="mailto:lukas.bulwahn@gmail.com">📧</a> and <a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a>
+    <p><a href="../authors/bulwahn">Lukas Bulwahn</a> <a href="mailto:lukas.bulwahn@gmail.com">📧</a> and <a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a>
     </p>
     
     
     <p class="date">January 24, 2017</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process"><p>Bernoulli numbers were first discovered in the closed-form
 expansion of the sum 1<sup>m</sup> +
 2<sup>m</sup> + &hellip; + n<sup>m</sup>
 for a fixed m and appear in many other places. This entry provides
 three different definitions for them: a recursive one, an explicit
 one, and one through their exponential generating function.</p>
 <p>In addition, we prove some basic facts, e.g. their relation
 to sums of powers of integers and that all odd Bernoulli numbers
 except the first are zero, and some advanced facts like their
 relationship to the Riemann zeta function on positive even
 integers.</p>
 <p>We also prove the correctness of the
 Akiyama&ndash;Tanigawa algorithm for computing Bernoulli numbers
 with reasonable efficiency, and we define the periodic Bernoulli
 polynomials (which appear e.g. in the Euler&ndash;MacLaurin
 summation formula and the expansion of the log-Gamma function) and
 prove their basic properties.</p></div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/analysis">Mathematics/Analysis</a></li><li><a href="../topics/mathematics/number-theory">Mathematics/Number theory</a></li></ul>
   <h3>Theories of Bernoulli</h3>
   <ul>
     <li><a href="../theories/bernoulli/#Bernoulli">Bernoulli</a></li>
     <li><a href="../theories/bernoulli/#Periodic_Bernpoly">Periodic_Bernpoly</a></li>
     <li><a href="../theories/bernoulli/#Bernoulli_FPS">Bernoulli_FPS</a></li>
     <li><a href="../theories/bernoulli/#Bernoulli_Zeta">Bernoulli_Zeta</a></li></ul><div class="flex-wrap"><div>
     <h3>Used by</h3>
     <ul class="horizontal-list"><li><a href="../entries/Lambert_W.html">Lambert_W</a></li><li><a href="../entries/Zeta_Function.html">Zeta_Function</a></li><li><a href="../entries/Euler_MacLaurin.html">Euler_MacLaurin</a></li><li><a href="../entries/Stirling_Formula.html">Stirling_Formula</a></li></ul>
   </div>
   
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     <h3>Related Entries</h3>
     <ul class="horizontal-list">
       
       <li><a href="../entries/Zeta_Function.html">The Hurwitz and Riemann ζ Functions</a></li>
       
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   author  = {bulwahn and eberl},
   title   = {Bernoulli Numbers},
   journal = {Archive of Formal Proofs},
   month   = January,
   year    = 2017,
   note    = {\url{https://isa-afp.org/entries/Bernoulli.html},
             Formal proof development},
   ISSN    = {2150-914x},
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   <h1 >
     <span class='first'>B</span>ertrand's <span class='first'>P</span>ostulate</h1>
   <div>
     
-    <p><a href="../authors/biendarra">Julian Biendarra</a> and <a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a>
-      with contributions from <a href="../authors/paulson">Lawrence C. Paulson</a> <a href="http://www.cl.cam.ac.uk/~lp15/">🌐</a>
+    <p><a href="../authors/biendarra">Julian Biendarra</a> and <a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a>
+      with contributions from <a href="../authors/paulson">Lawrence C. Paulson</a> <a href="https://www.cl.cam.ac.uk/~lp15/">🌐</a>
     </p>
     
     
     <p class="date">January 17, 2017</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process"><p>Bertrand's postulate is an early result on the
 distribution of prime numbers: For every positive integer n, there
 exists a prime number that lies strictly between n and 2n.
 The proof is ported from John Harrison's formalisation
 in HOL Light. It proceeds by first showing that the property is true
 for all n greater than or equal to 600 and then showing that it also
 holds for all n below 600 by case distinction. </p></div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/number-theory">Mathematics/Number theory</a></li></ul>
   <h3>Theories of Bertrands_Postulate</h3>
   <ul>
     <li><a href="../theories/bertrands_postulate/#Bertrand">Bertrand</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/Pratt_Certificate.html">Pratt_Certificate</a></li></ul>
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     <h3>Used by</h3>
     <ul class="horizontal-list"><li><a href="../entries/Frequency_Moments.html">Frequency_Moments</a></li><li><a href="../entries/Dirichlet_L.html">Dirichlet_L</a></li></ul>
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       <li><a href="../entries/Triangle.html">Basic Geometric Properties of Triangles</a></li>
       
       <li><a href="../entries/Probabilistic_Prime_Tests.html">Probabilistic Primality Testing</a></li>
       
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   author  = {biendarra and eberl},
   title   = {Bertrand&#39;s postulate},
   journal = {Archive of Formal Proofs},
   month   = January,
   year    = 2017,
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diff --git a/web/entries/Binomial-Queues.html b/web/entries/Binomial-Queues.html
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   <h1 >
     <span class='first'>F</span>unctional <span class='first'>B</span>inomial <span class='first'>Q</span>ueues</h1>
   <div>
     
-    <p><a href="../authors/neumann">René Neumann</a> <a href="mailto:neumannr@in.tum.de">📧</a>
+    <p><a href="../authors/neumann">René Neumann</a> <a href="mailto:rene.neumann@in.tum.de">📧</a>
     </p>
     
     
     <p class="date">October 28, 2010</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">Priority queues are an important data structure and efficient implementations of them are crucial. We implement a functional variant of binomial queues in Isabelle/HOL and show its functional correctness. A verification against an abstract reference specification of priority queues has also been attempted, but could not be achieved to the full extent.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/data-structures">Computer science/Data structures</a></li></ul>
   <h3>Theories of Binomial-Queues</h3>
   <ul>
     <li><a href="../theories/binomial-queues/#PQ">PQ</a></li>
     <li><a href="../theories/binomial-queues/#Binomial_Queue">Binomial_Queue</a></li>
     <li><a href="../theories/binomial-queues/#PQ_Implementation">PQ_Implementation</a></li></ul><div class="flex-wrap">
   
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   title   = {Functional Binomial Queues},
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   year    = 2010,
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   <h1 >
     <span class='first'>B</span>oolean <span class='first'>E</span>xpression <span class='first'>C</span>heckers</h1>
   <div>
     
-    <p><a href="../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a>
+    <p><a href="../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a>
     </p>
     
     
     <p class="date">June 8, 2014</p>
     
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 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">This entry provides executable checkers for the following properties of
 boolean expressions: satisfiability, tautology and equivalence. Internally,
 the checkers operate on binary decision trees and are reasonably efficient
 (for purely functional algorithms).</div>BSD License<h3>Change history</h3>
 
   <p>[2015-09-23] Salomon Sickert added an interface that does not require the usage of the Boolean formula datatype. Furthermore the general Mapping type is used instead of an association list.</p><h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/algorithms">Computer science/Algorithms</a></li><li><a href="../topics/logic/general-logic/mechanization-of-proofs">Logic/General logic/Mechanization of proofs</a></li></ul>
   <h3>Theories of Boolean_Expression_Checkers</h3>
   <ul>
     <li><a href="../theories/boolean_expression_checkers/#Boolean_Expression_Checkers">Boolean_Expression_Checkers</a></li>
     <li><a href="../theories/boolean_expression_checkers/#Boolean_Expression_Checkers_AList_Mapping">Boolean_Expression_Checkers_AList_Mapping</a></li>
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   author  = {nipkow},
   title   = {Boolean Expression Checkers},
   journal = {Archive of Formal Proofs},
   month   = June,
   year    = 2014,
   note    = {\url{https://isa-afp.org/entries/Boolean_Expression_Checkers.html},
             Formal proof development},
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   <h1 >
     <span class='first'>B</span>uffon's <span class='first'>N</span>eedle <span class='first'>P</span>roblem</h1>
   <div>
     
-    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a>
+    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a>
     </p>
     
     
     <p class="date">June 6, 2017</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">In the 18th century, Georges-Louis Leclerc, Comte de Buffon posed and
 later solved the following problem, which is often called the first
 problem ever solved in geometric probability: Given a floor divided
 into vertical strips of the same width, what is the probability that a
 needle thrown onto the floor randomly will cross two strips?  This
 entry formally defines the problem in the case where the needle's
 position is chosen uniformly at random in a single strip around the
 origin (which is equivalent to larger arrangements due to symmetry).
 It then provides proofs of the simple solution in the case where the
 needle's length is no greater than the width of the strips and
 the more complicated solution in the opposite case.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/probability-theory">Mathematics/Probability theory</a></li><li><a href="../topics/mathematics/geometry">Mathematics/Geometry</a></li></ul>
   <h3>Theories of Buffons_Needle</h3>
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       <pre id="copyText">@article{Buffons_Needle-AFP,
   author  = {eberl},
   title   = {Buffon&#39;s Needle Problem},
   journal = {Archive of Formal Proofs},
   month   = June,
   year    = 2017,
   note    = {\url{https://isa-afp.org/entries/Buffons_Needle.html},
             Formal proof development},
   ISSN    = {2150-914x},
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diff --git a/web/entries/CAVA_LTL_Modelchecker.html b/web/entries/CAVA_LTL_Modelchecker.html
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   <meta name="viewport" content="width=device-width, initial-scale=1"><title>A Fully Verified Executable LTL Model Checker - Archive of Formal Proofs</title><meta name="description" content="We present an LTL model checker whose code has been completely verified using the Isabelle theorem prover. The checker consists of over 4000 lines of ML..."><meta property="og:title" content="A Fully Verified Executable LTL Model Checker" />
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     <span class='first'>A</span> <span class='first'>F</span>ully <span class='first'>V</span>erified <span class='first'>E</span>xecutable <span class='first'>L</span><span class='first'>T</span><span class='first'>L</span> <span class='first'>M</span>odel <span class='first'>C</span>hecker</h1>
   <div>
     
-    <p><a href="../authors/esparza">Javier Esparza</a> <a href="https://www7.in.tum.de/~esparza/">🌐</a>, <a href="../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a>, <a href="../authors/neumann">René Neumann</a> <a href="mailto:rene.neumann@in.tum.de">📧</a>, <a href="../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a>, <a href="../authors/schimpf">Alexander Schimpf</a> <a href="mailto:schimpfa@informatik.uni-freiburg.de">📧</a> and <a href="../authors/smaus">Jan-Georg Smaus</a> <a href="http://www.irit.fr/~Jan-Georg.Smaus">🌐</a>
+    <p><a href="../authors/esparza">Javier Esparza</a> <a href="https://www7.in.tum.de/~esparza/">🌐</a>, <a href="../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a>, <a href="../authors/neumann">René Neumann</a> <a href="mailto:rene.neumann@in.tum.de">📧</a>, <a href="../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a>, <a href="../authors/schimpf">Alexander Schimpf</a> <a href="mailto:schimpfa@informatik.uni-freiburg.de">📧</a> and <a href="../authors/smaus">Jan-Georg Smaus</a> <a href="http://www.irit.fr/~Jan-Georg.Smaus">🌐</a>
     </p>
     
     
     <p class="date">May 28, 2014</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">We present an LTL model checker whose code has been completely verified
 using the Isabelle theorem prover. The checker consists of over 4000
 lines of ML code. The code is produced using the Isabelle Refinement
 Framework, which allows us to split its correctness proof into (1) the
 proof of an abstract version of the checker, consisting of a few hundred
 lines of ``formalized pseudocode'', and (2) a verified refinement step
 in which mathematical sets and other abstract structures are replaced by
 implementations of efficient structures like red-black trees and
 functional arrays. This leads to a checker that,
 while still slower than unverified checkers, can already be used as a
 trusted reference implementation against which advanced implementations
 can be tested.
 <p>
 An early version of this model checker is described in the
 <a href="http://www21.in.tum.de/~nipkow/pubs/cav13.html">CAV 2013 paper</a>
 with the same title.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/automata-and-formal-languages">Computer science/Automata and formal languages</a></li></ul>
   <h3>Theories of SM_Base</h3>
   <ul></ul>
   <h3>Theories of SM</h3>
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     <li><a href="../theories/sm/#LTS">LTS</a></li>
     <li><a href="../theories/sm/#SOS_Misc_Add">SOS_Misc_Add</a></li>
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     <li><a href="../theories/sm/#SM_Syntax">SM_Syntax</a></li>
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   <h3>Theories of CAVA_Setup</h3>
   <ul></ul>
   <h3>Theories of CAVA_LTL_Modelchecker</h3>
   <ul>
     <li><a href="../theories/cava_ltl_modelchecker/#NDFS_SI_Statistics">NDFS_SI_Statistics</a></li>
     <li><a href="../theories/cava_ltl_modelchecker/#NDFS_SI">NDFS_SI</a></li>
     <li><a href="../theories/cava_ltl_modelchecker/#CAVA_Abstract">CAVA_Abstract</a></li>
     <li><a href="../theories/cava_ltl_modelchecker/#BoolProgs">BoolProgs</a></li>
     <li><a href="../theories/cava_ltl_modelchecker/#BoolProgs_Extras">BoolProgs_Extras</a></li>
     <li><a href="../theories/cava_ltl_modelchecker/#BoolProgs_LTL_Conv">BoolProgs_LTL_Conv</a></li>
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     <li><a href="../theories/cava_ltl_modelchecker/#BoolProgs_ReaderWriter">BoolProgs_ReaderWriter</a></li>
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     <li><a href="../theories/cava_ltl_modelchecker/#BoolProgs_LeaderFilters">BoolProgs_LeaderFilters</a></li>
     <li><a href="../theories/cava_ltl_modelchecker/#BoolProgs_Programs">BoolProgs_Programs</a></li>
     <li><a href="../theories/cava_ltl_modelchecker/#CAVA_Impl">CAVA_Impl</a></li>
     <li><a href="../theories/cava_ltl_modelchecker/#Mulog">Mulog</a></li>
     <li><a href="../theories/cava_ltl_modelchecker/#All_Of_Nested_DFS">All_Of_Nested_DFS</a></li>
     <li><a href="../theories/cava_ltl_modelchecker/#All_Of_CAVA_LTL_Modelchecker">All_Of_CAVA_LTL_Modelchecker</a></li></ul><div class="flex-wrap"><div>
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     <ul class="horizontal-list"><li><a href="../entries/CAVA_Automata.html">CAVA_Automata</a></li><li><a href="../entries/DFS_Framework.html">DFS_Framework</a></li><li><a href="../entries/Partial_Order_Reduction.html">Partial_Order_Reduction</a></li><li><a href="../entries/SM_Base.html">SM_Base</a></li><li><a href="../entries/Stuttering_Equivalence.html">Stuttering_Equivalence</a></li><li><a href="../entries/Gabow_SCC.html">Gabow_SCC</a></li><li><a href="../entries/LTL_to_GBA.html">LTL_to_GBA</a></li><li><a href="../entries/Promela.html">Promela</a></li><li><a href="../entries/SM.html">SM</a></li><li><a href="../entries/CAVA_Setup.html">CAVA_Setup</a></li></ul>
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       <pre id="copyText">@article{CAVA_LTL_Modelchecker-AFP,
   author  = {esparza, lammich, neumann, nipkow, schimpf and smaus},
   title   = {A Fully Verified Executable LTL Model Checker},
   journal = {Archive of Formal Proofs},
   month   = May,
   year    = 2014,
   note    = {\url{https://isa-afp.org/entries/CAVA_LTL_Modelchecker.html},
             Formal proof development},
   ISSN    = {2150-914x},
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   <h1 >
     <span class='first'>F</span>ormal <span class='first'>S</span>pecification of a <span class='first'>G</span>eneric <span class='first'>S</span>eparation <span class='first'>K</span>ernel</h1>
   <div>
     
-    <p><a href="../authors/verbeek">Freek Verbeek</a> <a href="mailto:Freek.Verbeek@ou.nl">📧</a>, <a href="../authors/tverdyshev">Sergey Tverdyshev</a> <a href="mailto:stv@sysgo.com">📧</a>, <a href="../authors/havle">Oto Havle</a> <a href="mailto:oha@sysgo.com">📧</a>, <a href="../authors/blasum">Holger Blasum</a> <a href="mailto:holger.blasum@sysgo.com">📧</a>, <a href="../authors/langenstein">Bruno Langenstein</a> <a href="mailto:langenstein@dfki.de">📧</a>, <a href="../authors/stephan">Werner Stephan</a> <a href="mailto:stephan@dfki.de">📧</a>, <a href="../authors/nemouchi">Yakoub Nemouchi</a> <a href="mailto:nemouchi@lri.fr">📧</a>, <a href="../authors/feliachi">Abderrahmane Feliachi</a> <a href="mailto:abderrahmane.feliachi@lri.fr">📧</a>, <a href="../authors/wolff">Burkhart Wolff</a> <a href="mailto:wolff@lri.fr">📧</a> and <a href="../authors/schmaltz">Julien Schmaltz</a> <a href="mailto:Julien.Schmaltz@ou.nl">📧</a>
+    <p><a href="../authors/verbeek">Freek Verbeek</a> <a href="mailto:Freek.Verbeek@ou.nl">📧</a>, <a href="../authors/tverdyshev">Sergey Tverdyshev</a> <a href="mailto:stv@sysgo.com">📧</a>, <a href="../authors/havle">Oto Havle</a> <a href="mailto:oha@sysgo.com">📧</a>, <a href="../authors/blasum">Holger Blasum</a> <a href="mailto:holger.blasum@sysgo.com">📧</a>, <a href="../authors/langenstein">Bruno Langenstein</a> <a href="mailto:langenstein@dfki.de">📧</a>, <a href="../authors/stephan">Werner Stephan</a> <a href="mailto:stephan@dfki.de">📧</a>, <a href="../authors/nemouchi">Yakoub Nemouchi</a> <a href="mailto:nemouchi@lri.fr">📧</a>, <a href="../authors/feliachi">Abderrahmane Feliachi</a> <a href="mailto:abderrahmane.feliachi@lri.fr">📧</a>, <a href="../authors/wolff">Burkhart Wolff</a> <a href="mailto:burkhart.wolff@lri.fr">📧</a> and <a href="../authors/schmaltz">Julien Schmaltz</a> <a href="mailto:Julien.Schmaltz@ou.nl">📧</a>
     </p>
     
     
     <p class="date">July 18, 2014</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process"><p>Intransitive noninterference has been a widely studied topic in the last
 few decades. Several well-established methodologies apply interactive
 theorem proving to formulate a noninterference theorem over abstract
 academic models. In joint work with several industrial and academic partners
 throughout Europe, we are helping in the certification process of PikeOS, an
 industrial separation kernel developed at SYSGO. In this process,
 established theories could not be applied. We present a new generic model of
 separation kernels and a new theory of intransitive noninterference. The
 model is rich in detail, making it suitable for formal verification of
 realistic and industrial systems such as PikeOS. Using a refinement-based
 theorem proving approach, we ensure that proofs remain manageable.</p>
 <p>
 This document corresponds to the deliverable D31.1 of the EURO-MILS
 Project <a href="http://www.euromils.eu">http://www.euromils.eu</a>.</p></div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/security">Computer science/Security</a></li></ul>
   <h3>Theories of CISC-Kernel</h3>
   <ul>
     <li><a href="../theories/cisc-kernel/#Option_Binders">Option_Binders</a></li>
     <li><a href="../theories/cisc-kernel/#List_Theorems">List_Theorems</a></li>
     <li><a href="../theories/cisc-kernel/#K">K</a></li>
     <li><a href="../theories/cisc-kernel/#SK">SK</a></li>
     <li><a href="../theories/cisc-kernel/#ISK">ISK</a></li>
     <li><a href="../theories/cisc-kernel/#CISK">CISK</a></li>
     <li><a href="../theories/cisc-kernel/#Step_configuration">Step_configuration</a></li>
     <li><a href="../theories/cisc-kernel/#Step_policies">Step_policies</a></li>
     <li><a href="../theories/cisc-kernel/#Step">Step</a></li>
     <li><a href="../theories/cisc-kernel/#Step_invariants">Step_invariants</a></li>
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     <li><a href="../theories/cisc-kernel/#Step_vpeq_weakly_step_consistent">Step_vpeq_weakly_step_consistent</a></li>
     <li><a href="../theories/cisc-kernel/#Separation_kernel_model">Separation_kernel_model</a></li>
     <li><a href="../theories/cisc-kernel/#Link_separation_kernel_model_to_CISK">Link_separation_kernel_model_to_CISK</a></li></ul><div class="flex-wrap">
   
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   author  = {verbeek, tverdyshev, havle, blasum, langenstein, stephan, nemouchi, feliachi, wolff and schmaltz},
   title   = {Formal Specification of a Generic Separation Kernel},
   journal = {Archive of Formal Proofs},
   month   = July,
   year    = 2014,
   note    = {\url{https://isa-afp.org/entries/CISC-Kernel.html},
             Formal proof development},
   ISSN    = {2150-914x},
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     <span class='first'>A</span> <span class='first'>F</span>ramework for <span class='first'>E</span>stablishing <span class='first'>S</span>trong <span class='first'>E</span>ventual <span class='first'>C</span>onsistency for <span class='first'>C</span>onflict-<span class='first'>F</span>ree <span class='first'>R</span>eplicated <span class='first'>D</span>atatypes</h1>
   <div>
     
-    <p><a href="../authors/gomes">Victor B. F. Gomes</a> <a href="mailto:vb358@cam.ac.uk">📧</a>, <a href="../authors/kleppmann">Martin Kleppmann</a> <a href="mailto:martin.kleppmann@cl.cam.ac.uk">📧</a>, <a href="../authors/mulligan">Dominic P. Mulligan</a> <a href="mailto:dominic.p.mulligan@googlemail.com">📧</a> and <a href="../authors/beresford">Alastair R. Beresford</a> <a href="mailto:arb33@cam.ac.uk">📧</a>
+    <p><a href="../authors/gomes">Victor B. F. Gomes</a> <a href="mailto:victor.gomes@cl.cam.ac.uk">📧</a>, <a href="../authors/kleppmann">Martin Kleppmann</a> <a href="mailto:martin.kleppmann@cl.cam.ac.uk">📧</a>, <a href="../authors/mulligan">Dominic P. Mulligan</a> <a href="mailto:dominic.p.mulligan@googlemail.com">📧</a> and <a href="../authors/beresford">Alastair R. Beresford</a> <a href="mailto:arb33@cam.ac.uk">📧</a>
     </p>
     
     
     <p class="date">July 7, 2017</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">In this work, we focus on the correctness of Conflict-free Replicated
 Data Types (CRDTs), a class of algorithm that provides strong eventual
 consistency guarantees for replicated data. We develop a modular and
 reusable framework for verifying the correctness of CRDT algorithms.
 We avoid correctness issues that have dogged previous mechanised
 proofs in this area by including a network model in our formalisation,
 and proving that our theorems hold in all possible network behaviours.
 Our axiomatic network model is a standard abstraction that accurately
 reflects the behaviour of real-world computer networks. Moreover, we
 identify an abstract convergence theorem, a property of order
 relations, which provides a formal definition of strong eventual
 consistency. We then obtain the first machine-checked correctness
 theorems for three concrete CRDTs: the Replicated Growable Array, the
 Observed-Remove Set, and an Increment-Decrement Counter.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/algorithms/distributed">Computer science/Algorithms/Distributed</a></li><li><a href="../topics/computer-science/data-structures">Computer science/Data structures</a></li></ul>
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     <li><a href="../theories/crdt/#Util">Util</a></li>
     <li><a href="../theories/crdt/#Convergence">Convergence</a></li>
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   author  = {gomes, kleppmann, mulligan and beresford},
   title   = {A framework for establishing Strong Eventual Consistency for Conflict-free Replicated Datatypes},
   journal = {Archive of Formal Proofs},
   month   = July,
   year    = 2017,
   note    = {\url{https://isa-afp.org/entries/CRDT.html},
             Formal proof development},
   ISSN    = {2150-914x},
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diff --git a/web/entries/CYK.html b/web/entries/CYK.html
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   <meta name="viewport" content="width=device-width, initial-scale=1"><title>A formalisation of the Cocke-Younger-Kasami algorithm - Archive of Formal Proofs</title><meta name="description" content="The theory provides a formalisation of the Cocke-Younger-Kasami
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   <h1 >
     <span class='first'>A</span> <span class='first'>F</span>ormalisation of the <span class='first'>C</span>ocke-<span class='first'>Y</span>ounger-<span class='first'>K</span>asami <span class='first'>A</span>lgorithm</h1>
   <div>
     
-    <p><a href="../authors/bortin">Maksym Bortin</a> <a href="mailto:Maksym.Bortin@nicta.com.au">📧</a>
+    <p><a href="../authors/bortin">Maksym Bortin</a> <a href="mailto:maksym.bortin@nicta.com.au">📧</a>
     </p>
     
     
     <p class="date">April 27, 2016</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">The theory provides a formalisation of the Cocke-Younger-Kasami
 algorithm (CYK for short), an approach to solving the word problem
 for context-free languages.  CYK decides if a word is in the
 languages generated by a context-free grammar in Chomsky normal form.
 The formalized algorithm is executable.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/algorithms">Computer science/Algorithms</a></li><li><a href="../topics/computer-science/automata-and-formal-languages">Computer science/Automata and formal languages</a></li></ul>
   <h3>Theories of CYK</h3>
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     <li><a href="../theories/cyk/#CYK">CYK</a></li></ul><div class="flex-wrap">
   
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       <pre id="copyText">@article{CYK-AFP,
   author  = {bortin},
   title   = {A formalisation of the Cocke-Younger-Kasami algorithm},
   journal = {Archive of Formal Proofs},
   month   = April,
   year    = 2016,
   note    = {\url{https://isa-afp.org/entries/CYK.html},
             Formal proof development},
   ISSN    = {2150-914x},
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   <meta name="viewport" content="width=device-width, initial-scale=1"><title>The Cartan Fixed Point Theorems - Archive of Formal Proofs</title><meta name="description" content="The Cartan fixed point theorems concern the group of holomorphic automorphisms on a connected open set of Cn. Ciolli et al. have formalised the..."><meta property="og:title" content="The Cartan Fixed Point Theorems" />
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   <h1 >
     <span class='first'>T</span>he <span class='first'>C</span>artan <span class='first'>F</span>ixed <span class='first'>P</span>oint <span class='first'>T</span>heorems</h1>
   <div>
     
-    <p><a href="../authors/paulson">Lawrence C. Paulson</a> <a href="http://www.cl.cam.ac.uk/~lp15/">🌐</a>
+    <p><a href="../authors/paulson">Lawrence C. Paulson</a> <a href="https://www.cl.cam.ac.uk/~lp15/">🌐</a>
     </p>
     
     
     <p class="date">March 8, 2016</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">The Cartan fixed point theorems concern the group of holomorphic
 automorphisms on a connected open set of C<sup>n</sup>. Ciolli et al.
 have formalised the one-dimensional case of these theorems in HOL
 Light. This entry contains their proofs, ported to Isabelle/HOL.  Thus
 it addresses the authors' remark that "it would be important to write
 a formal proof in a language that can be read by both humans and
 machines".</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/analysis">Mathematics/Analysis</a></li></ul>
   <h3>Theories of Cartan_FP</h3>
   <ul>
     <li><a href="../theories/cartan_fp/#Cartan">Cartan</a></li></ul><div class="flex-wrap">
   
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       <pre id="copyText">@article{Cartan_FP-AFP,
   author  = {paulson},
   title   = {The Cartan Fixed Point Theorems},
   journal = {Archive of Formal Proofs},
   month   = March,
   year    = 2016,
   note    = {\url{https://isa-afp.org/entries/Cartan_FP.html},
             Formal proof development},
   ISSN    = {2150-914x},
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diff --git a/web/entries/Catalan_Numbers.html b/web/entries/Catalan_Numbers.html
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   <h1 >
     <span class='first'>C</span>atalan <span class='first'>N</span>umbers</h1>
   <div>
     
-    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a>
+    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a>
     </p>
     
     
     <p class="date">June 21, 2016</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process"><p>In this work, we define the Catalan numbers <em>C<sub>n</sub></em>
 and prove several equivalent definitions (including some closed-form
 formulae). We also show one of their applications (counting the number
 of binary trees of size <em>n</em>), prove the asymptotic growth
 approximation <em>C<sub>n</sub> &sim; 4<sup>n</sup> / (&radic;<span
 style="text-decoration: overline">&pi;</span> &middot;
 n<sup>1.5</sup>)</em>, and provide reasonably efficient executable
 code to compute them.</p>  <p>The derivation of the closed-form
 formulae uses algebraic manipulations of the ordinary generating
 function of the Catalan numbers, and the asymptotic approximation is
 then done using generalised binomial coefficients and the Gamma
 function. Thanks to these highly non-elementary mathematical tools,
 the proofs are very short and simple.</p></div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/combinatorics">Mathematics/Combinatorics</a></li></ul>
   <h3>Theories of Catalan_Numbers</h3>
   <ul>
     <li><a href="../theories/catalan_numbers/#Catalan_Auxiliary_Integral">Catalan_Auxiliary_Integral</a></li>
     <li><a href="../theories/catalan_numbers/#Catalan_Numbers">Catalan_Numbers</a></li></ul><div class="flex-wrap"><div>
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     <ul class="horizontal-list"><li><a href="../entries/Landau_Symbols.html">Landau_Symbols</a></li></ul>
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   author  = {eberl},
   title   = {Catalan Numbers},
   journal = {Archive of Formal Proofs},
   month   = June,
   year    = 2016,
   note    = {\url{https://isa-afp.org/entries/Catalan_Numbers.html},
             Formal proof development},
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diff --git a/web/entries/Chandy_Lamport.html b/web/entries/Chandy_Lamport.html
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   <h1 >
     <span class='first'>A</span> <span class='first'>F</span>ormal <span class='first'>P</span>roof of the <span class='first'>C</span>handy--<span class='first'>L</span>amport <span class='first'>D</span>istributed <span class='first'>S</span>napshot <span class='first'>A</span>lgorithm</h1>
   <div>
     
-    <p><a href="../authors/fiedler">Ben Fiedler</a> <a href="mailto:ben.fiedler@inf.ethz.ch">📧</a> and <a href="../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io">🌐</a>
+    <p><a href="../authors/fiedler">Ben Fiedler</a> <a href="mailto:ben.fiedler@inf.ethz.ch">📧</a> and <a href="../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io/">🌐</a>
     </p>
     
     
     <p class="date">July 21, 2020</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">We provide a suitable distributed system model and implementation of the
 Chandy--Lamport distributed snapshot algorithm [ACM Transactions on
 Computer Systems, 3, 63-75, 1985]. Our main result is a formal
 termination and correctness proof of the Chandy--Lamport algorithm and
 its use in stable property detection.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/algorithms/distributed">Computer science/Algorithms/Distributed</a></li></ul>
   <h3>Theories of Chandy_Lamport</h3>
   <ul>
     <li><a href="../theories/chandy_lamport/#Distributed_System">Distributed_System</a></li>
     <li><a href="../theories/chandy_lamport/#Trace">Trace</a></li>
     <li><a href="../theories/chandy_lamport/#Util">Util</a></li>
     <li><a href="../theories/chandy_lamport/#Swap">Swap</a></li>
     <li><a href="../theories/chandy_lamport/#Snapshot">Snapshot</a></li>
     <li><a href="../theories/chandy_lamport/#Co_Snapshot">Co_Snapshot</a></li>
     <li><a href="../theories/chandy_lamport/#Example">Example</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/Ordered_Resolution_Prover.html">Ordered_Resolution_Prover</a></li></ul>
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       <pre id="copyText">@article{Chandy_Lamport-AFP,
   author  = {fiedler and traytel},
   title   = {A Formal Proof of The Chandy--Lamport Distributed Snapshot Algorithm},
   journal = {Archive of Formal Proofs},
   month   = July,
   year    = 2020,
   note    = {\url{https://isa-afp.org/entries/Chandy_Lamport.html},
             Formal proof development},
   ISSN    = {2150-914x},
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   <h1 >
     <span class='first'>I</span>sabelle/<span class='first'>C</span>ircus</h1>
   <div>
     
-    <p><a href="../authors/feliachi">Abderrahmane Feliachi</a> <a href="mailto:abderrahmane.feliachi@lri.fr">📧</a>, <a href="../authors/wolff">Burkhart Wolff</a> <a href="mailto:wolff@lri.fr">📧</a> and <a href="../authors/gaudel">Marie-Claude Gaudel</a> <a href="mailto:mcg@lri.fr">📧</a>
+    <p><a href="../authors/feliachi">Abderrahmane Feliachi</a> <a href="mailto:abderrahmane.feliachi@lri.fr">📧</a>, <a href="../authors/wolff">Burkhart Wolff</a> <a href="mailto:burkhart.wolff@lri.fr">📧</a> and <a href="../authors/gaudel">Marie-Claude Gaudel</a> <a href="mailto:mcg@lri.fr">📧</a>
       with contributions from <a href="../authors/wenzel">Makarius Wenzel</a> <a href="mailto:Makarius.wenzel@lri.fr">📧</a>
     </p>
     
     
     <p class="date">May 27, 2012</p>
     
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 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">The Circus specification language combines elements for complex data and behavior specifications, using an integration of Z and CSP with a refinement calculus. Its semantics is based on Hoare and He's Unifying Theories of Programming (UTP). Isabelle/Circus is a formalization of the UTP and the Circus language in Isabelle/HOL. It contains proof rules and tactic support that allows for proofs of refinement for Circus processes (involving both data and behavioral aspects).
 <p>
 The Isabelle/Circus environment supports a syntax for the semantic definitions which is close to textbook presentations of Circus. This article contains an extended version of corresponding VSTTE Paper together with the complete formal development of its underlying commented theories.</div>BSD License<h3>Change history</h3>
 
   <p>[2014-06-05] More polishing, shorter proofs, added Circus syntax, added Makarius Wenzel as contributor.</p><h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/concurrency/process-calculi">Computer science/Concurrency/Process calculi</a></li><li><a href="../topics/computer-science/system-description-languages">Computer science/System description languages</a></li></ul>
   <h3>Theories of Circus</h3>
   <ul>
     <li><a href="../theories/circus/#Var">Var</a></li>
     <li><a href="../theories/circus/#Relations">Relations</a></li>
     <li><a href="../theories/circus/#Designs">Designs</a></li>
     <li><a href="../theories/circus/#Reactive_Processes">Reactive_Processes</a></li>
     <li><a href="../theories/circus/#CSP_Processes">CSP_Processes</a></li>
     <li><a href="../theories/circus/#Circus_Actions">Circus_Actions</a></li>
     <li><a href="../theories/circus/#Var_list">Var_list</a></li>
     <li><a href="../theories/circus/#Denotational_Semantics">Denotational_Semantics</a></li>
     <li><a href="../theories/circus/#Circus_Syntax">Circus_Syntax</a></li>
     <li><a href="../theories/circus/#Refinement">Refinement</a></li>
     <li><a href="../theories/circus/#Refinement_Example">Refinement_Example</a></li></ul><div class="flex-wrap">
   
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       <li><a href="../entries/UTP.html">Isabelle/UTP: Mechanised Theory Engineering for Unifying Theories of Programming</a></li>
       
       <li><a href="../entries/TLA.html">A Definitional Encoding of TLA* in Isabelle/HOL</a></li>
       
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   author  = {feliachi, wolff and gaudel},
   title   = {Isabelle/Circus},
   journal = {Archive of Formal Proofs},
   month   = May,
   year    = 2012,
   note    = {\url{https://isa-afp.org/entries/Circus.html},
             Formal proof development},
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   <h1 >
     <span class='first'>C</span>losest <span class='first'>P</span>air of <span class='first'>P</span>oints <span class='first'>A</span>lgorithms</h1>
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-    <p><a href="../authors/rau">Martin Rau</a> <a href="mailto:martin.rau@tum.de">📧</a> and <a href="../authors/nipkow">Tobias Nipkow</a> <a href="http://www.in.tum.de/~nipkow">🌐</a>
+    <p><a href="../authors/rau">Martin Rau</a> <a href="mailto:martin.rau@tum.de">📧</a> and <a href="../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a>
     </p>
     
     
     <p class="date">January 13, 2020</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">This entry provides two related verified divide-and-conquer algorithms
 solving the fundamental <em>Closest Pair of Points</em>
 problem in Computational Geometry. Functional correctness and the
 optimal running time of <em>O</em>(<em>n</em> log <em>n</em>) are
 proved. Executable code is generated which is empirically competitive
 with handwritten reference implementations.</div>BSD License<h3>Change history</h3>
 
   <p>[2020-04-14] Incorporate Time_Monad of the AFP entry Root_Balanced_Tree.</p><h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/algorithms/geometry">Computer science/Algorithms/Geometry</a></li></ul>
   <h3>Theories of Closest_Pair_Points</h3>
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     <li><a href="../theories/closest_pair_points/#Common">Common</a></li>
     <li><a href="../theories/closest_pair_points/#Closest_Pair">Closest_Pair</a></li>
     <li><a href="../theories/closest_pair_points/#Closest_Pair_Alternative">Closest_Pair_Alternative</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/Akra_Bazzi.html">Akra_Bazzi</a></li><li><a href="../entries/Root_Balanced_Tree.html">Root_Balanced_Tree</a></li></ul>
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       <li><a href="../entries/Gale_Shapley.html">Gale-Shapley Algorithm</a></li>
       
       <li><a href="../entries/Sliding_Window_Algorithm.html">Formalization of an Algorithm for Greedily Computing Associative Aggregations on Sliding Windows</a></li>
       
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   author  = {rau and nipkow},
   title   = {Closest Pair of Points Algorithms},
   journal = {Archive of Formal Proofs},
   month   = January,
   year    = 2020,
   note    = {\url{https://isa-afp.org/entries/Closest_Pair_Points.html},
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     <span class='first'>C</span>oinductive</h1>
   <div>
     
-    <p><a href="../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de">🌐</a>
+    <p><a href="../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de/">🌐</a>
       with contributions from <a href="../authors/hoelzl">Johannes Hölzl</a> <a href="mailto:hoelzl@in.tum.de">📧</a>
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     <p class="date">February 12, 2010</p>
     
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 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">This article collects formalisations of general-purpose coinductive data types and sets. Currently, it contains coinductive natural numbers, coinductive lists, i.e. lazy lists or streams, infinite streams, coinductive terminated lists, coinductive resumptions, a library of operations on coinductive lists, and a version of König's lemma as an application for coinductive lists.<br>The initial theory was contributed by Paulson and Wenzel. Extensions and other coinductive formalisations of general interest are welcome.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/functional-programming">Computer science/Functional programming</a></li></ul>
   <h3>Theories of Coinductive</h3>
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     <li><a href="../theories/coinductive/#Coinductive_Nat">Coinductive_Nat</a></li>
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   author  = {lochbihler},
   title   = {Coinductive},
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   year    = 2010,
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   <meta name="viewport" content="width=device-width, initial-scale=1"><title>A Codatatype of Formal Languages - Archive of Formal Proofs</title><meta name="description" content="We define formal languages as a codataype of infinite trees branching over the alphabet. Each node in such a tree indicates whether the path to this node..."><meta property="og:title" content="A Codatatype of Formal Languages" />
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   <h1 >
     <span class='first'>A</span> <span class='first'>C</span>odatatype of <span class='first'>F</span>ormal <span class='first'>L</span>anguages</h1>
   <div>
     
-    <p><a href="../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io">🌐</a>
+    <p><a href="../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io/">🌐</a>
     </p>
     
     
     <p class="date">November 15, 2013</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process"><p>We define formal languages as a codataype of infinite trees
 branching over the alphabet. Each node in such a tree indicates whether the
 path to this node constitutes a word inside or outside of the language. This
 codatatype is isormorphic to the set of lists representation of languages,
 but caters for definitions by corecursion and proofs by coinduction.</p>
 <p>Regular operations on languages are then defined by primitive corecursion.
 A difficulty arises here, since the standard definitions of concatenation and
 iteration from the coalgebraic literature are not primitively
 corecursive-they require guardedness up-to union/concatenation.
 Without support for up-to corecursion, these operation must be defined as a
 composition of primitive ones (and proved being equal to the standard
 definitions). As an exercise in coinduction we also prove the axioms of
 Kleene algebra for the defined regular operations.</p>
 <p>Furthermore, a language for context-free grammars given by productions in
 Greibach normal form and an initial nonterminal is constructed by primitive
 corecursion, yielding an executable decision procedure for the word problem
 without further ado.</p></div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/automata-and-formal-languages">Computer science/Automata and formal languages</a></li></ul>
   <h3>Theories of Coinductive_Languages</h3>
   <ul>
     <li><a href="../theories/coinductive_languages/#Coinductive_Language">Coinductive_Language</a></li>
     <li><a href="../theories/coinductive_languages/#Coinductive_Regular_Set">Coinductive_Regular_Set</a></li>
     <li><a href="../theories/coinductive_languages/#Context_Free_Grammar">Context_Free_Grammar</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/Regular-Sets.html">Regular-Sets</a></li></ul>
   </div><div>
     <h3>Used by</h3>
     <ul class="horizontal-list"><li><a href="../entries/Formula_Derivatives.html">Formula_Derivatives</a></li></ul>
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     <h3>Related Entries</h3>
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       <li><a href="../entries/Algebraic_VCs.html">Program Construction and Verification Components Based on Kleene Algebra</a></li>
       
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   author  = {traytel},
   title   = {A Codatatype of Formal Languages},
   journal = {Archive of Formal Proofs},
   month   = November,
   year    = 2013,
   note    = {\url{https://isa-afp.org/entries/Coinductive_Languages.html},
             Formal proof development},
   ISSN    = {2150-914x},
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   <h1 >
     <span class='first'>C</span>ollections <span class='first'>F</span>ramework</h1>
   <div>
     
     <p><a href="../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a>
-      with contributions from <a href="../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de">🌐</a> and <a href="../authors/tuerk">Thomas Tuerk</a>
+      with contributions from <a href="../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de/">🌐</a> and <a href="../authors/tuerk">Thomas Tuerk</a>
     </p>
     
     
     <p class="date">November 25, 2009</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">This development provides an efficient, extensible, machine checked collections framework. The library adopts the concepts of interface, implementation and generic algorithm from object-oriented programming and implements them in Isabelle/HOL. The framework features the use of data refinement techniques to refine an abstract specification (using high-level concepts like sets) to a more concrete implementation (using collection datastructures, like red-black-trees). The code-generator of Isabelle/HOL can be used to generate efficient code.</div>BSD License<h3>Change history</h3>
 
   <p>[2010-10-08] New Interfaces: OrderedSet, OrderedMap, List.
 Fifo now implements list-interface: Function names changed: put/get --> enqueue/dequeue.
 New Implementations: ArrayList, ArrayHashMap, ArrayHashSet, TrieMap, TrieSet.
 Invariant-free datastructures: Invariant implicitely hidden in typedef.
 Record-interfaces: All operations of an interface encapsulated as record.
 Examples moved to examples subdirectory.<br>
 
 [2010-12-01] New Interfaces: Priority Queues, Annotated Lists. Implemented by finger trees, (skew) binomial queues.<br>
 
 [2011-10-10] SetSpec: Added operations: sng, isSng, bexists, size_abort, diff, filter, iterate_rule_insertP
 MapSpec: Added operations: sng, isSng, iterate_rule_insertP, bexists, size, size_abort, restrict,
 map_image_filter, map_value_image_filter
 Some maintenance changes<br>
 
 [2012-04-25] New iterator foundation by Tuerk. Various maintenance changes.<br>
 </p><h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/data-structures">Computer science/Data structures</a></li></ul>
   <h3>Theories of Collections</h3>
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     <li><a href="../theories/collections/#Sorted_List_Operations">Sorted_List_Operations</a></li>
     <li><a href="../theories/collections/#HashCode">HashCode</a></li>
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     <li><a href="../theories/collections/#SetIteratorOperations">SetIteratorOperations</a></li>
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       <pre id="copyText">@article{Collections-AFP,
   author  = {lammich},
   title   = {Collections Framework},
   journal = {Archive of Formal Proofs},
   month   = November,
   year    = 2009,
   note    = {\url{https://isa-afp.org/entries/Collections.html},
             Formal proof development},
   ISSN    = {2150-914x},
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diff --git a/web/entries/Comparison_Sort_Lower_Bound.html b/web/entries/Comparison_Sort_Lower_Bound.html
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   <meta name="viewport" content="width=device-width, initial-scale=1"><title>Lower bound on comparison-based sorting algorithms - Archive of Formal Proofs</title><meta name="description" content="This article contains a formal proof of the well-known fact that number of comparisons that a comparison-based sorting algorithm needs to perform to sort a..."><meta property="og:title" content="Lower bound on comparison-based sorting algorithms" />
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   <h1 >
     <span class='first'>L</span>ower <span class='first'>B</span>ound on <span class='first'>C</span>omparison-<span class='first'>B</span>ased <span class='first'>S</span>orting <span class='first'>A</span>lgorithms</h1>
   <div>
     
-    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a>
+    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a>
     </p>
     
     
     <p class="date">March 15, 2017</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process"><p>This article contains a formal proof of the well-known fact
 that number of comparisons that a comparison-based sorting algorithm
 needs to perform to sort a list of length <em>n</em> is at
 least <em>log<sub>2</sub>&nbsp;(n!)</em>
 in the worst case, i.&thinsp;e.&nbsp;<em>Ω(n log
 n)</em>.</p>  <p>For this purpose, a shallow
 embedding for comparison-based sorting algorithms is defined: a
 sorting algorithm is a recursive datatype containing either a HOL
 function or a query of a comparison oracle with a continuation
 containing the remaining computation. This makes it possible to force
 the algorithm to use only comparisons and to track the number of
 comparisons made.</p></div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/algorithms">Computer science/Algorithms</a></li></ul>
   <h3>Theories of Comparison_Sort_Lower_Bound</h3>
   <ul>
     <li><a href="../theories/comparison_sort_lower_bound/#Linorder_Relations">Linorder_Relations</a></li>
     <li><a href="../theories/comparison_sort_lower_bound/#Comparison_Sort_Lower_Bound">Comparison_Sort_Lower_Bound</a></li></ul><div class="flex-wrap"><div>
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       <li><a href="../entries/Generic_Join.html">Formalization of Multiway-Join Algorithms</a></li>
       
       <li><a href="../entries/Quick_Sort_Cost.html">The number of comparisons in QuickSort</a></li>
       
       <li><a href="../entries/PAL.html">Automating Public Announcement Logic and the Wise Men Puzzle in Isabelle/HOL</a></li>
       
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       <pre id="copyText">@article{Comparison_Sort_Lower_Bound-AFP,
   author  = {eberl},
   title   = {Lower bound on comparison-based sorting algorithms},
   journal = {Archive of Formal Proofs},
   month   = March,
   year    = 2017,
   note    = {\url{https://isa-afp.org/entries/Comparison_Sort_Lower_Bound.html},
             Formal proof development},
   ISSN    = {2150-914x},
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   <h1 >
     <span class='first'>C</span>ompiling <span class='first'>E</span>xceptions <span class='first'>C</span>orrectly</h1>
   <div>
     
-    <p><a href="../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a>
+    <p><a href="../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a>
     </p>
     
     
     <p class="date">July 9, 2004</p>
     
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 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">An exception compilation scheme that dynamically creates and removes exception handler entries on the stack. A formalization of an article of the same name by <a href="http://www.cs.nott.ac.uk/~gmh/">Hutton</a> and Wright.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/programming-languages/compiling">Computer science/Programming languages/Compiling</a></li></ul>
   <h3>Theories of Compiling-Exceptions-Correctly</h3>
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       <p style="display:none;" id="bibtexFileName">Compiling-Exceptions-Correctly-AFP</p>
       <pre id="copyText">@article{Compiling-Exceptions-Correctly-AFP,
   author  = {nipkow},
   title   = {Compiling Exceptions Correctly},
   journal = {Archive of Formal Proofs},
   month   = July,
   year    = 2004,
   note    = {\url{https://isa-afp.org/entries/Compiling-Exceptions-Correctly.html},
             Formal proof development},
   ISSN    = {2150-914x},
 }</pre>
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   <meta name="viewport" content="width=device-width, initial-scale=1"><title>Constructive Cryptography in HOL: the Communication Modeling Aspect - Archive of Formal Proofs</title><meta name="description" content="Constructive Cryptography (CC) [ICS 2011, TOSCA 2011, TCC 2016] introduces an abstract approach to composable security statements that allows one to focus..."><meta property="og:title" content="Constructive Cryptography in HOL: the Communication Modeling Aspect" />
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   <h1 >
     <span class='first'>C</span>onstructive <span class='first'>C</span>ryptography in <span class='first'>H</span><span class='first'>O</span><span class='first'>L</span>: <span class='first'>T</span>he <span class='first'>C</span>ommunication <span class='first'>M</span>odeling <span class='first'>A</span>spect</h1>
   <div>
     
-    <p><a href="../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de">🌐</a> and <a href="../authors/sefidgar">S. Reza Sefidgar</a>
+    <p><a href="../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de/">🌐</a> and <a href="../authors/sefidgar">S. Reza Sefidgar</a>
     </p>
     
     
     <p class="date">March 17, 2021</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">Constructive Cryptography (CC) [<a
 href="https://conference.iiis.tsinghua.edu.cn/ICS2011/content/papers/14.html">ICS
 2011</a>, <a
 href="https://doi.org/10.1007/978-3-642-27375-9_3">TOSCA
 2011</a>, <a
 href="https://doi.org/10.1007/978-3-662-53641-4_1">TCC
 2016</a>] introduces an abstract approach to composable security
 statements that allows one to focus on a particular aspect of security
 proofs at a time. Instead of proving the properties of concrete
 systems, CC studies system classes, i.e., the shared behavior of
 similar systems, and their transformations.  Modeling of systems
 communication plays a crucial role in composability and reusability of
 security statements; yet, this aspect has not been studied in any of
 the existing CC results. We extend our previous CC formalization
 [<a href="https://isa-afp.org/entries/Constructive_Cryptography.html">Constructive_Cryptography</a>,
 <a href="https://doi.org/10.1109/CSF.2019.00018">CSF
 2019</a>] with a new semantic domain called Fused Resource
 Templates (FRT) that abstracts over the systems communication patterns
 in CC proofs. This widens the scope of cryptography proof
 formalizations in the CryptHOL library [<a
 href="https://isa-afp.org/entries/CryptHOL.html">CryptHOL</a>,
 <a
 href="https://doi.org/10.1007/978-3-662-49498-1_20">ESOP
 2016</a>, <a
 href="https://doi.org/10.1007/s00145-019-09341-z">J
 Cryptol 2020</a>].  This formalization is described in <a
 href="http://www.andreas-lochbihler.de/pub/basin2021.pdf">Abstract
 Modeling of Systems Communication in Constructive Cryptography using
 CryptHOL</a>.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/security/cryptography">Computer science/Security/Cryptography</a></li><li><a href="../topics/mathematics/probability-theory">Mathematics/Probability theory</a></li></ul>
   <h3>Theories of Constructive_Cryptography_CM</h3>
   <ul>
     <li><a href="../theories/constructive_cryptography_cm/#More_CC">More_CC</a></li>
     <li><a href="../theories/constructive_cryptography_cm/#Observe_Failure">Observe_Failure</a></li>
     <li><a href="../theories/constructive_cryptography_cm/#Fold_Spmf">Fold_Spmf</a></li>
     <li><a href="../theories/constructive_cryptography_cm/#Fused_Resource">Fused_Resource</a></li>
     <li><a href="../theories/constructive_cryptography_cm/#State_Isomorphism">State_Isomorphism</a></li>
     <li><a href="../theories/constructive_cryptography_cm/#Construction_Utility">Construction_Utility</a></li>
     <li><a href="../theories/constructive_cryptography_cm/#Concrete_Security">Concrete_Security</a></li>
     <li><a href="../theories/constructive_cryptography_cm/#Asymptotic_Security">Asymptotic_Security</a></li>
     <li><a href="../theories/constructive_cryptography_cm/#Key">Key</a></li>
     <li><a href="../theories/constructive_cryptography_cm/#Channel">Channel</a></li>
     <li><a href="../theories/constructive_cryptography_cm/#One_Time_Pad">One_Time_Pad</a></li>
     <li><a href="../theories/constructive_cryptography_cm/#Diffie_Hellman_CC">Diffie_Hellman_CC</a></li>
     <li><a href="../theories/constructive_cryptography_cm/#DH_OTP">DH_OTP</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/Constructive_Cryptography.html">Constructive_Cryptography</a></li><li><a href="../entries/Game_Based_Crypto.html">Game_Based_Crypto</a></li><li><a href="../entries/Sigma_Commit_Crypto.html">Sigma_Commit_Crypto</a></li></ul>
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       <pre id="copyText">@article{Constructive_Cryptography_CM-AFP,
   author  = {lochbihler and sefidgar},
   title   = {Constructive Cryptography in HOL: the Communication Modeling Aspect},
   journal = {Archive of Formal Proofs},
   month   = March,
   year    = 2021,
   note    = {\url{https://isa-afp.org/entries/Constructive_Cryptography_CM.html},
             Formal proof development},
   ISSN    = {2150-914x},
 }</pre>
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   <h1 >
     <span class='first'>L</span>ight-<span class='first'>W</span>eight <span class='first'>C</span>ontainers</h1>
   <div>
     
-    <p><a href="../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de">🌐</a>
+    <p><a href="../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de/">🌐</a>
       with contributions from <a href="../authors/thiemann">René Thiemann</a> <a href="mailto:rene.thiemann@uibk.ac.at">📧</a>
     </p>
     
     
     <p class="date">April 15, 2013</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">This development provides a framework for container types like sets and maps such that generated code implements these containers with different (efficient) data structures.
 Thanks to type classes and refinement during code generation, this light-weight approach can seamlessly replace Isabelle's default setup for code generation.
 Heuristics automatically pick one of the available data structures depending on the type of elements to be stored, but users can also choose on their own.
 The extensible design permits to add more implementations at any time.
 <p>
 To support arbitrary nesting of sets, we define a linear order on sets based on a linear order of the elements and provide efficient implementations.
 It even allows to compare complements with non-complements.</div>BSD License<h3>Change history</h3>
 
   <p>[2013-07-11] add pretty printing for sets (revision 7f3f52c5f5fa)<br>
 
 [2014-07-08] add support for going from partial functions to mappings (revision 7a6fc957e8ed)<br>
 
 [2018-03-05] add two application examples: depth-first search and 2SAT (revision e5e1a1da2411)</p><h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/data-structures">Computer science/Data structures</a></li></ul>
   <h3>Theories of Containers</h3>
   <ul>
     <li><a href="../theories/containers/#Containers_Auxiliary">Containers_Auxiliary</a></li>
     <li><a href="../theories/containers/#Card_Datatype">Card_Datatype</a></li>
     <li><a href="../theories/containers/#List_Fusion">List_Fusion</a></li>
     <li><a href="../theories/containers/#Lexicographic_Order">Lexicographic_Order</a></li>
     <li><a href="../theories/containers/#Extend_Partial_Order">Extend_Partial_Order</a></li>
     <li><a href="../theories/containers/#Set_Linorder">Set_Linorder</a></li>
     <li><a href="../theories/containers/#Containers_Generator">Containers_Generator</a></li>
     <li><a href="../theories/containers/#Collection_Order">Collection_Order</a></li>
     <li><a href="../theories/containers/#List_Proper_Interval">List_Proper_Interval</a></li>
     <li><a href="../theories/containers/#Collection_Eq">Collection_Eq</a></li>
     <li><a href="../theories/containers/#Collection_Enum">Collection_Enum</a></li>
     <li><a href="../theories/containers/#Equal">Equal</a></li>
     <li><a href="../theories/containers/#RBT_ext">RBT_ext</a></li>
     <li><a href="../theories/containers/#RBT_Mapping2">RBT_Mapping2</a></li>
     <li><a href="../theories/containers/#AssocList">AssocList</a></li>
     <li><a href="../theories/containers/#DList_Set">DList_Set</a></li>
     <li><a href="../theories/containers/#RBT_Set2">RBT_Set2</a></li>
     <li><a href="../theories/containers/#Closure_Set">Closure_Set</a></li>
     <li><a href="../theories/containers/#Set_Impl">Set_Impl</a></li>
     <li><a href="../theories/containers/#Mapping_Impl">Mapping_Impl</a></li>
     <li><a href="../theories/containers/#Map_To_Mapping">Map_To_Mapping</a></li>
     <li><a href="../theories/containers/#Containers">Containers</a></li>
     <li><a href="../theories/containers/#Compatibility_Containers_Regular_Sets">Compatibility_Containers_Regular_Sets</a></li>
     <li><a href="../theories/containers/#Containers_Userguide">Containers_Userguide</a></li>
     <li><a href="../theories/containers/#Card_Datatype_Ex">Card_Datatype_Ex</a></li>
     <li><a href="../theories/containers/#Map_To_Mapping_Ex">Map_To_Mapping_Ex</a></li>
     <li><a href="../theories/containers/#TwoSat_Ex">TwoSat_Ex</a></li>
     <li><a href="../theories/containers/#Containers_DFS_Ex">Containers_DFS_Ex</a></li>
     <li><a href="../theories/containers/#Containers_TwoSat_Ex">Containers_TwoSat_Ex</a></li></ul>
   <h3>Theories of Containers-Benchmarks</h3>
   <ul>
     <li><a href="../theories/containers-benchmarks/#Benchmark_Bool">Benchmark_Bool</a></li>
     <li><a href="../theories/containers-benchmarks/#Benchmark_Comparison">Benchmark_Comparison</a></li>
     <li><a href="../theories/containers-benchmarks/#Benchmark_LC">Benchmark_LC</a></li>
     <li><a href="../theories/containers-benchmarks/#Benchmark_Default">Benchmark_Default</a></li>
     <li><a href="../theories/containers-benchmarks/#Benchmark_ICF">Benchmark_ICF</a></li>
     <li><a href="../theories/containers-benchmarks/#Benchmark_RBT">Benchmark_RBT</a></li>
     <li><a href="../theories/containers-benchmarks/#Benchmark_Set">Benchmark_Set</a></li>
     <li><a href="../theories/containers-benchmarks/#Benchmark_Set_Default">Benchmark_Set_Default</a></li>
     <li><a href="../theories/containers-benchmarks/#Benchmark_Set_LC">Benchmark_Set_LC</a></li>
     <li><a href="../theories/containers-benchmarks/#Clauses">Clauses</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/Automatic_Refinement.html">Automatic_Refinement</a></li><li><a href="../entries/Collections.html">Collections</a></li><li><a href="../entries/Deriving.html">Deriving</a></li><li><a href="../entries/Finger-Trees.html">Finger-Trees</a></li><li><a href="../entries/Regular-Sets.html">Regular-Sets</a></li><li><a href="../entries/Containers.html">Containers</a></li><li><a href="../entries/Trie.html">Trie</a></li></ul>
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     <h3>Used by</h3>
     <ul class="horizontal-list"><li><a href="../entries/Eval_FO.html">Eval_FO</a></li><li><a href="../entries/VYDRA_MDL.html">VYDRA_MDL</a></li><li><a href="../entries/AI_Planning_Languages_Semantics.html">AI_Planning_Languages_Semantics</a></li><li><a href="../entries/MFOTL_Monitor.html">MFOTL_Monitor</a></li><li><a href="../entries/Polynomial_Factorization.html">Polynomial_Factorization</a></li><li><a href="../entries/Containers.html">Containers</a></li><li><a href="../entries/Collections.html">Collections</a></li></ul>
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       <pre id="copyText">@article{Containers-AFP,
   author  = {lochbihler},
   title   = {Light-weight Containers},
   journal = {Archive of Formal Proofs},
   month   = April,
   year    = 2013,
   note    = {\url{https://isa-afp.org/entries/Containers.html},
             Formal proof development},
   ISSN    = {2150-914x},
 }</pre>
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   <meta name="viewport" content="width=device-width, initial-scale=1"><title>The Safely Composable DOM - Archive of Formal Proofs</title><meta name="description" content="In this AFP entry, we formalize the core of the Safely Composable
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   <h1 >
     <span class='first'>T</span>he <span class='first'>S</span>afely <span class='first'>C</span>omposable <span class='first'>D</span><span class='first'>O</span><span class='first'>M</span></h1>
   <div>
     
-    <p><a href="../authors/brucker">Achim D. Brucker</a> <a href="https://www.brucker.ch">🌐</a> and <a href="../authors/herzberg">Michael Herzberg</a> <a href="http://www.dcs.shef.ac.uk/cgi-bin/makeperson?M.Herzberg">🌐</a>
+    <p><a href="../authors/brucker">Achim D. Brucker</a> <a href="https://www.brucker.ch/">🌐</a> and <a href="../authors/herzberg">Michael Herzberg</a> <a href="http://www.dcs.shef.ac.uk/cgi-bin/makeperson?M.Herzberg">🌐</a>
     </p>
     
     
     <p class="date">September 28, 2020</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">In this AFP entry, we formalize the core of the Safely Composable
 Document Object Model (SC DOM). The SC DOM improve the standard DOM
 (as formalized in the AFP entry "Core DOM") by strengthening
 the tree boundaries set by shadow roots: in the SC DOM, the shadow
 root is a sub-class of the document class (instead of a base class).
 This modifications also results in changes to some API methods (e.g.,
 getOwnerDocument) to return the nearest shadow root rather than the
 document root. As a result, many API methods that, when called on a
 node inside a shadow tree, would previously ``break out''
 and return or modify nodes that are possibly outside the shadow tree,
 now stay within its boundaries. This change in behavior makes programs
 that operate on shadow trees more predictable for the developer and
 allows them to make more assumptions about other code accessing the
 DOM.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/data-structures">Computer science/Data structures</a></li></ul>
   <h3>Theories of Core_SC_DOM</h3>
   <ul>
     <li><a href="../theories/core_sc_dom/#Hiding_Type_Variables">Hiding_Type_Variables</a></li>
     <li><a href="../theories/core_sc_dom/#Ref">Ref</a></li>
     <li><a href="../theories/core_sc_dom/#Core_DOM_Basic_Datatypes">Core_DOM_Basic_Datatypes</a></li>
     <li><a href="../theories/core_sc_dom/#BaseClass">BaseClass</a></li>
     <li><a href="../theories/core_sc_dom/#Heap_Error_Monad">Heap_Error_Monad</a></li>
     <li><a href="../theories/core_sc_dom/#BaseMonad">BaseMonad</a></li>
     <li><a href="../theories/core_sc_dom/#ObjectPointer">ObjectPointer</a></li>
     <li><a href="../theories/core_sc_dom/#ObjectClass">ObjectClass</a></li>
     <li><a href="../theories/core_sc_dom/#ObjectMonad">ObjectMonad</a></li>
     <li><a href="../theories/core_sc_dom/#NodePointer">NodePointer</a></li>
     <li><a href="../theories/core_sc_dom/#NodeClass">NodeClass</a></li>
     <li><a href="../theories/core_sc_dom/#NodeMonad">NodeMonad</a></li>
     <li><a href="../theories/core_sc_dom/#ElementPointer">ElementPointer</a></li>
     <li><a href="../theories/core_sc_dom/#CharacterDataPointer">CharacterDataPointer</a></li>
     <li><a href="../theories/core_sc_dom/#DocumentPointer">DocumentPointer</a></li>
     <li><a href="../theories/core_sc_dom/#ShadowRootPointer">ShadowRootPointer</a></li>
     <li><a href="../theories/core_sc_dom/#ElementClass">ElementClass</a></li>
     <li><a href="../theories/core_sc_dom/#ElementMonad">ElementMonad</a></li>
     <li><a href="../theories/core_sc_dom/#CharacterDataClass">CharacterDataClass</a></li>
     <li><a href="../theories/core_sc_dom/#CharacterDataMonad">CharacterDataMonad</a></li>
     <li><a href="../theories/core_sc_dom/#DocumentClass">DocumentClass</a></li>
     <li><a href="../theories/core_sc_dom/#DocumentMonad">DocumentMonad</a></li>
     <li><a href="../theories/core_sc_dom/#Core_DOM_Functions">Core_DOM_Functions</a></li>
     <li><a href="../theories/core_sc_dom/#Core_DOM_Heap_WF">Core_DOM_Heap_WF</a></li>
     <li><a href="../theories/core_sc_dom/#Core_DOM">Core_DOM</a></li>
     <li><a href="../theories/core_sc_dom/#Testing_Utils">Testing_Utils</a></li>
     <li><a href="../theories/core_sc_dom/#Core_DOM_BaseTest">Core_DOM_BaseTest</a></li>
     <li><a href="../theories/core_sc_dom/#Document_adoptNode">Document_adoptNode</a></li>
     <li><a href="../theories/core_sc_dom/#Document_getElementById">Document_getElementById</a></li>
     <li><a href="../theories/core_sc_dom/#Node_insertBefore">Node_insertBefore</a></li>
     <li><a href="../theories/core_sc_dom/#Node_removeChild">Node_removeChild</a></li>
     <li><a href="../theories/core_sc_dom/#Core_DOM_Tests">Core_DOM_Tests</a></li></ul><div class="flex-wrap"><div>
     <h3>Used by</h3>
     <ul class="horizontal-list"><li><a href="../entries/Shadow_SC_DOM.html">Shadow_SC_DOM</a></li></ul>
   </div>
   
   <div>
     <h3>Related Entries</h3>
     <ul class="horizontal-list">
       
       <li><a href="../entries/Shadow_DOM.html">A Formal Model of the Document Object Model with Shadow Roots</a></li>
       
       <li><a href="../entries/Shadow_SC_DOM.html">A Formal Model of the Safely Composable Document Object Model with Shadow Roots</a></li>
       
       <li><a href="../entries/SC_DOM_Components.html">A Formalization of Safely Composable Web Components</a></li>
       
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   author  = {brucker and herzberg},
   title   = {The Safely Composable DOM},
   journal = {Archive of Formal Proofs},
   month   = September,
   year    = 2020,
   note    = {\url{https://isa-afp.org/entries/Core_SC_DOM.html},
             Formal proof development},
   ISSN    = {2150-914x},
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diff --git a/web/entries/Cotangent_PFD_Formula.html b/web/entries/Cotangent_PFD_Formula.html
--- a/web/entries/Cotangent_PFD_Formula.html
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   <meta name="viewport" content="width=device-width, initial-scale=1"><title>A Proof from THE BOOK: The Partial Fraction Expansion of the Cotangent - Archive of Formal Proofs</title><meta name="description" content="In this article, I formalise a proof from THE BOOK; namely a formula that was called ‘one of the most beautiful formulas involving elementary functions’:..."><meta property="og:title" content="A Proof from THE BOOK: The Partial Fraction Expansion of the Cotangent" />
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   <h1 >
     <span class='first'>A</span> <span class='first'>P</span>roof <span class='first'>F</span>rom the <span class='first'>B</span><span class='first'>O</span><span class='first'>O</span><span class='first'>K</span>: <span class='first'>T</span>he <span class='first'>P</span>artial <span class='first'>F</span>raction <span class='first'>E</span>xpansion of the <span class='first'>C</span>otangent</h1>
   <div>
     
-    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a>
+    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a>
     </p>
     
     
     <p class="date">March 15, 2022</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process"><p>In this article, I formalise a proof from <a
 href="https://dx.doi.org/10.1007/978-3-662-57265-8">THE
 BOOK</a>; namely a formula that was called ‘one of the most
 beautiful formulas involving elementary functions’:</p> \[\pi
 \cot(\pi z) = \frac{1}{z} + \sum_{n=1}^\infty\left(\frac{1}{z+n} +
 \frac{1}{z-n}\right)\] <p>The proof uses Herglotz's trick
 to show the real case and analytic continuation for the complex
 case.</p></div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/analysis">Mathematics/Analysis</a></li></ul>
   <h3>Theories of Cotangent_PFD_Formula</h3>
   <ul>
     <li><a href="../theories/cotangent_pfd_formula/#Cotangent_PFD_Formula">Cotangent_PFD_Formula</a></li></ul><div class="flex-wrap">
   
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       <pre id="copyText">@article{Cotangent_PFD_Formula-AFP,
   author  = {eberl},
   title   = {A Proof from THE BOOK: The Partial Fraction Expansion of the Cotangent},
   journal = {Archive of Formal Proofs},
   month   = March,
   year    = 2022,
   note    = {\url{https://isa-afp.org/entries/Cotangent_PFD_Formula.html},
             Formal proof development},
   ISSN    = {2150-914x},
 }</pre>
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diff --git a/web/entries/CryptHOL.html b/web/entries/CryptHOL.html
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   <h1 >
     <span class='first'>C</span>rypt<span class='first'>H</span><span class='first'>O</span><span class='first'>L</span></h1>
   <div>
     
-    <p><a href="../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de">🌐</a>
+    <p><a href="../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de/">🌐</a>
     </p>
     
     
     <p class="date">May 5, 2017</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process"><p>CryptHOL provides a framework for formalising cryptographic arguments
 in Isabelle/HOL. It shallowly embeds a probabilistic functional
 programming language in higher order logic. The language features
 monadic sequencing, recursion, random sampling, failures and failure
 handling, and black-box access to oracles. Oracles are probabilistic
 functions which maintain hidden state between different invocations.
 All operators are defined in the new semantic domain of
 generative probabilistic values, a codatatype. We derive proof rules for
 the operators and establish a connection with the theory of relational
 parametricity. Thus, the resuting proofs are trustworthy and
 comprehensible, and the framework is extensible and widely applicable.
 </p><p>
 The framework is used in the accompanying AFP entry "Game-based
 Cryptography in HOL". There, we show-case our framework by formalizing
 different game-based proofs from the literature. This formalisation
 continues the work described in the author's ESOP 2016 paper.</p></div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/security/cryptography">Computer science/Security/Cryptography</a></li><li><a href="../topics/computer-science/functional-programming">Computer science/Functional programming</a></li><li><a href="../topics/mathematics/probability-theory">Mathematics/Probability theory</a></li></ul>
   <h3>Theories of CryptHOL</h3>
   <ul>
     <li><a href="../theories/crypthol/#Misc_CryptHOL">Misc_CryptHOL</a></li>
     <li><a href="../theories/crypthol/#Set_Applicative">Set_Applicative</a></li>
     <li><a href="../theories/crypthol/#SPMF_Applicative">SPMF_Applicative</a></li>
     <li><a href="../theories/crypthol/#List_Bits">List_Bits</a></li>
     <li><a href="../theories/crypthol/#Environment_Functor">Environment_Functor</a></li>
     <li><a href="../theories/crypthol/#Partial_Function_Set">Partial_Function_Set</a></li>
     <li><a href="../theories/crypthol/#Negligible">Negligible</a></li>
     <li><a href="../theories/crypthol/#Resumption">Resumption</a></li>
     <li><a href="../theories/crypthol/#Generat">Generat</a></li>
     <li><a href="../theories/crypthol/#Generative_Probabilistic_Value">Generative_Probabilistic_Value</a></li>
     <li><a href="../theories/crypthol/#Computational_Model">Computational_Model</a></li>
     <li><a href="../theories/crypthol/#GPV_Expectation">GPV_Expectation</a></li>
     <li><a href="../theories/crypthol/#GPV_Bisim">GPV_Bisim</a></li>
     <li><a href="../theories/crypthol/#GPV_Applicative">GPV_Applicative</a></li>
     <li><a href="../theories/crypthol/#Cyclic_Group">Cyclic_Group</a></li>
     <li><a href="../theories/crypthol/#Cyclic_Group_SPMF">Cyclic_Group_SPMF</a></li>
     <li><a href="../theories/crypthol/#CryptHOL">CryptHOL</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/Applicative_Lifting.html">Applicative_Lifting</a></li><li><a href="../entries/Coinductive.html">Coinductive</a></li><li><a href="../entries/Landau_Symbols.html">Landau_Symbols</a></li><li><a href="../entries/Monad_Normalisation.html">Monad_Normalisation</a></li><li><a href="../entries/Monomorphic_Monad.html">Monomorphic_Monad</a></li><li><a href="../entries/Probabilistic_While.html">Probabilistic_While</a></li></ul>
   </div><div>
     <h3>Used by</h3>
     <ul class="horizontal-list"><li><a href="../entries/Sigma_Commit_Crypto.html">Sigma_Commit_Crypto</a></li><li><a href="../entries/Constructive_Cryptography.html">Constructive_Cryptography</a></li><li><a href="../entries/Game_Based_Crypto.html">Game_Based_Crypto</a></li></ul>
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       <pre id="copyText">@article{CryptHOL-AFP,
   author  = {lochbihler},
   title   = {CryptHOL},
   journal = {Archive of Formal Proofs},
   month   = May,
   year    = 2017,
   note    = {\url{https://isa-afp.org/entries/CryptHOL.html},
             Formal proof development},
   ISSN    = {2150-914x},
 }</pre>
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diff --git a/web/entries/DFS_Framework.html b/web/entries/DFS_Framework.html
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   <h1 >
     <span class='first'>A</span> <span class='first'>F</span>ramework for <span class='first'>V</span>erifying <span class='first'>D</span>epth-<span class='first'>F</span>irst <span class='first'>S</span>earch <span class='first'>A</span>lgorithms</h1>
   <div>
     
-    <p><a href="../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a> and <a href="../authors/neumann">René Neumann</a> <a href="mailto:neumannr@in.tum.de">📧</a>
+    <p><a href="../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a> and <a href="../authors/neumann">René Neumann</a> <a href="mailto:rene.neumann@in.tum.de">📧</a>
     </p>
     
     
     <p class="date">July 5, 2016</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process"><p>
 This entry presents a framework for the modular verification of
 DFS-based algorithms, which is described in our [CPP-2015] paper. It
 provides a generic DFS algorithm framework, that can be parameterized
 with user-defined actions on certain events (e.g. discovery of new
 node).  It comes with an extensible library of invariants, which can
 be used to derive invariants of a specific parameterization.  Using
 refinement techniques, efficient implementations of the algorithms can
 easily be derived. Here, the framework comes with templates for a
 recursive and a tail-recursive implementation, and also with several
 templates for implementing the data structures required by the DFS
 algorithm.  Finally, this entry contains a set of re-usable DFS-based
 algorithms, which illustrate the application of the framework.
 </p><p>
 [CPP-2015] Peter Lammich, René Neumann: A Framework for Verifying
 Depth-First Search Algorithms. CPP 2015: 137-146</p></div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/algorithms/graph">Computer science/Algorithms/Graph</a></li></ul>
   <h3>Theories of DFS_Framework</h3>
   <ul>
     <li><a href="../theories/dfs_framework/#DFS_Framework_Misc">DFS_Framework_Misc</a></li>
     <li><a href="../theories/dfs_framework/#DFS_Framework_Refine_Aux">DFS_Framework_Refine_Aux</a></li>
     <li><a href="../theories/dfs_framework/#Impl_Rev_Array_Stack">Impl_Rev_Array_Stack</a></li>
     <li><a href="../theories/dfs_framework/#On_Stack">On_Stack</a></li>
     <li><a href="../theories/dfs_framework/#DFS_Chapter_Framework">DFS_Chapter_Framework</a></li>
     <li><a href="../theories/dfs_framework/#Param_DFS">Param_DFS</a></li>
     <li><a href="../theories/dfs_framework/#DFS_Invars_Basic">DFS_Invars_Basic</a></li>
     <li><a href="../theories/dfs_framework/#DFS_Invars_SCC">DFS_Invars_SCC</a></li>
     <li><a href="../theories/dfs_framework/#General_DFS_Structure">General_DFS_Structure</a></li>
     <li><a href="../theories/dfs_framework/#Tailrec_Impl">Tailrec_Impl</a></li>
     <li><a href="../theories/dfs_framework/#Rec_Impl">Rec_Impl</a></li>
     <li><a href="../theories/dfs_framework/#Simple_Impl">Simple_Impl</a></li>
     <li><a href="../theories/dfs_framework/#Restr_Impl">Restr_Impl</a></li>
     <li><a href="../theories/dfs_framework/#DFS_Framework">DFS_Framework</a></li>
     <li><a href="../theories/dfs_framework/#DFS_Chapter_Examples">DFS_Chapter_Examples</a></li>
     <li><a href="../theories/dfs_framework/#Cyc_Check">Cyc_Check</a></li>
     <li><a href="../theories/dfs_framework/#DFS_Find_Path">DFS_Find_Path</a></li>
     <li><a href="../theories/dfs_framework/#Reachable_Nodes">Reachable_Nodes</a></li>
     <li><a href="../theories/dfs_framework/#Feedback_Arcs">Feedback_Arcs</a></li>
     <li><a href="../theories/dfs_framework/#Nested_DFS">Nested_DFS</a></li>
     <li><a href="../theories/dfs_framework/#Tarjan_LowLink">Tarjan_LowLink</a></li>
     <li><a href="../theories/dfs_framework/#Tarjan">Tarjan</a></li>
     <li><a href="../theories/dfs_framework/#DFS_All_Examples">DFS_All_Examples</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/CAVA_Automata.html">CAVA_Automata</a></li></ul>
   </div><div>
     <h3>Used by</h3>
     <ul class="horizontal-list"><li><a href="../entries/Transition_Systems_and_Automata.html">Transition_Systems_and_Automata</a></li><li><a href="../entries/Flow_Networks.html">Flow_Networks</a></li><li><a href="../entries/Refine_Imperative_HOL.html">Refine_Imperative_HOL</a></li><li><a href="../entries/CAVA_LTL_Modelchecker.html">CAVA_LTL_Modelchecker</a></li></ul>
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       <pre id="copyText">@article{DFS_Framework-AFP,
   author  = {lammich and neumann},
   title   = {A Framework for Verifying Depth-First Search Algorithms},
   journal = {Archive of Formal Proofs},
   month   = July,
   year    = 2016,
   note    = {\url{https://isa-afp.org/entries/DFS_Framework.html},
             Formal proof development},
   ISSN    = {2150-914x},
 }</pre>
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diff --git a/web/entries/DOM_Components.html b/web/entries/DOM_Components.html
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+++ b/web/entries/DOM_Components.html
@@ -1,183 +1,183 @@
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   <meta name="viewport" content="width=device-width, initial-scale=1"><title>A Formalization of Web Components - Archive of Formal Proofs</title><meta name="description" content="While the DOM with shadow trees provide the technical basis for
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   <h1 >
     <span class='first'>A</span> <span class='first'>F</span>ormalization of <span class='first'>W</span>eb <span class='first'>C</span>omponents</h1>
   <div>
     
-    <p><a href="../authors/brucker">Achim D. Brucker</a> <a href="https://www.brucker.ch">🌐</a> and <a href="../authors/herzberg">Michael Herzberg</a> <a href="http://www.dcs.shef.ac.uk/cgi-bin/makeperson?M.Herzberg">🌐</a>
+    <p><a href="../authors/brucker">Achim D. Brucker</a> <a href="https://www.brucker.ch/">🌐</a> and <a href="../authors/herzberg">Michael Herzberg</a> <a href="http://www.dcs.shef.ac.uk/cgi-bin/makeperson?M.Herzberg">🌐</a>
     </p>
     
     
     <p class="date">September 28, 2020</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">While the DOM with shadow trees provide the technical basis for
 defining web components, the DOM standard neither defines the concept
 of web components nor specifies the safety properties that web
 components should guarantee. Consequently, the standard also does not
 discuss how or even if the methods for modifying the DOM respect
 component boundaries.  In AFP entry, we present a formally verified
 model of web components and define safety properties which ensure that
 different web components can only interact with each other using
 well-defined interfaces. Moreover, our verification of the application
 programming interface (API) of the DOM revealed numerous invariants
 that implementations of the DOM API need to preserve to ensure the
 integrity of components.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/data-structures">Computer science/Data structures</a></li></ul>
   <h3>Theories of DOM_Components</h3>
   <ul>
     <li><a href="../theories/dom_components/#Core_DOM_Components">Core_DOM_Components</a></li>
     <li><a href="../theories/dom_components/#Shadow_DOM_Components">Shadow_DOM_Components</a></li>
     <li><a href="../theories/dom_components/#fancy_tabs">fancy_tabs</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/Shadow_DOM.html">Shadow_DOM</a></li></ul>
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     <h3>Related Entries</h3>
     <ul class="horizontal-list">
       
       <li><a href="../entries/SC_DOM_Components.html">A Formalization of Safely Composable Web Components</a></li>
       
       <li><a href="../entries/Shadow_DOM.html">A Formal Model of the Document Object Model with Shadow Roots</a></li>
       
       <li><a href="../entries/Shadow_SC_DOM.html">A Formal Model of the Safely Composable Document Object Model with Shadow Roots</a></li>
       
     </ul>
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       <pre id="copyText">@article{DOM_Components-AFP,
   author  = {brucker and herzberg},
   title   = {A Formalization of Web Components},
   journal = {Archive of Formal Proofs},
   month   = September,
   year    = 2020,
   note    = {\url{https://isa-afp.org/entries/DOM_Components.html},
             Formal proof development},
   ISSN    = {2150-914x},
 }</pre>
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   <h1 >
     <span class='first'>A</span> <span class='first'>V</span>erified <span class='first'>C</span>ompiler for <span class='first'>P</span>robability <span class='first'>D</span>ensity <span class='first'>F</span>unctions</h1>
   <div>
     
-    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a>, <a href="../authors/hoelzl">Johannes Hölzl</a> <a href="http://in.tum.de/~hoelzl">🌐</a> and <a href="../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a>
+    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a>, <a href="../authors/hoelzl">Johannes Hölzl</a> <a href="http://home.in.tum.de/~hoelzl">🌐</a> and <a href="../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a>
     </p>
     
     
     <p class="date">October 9, 2014</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process"><a href="https://doi.org/10.1007/978-3-642-36742-7_35">Bhat et al. [TACAS 2013]</a> developed an inductive compiler that computes
 density functions for probability spaces described by programs in a
 probabilistic functional language. In this work, we implement such a
 compiler for a modified version of this language within the theorem prover
 Isabelle and give a formal proof of its soundness w.r.t. the semantics of
 the source and target language.  Together with Isabelle's code generation
 for inductive predicates, this yields a fully verified, executable density
 compiler. The proof is done in two steps: First, an abstract compiler
 working with abstract functions modelled directly in the theorem prover's
 logic is defined and proved sound.  Then, this compiler is refined to a
 concrete version that returns a target-language expression.
 <p>
 An article with the same title and authors is published in the proceedings
 of ESOP 2015.
 A detailed presentation of this work can be found in the first author's
 master's thesis.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/probability-theory">Mathematics/Probability theory</a></li><li><a href="../topics/computer-science/programming-languages/compiling">Computer science/Programming languages/Compiling</a></li></ul>
   <h3>Theories of Density_Compiler</h3>
   <ul>
     <li><a href="../theories/density_compiler/#Density_Predicates">Density_Predicates</a></li>
     <li><a href="../theories/density_compiler/#PDF_Transformations">PDF_Transformations</a></li>
     <li><a href="../theories/density_compiler/#PDF_Values">PDF_Values</a></li>
     <li><a href="../theories/density_compiler/#PDF_Semantics">PDF_Semantics</a></li>
     <li><a href="../theories/density_compiler/#PDF_Density_Contexts">PDF_Density_Contexts</a></li>
     <li><a href="../theories/density_compiler/#PDF_Compiler_Pred">PDF_Compiler_Pred</a></li>
     <li><a href="../theories/density_compiler/#PDF_Target_Semantics">PDF_Target_Semantics</a></li>
     <li><a href="../theories/density_compiler/#PDF_Target_Density_Contexts">PDF_Target_Density_Contexts</a></li>
     <li><a href="../theories/density_compiler/#PDF_Compiler">PDF_Compiler</a></li></ul><div class="flex-wrap">
   
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     <h3>Related Entries</h3>
     <ul class="horizontal-list">
       
       <li><a href="../entries/CakeML_Codegen.html">A Verified Code Generator from Isabelle/HOL to CakeML</a></li>
       
       <li><a href="../entries/Lazy_Case.html">Lazifying case constants</a></li>
       
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   author  = {eberl, hoelzl and nipkow},
   title   = {A Verified Compiler for Probability Density Functions},
   journal = {Archive of Formal Proofs},
   month   = October,
   year    = 2014,
   note    = {\url{https://isa-afp.org/entries/Density_Compiler.html},
             Formal proof development},
   ISSN    = {2150-914x},
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   <h1 >
     <span class='first'>C</span>ompositional <span class='first'>S</span>ecurity-<span class='first'>P</span>reserving <span class='first'>R</span>efinement for <span class='first'>C</span>oncurrent <span class='first'>I</span>mperative <span class='first'>P</span>rograms</h1>
   <div>
     
-    <p><a href="../authors/murray">Toby Murray</a> <a href="http://people.eng.unimelb.edu.au/tobym/">🌐</a>, <a href="../authors/sison">Robert Sison</a>, <a href="../authors/pierzchalski">Edward Pierzchalski</a> and <a href="../authors/rizkallah">Christine Rizkallah</a> <a href="https://www.mpi-inf.mpg.de/~crizkall/">🌐</a>
+    <p><a href="../authors/murray">Toby Murray</a> <a href="https://people.eng.unimelb.edu.au/tobym/">🌐</a>, <a href="../authors/sison">Robert Sison</a>, <a href="../authors/pierzchalski">Edward Pierzchalski</a> and <a href="../authors/rizkallah">Christine Rizkallah</a> <a href="https://www.mpi-inf.mpg.de/~crizkall/">🌐</a>
     </p>
     
     
     <p class="date">June 28, 2016</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">The paper "Compositional Verification and Refinement of Concurrent
 Value-Dependent Noninterference" by Murray et. al. (CSF 2016) presents
 a compositional theory of refinement for a value-dependent
 noninterference property, defined in (Murray, PLAS 2015), for
 concurrent programs. This development formalises that refinement
 theory, and demonstrates its application on some small examples.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/security">Computer science/Security</a></li></ul>
   <h3>Theories of Dependent_SIFUM_Refinement</h3>
   <ul>
     <li><a href="../theories/dependent_sifum_refinement/#CompositionalRefinement">CompositionalRefinement</a></li>
     <li><a href="../theories/dependent_sifum_refinement/#Eg1">Eg1</a></li>
     <li><a href="../theories/dependent_sifum_refinement/#Eg1RefinementTrivial">Eg1RefinementTrivial</a></li>
     <li><a href="../theories/dependent_sifum_refinement/#Eg2">Eg2</a></li>
     <li><a href="../theories/dependent_sifum_refinement/#Eg1Eg2">Eg1Eg2</a></li>
     <li><a href="../theories/dependent_sifum_refinement/#Eg1Eg2RefinementSimple">Eg1Eg2RefinementSimple</a></li>
     <li><a href="../theories/dependent_sifum_refinement/#EgHighBranchRevC">EgHighBranchRevC</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/Dependent_SIFUM_Type_Systems.html">Dependent_SIFUM_Type_Systems</a></li></ul>
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     <h3>Related Entries</h3>
     <ul class="horizontal-list">
       
       <li><a href="../entries/Dependent_SIFUM_Type_Systems.html">A Dependent Security Type System for Concurrent Imperative Programs</a></li>
       
       <li><a href="../entries/Relational-Incorrectness-Logic.html">An Under-Approximate Relational Logic</a></li>
       
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       <pre id="copyText">@article{Dependent_SIFUM_Refinement-AFP,
   author  = {murray, sison, pierzchalski and rizkallah},
   title   = {Compositional Security-Preserving Refinement for Concurrent Imperative Programs},
   journal = {Archive of Formal Proofs},
   month   = June,
   year    = 2016,
   note    = {\url{https://isa-afp.org/entries/Dependent_SIFUM_Refinement.html},
             Formal proof development},
   ISSN    = {2150-914x},
 }</pre>
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   <h1 >
     <span class='first'>A</span> <span class='first'>D</span>ependent <span class='first'>S</span>ecurity <span class='first'>T</span>ype <span class='first'>S</span>ystem for <span class='first'>C</span>oncurrent <span class='first'>I</span>mperative <span class='first'>P</span>rograms</h1>
   <div>
     
-    <p><a href="../authors/murray">Toby Murray</a> <a href="http://people.eng.unimelb.edu.au/tobym/">🌐</a>, <a href="../authors/sison">Robert Sison</a>, <a href="../authors/pierzchalski">Edward Pierzchalski</a> and <a href="../authors/rizkallah">Christine Rizkallah</a> <a href="https://www.mpi-inf.mpg.de/~crizkall/">🌐</a>
+    <p><a href="../authors/murray">Toby Murray</a> <a href="https://people.eng.unimelb.edu.au/tobym/">🌐</a>, <a href="../authors/sison">Robert Sison</a>, <a href="../authors/pierzchalski">Edward Pierzchalski</a> and <a href="../authors/rizkallah">Christine Rizkallah</a> <a href="https://www.mpi-inf.mpg.de/~crizkall/">🌐</a>
     </p>
     
     
     <p class="date">June 25, 2016</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">The paper "Compositional Verification and Refinement of Concurrent
 Value-Dependent Noninterference" by Murray et. al. (CSF 2016) presents
 a dependent security type system for compositionally verifying a
 value-dependent noninterference property, defined in (Murray, PLAS
 2015), for concurrent programs. This development formalises that
 security definition, the type system and its soundness proof, and
 demonstrates its application on some small examples. It was derived
 from the SIFUM_Type_Systems AFP entry, by Sylvia Grewe, Heiko Mantel
 and Daniel Schoepe, and whose structure it inherits.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/security">Computer science/Security</a></li><li><a href="../topics/computer-science/programming-languages/type-systems">Computer science/Programming languages/Type systems</a></li></ul>
   <h3>Theories of Dependent_SIFUM_Type_Systems</h3>
   <ul>
     <li><a href="../theories/dependent_sifum_type_systems/#Preliminaries">Preliminaries</a></li>
     <li><a href="../theories/dependent_sifum_type_systems/#Security">Security</a></li>
     <li><a href="../theories/dependent_sifum_type_systems/#Compositionality">Compositionality</a></li>
     <li><a href="../theories/dependent_sifum_type_systems/#Language">Language</a></li>
     <li><a href="../theories/dependent_sifum_type_systems/#TypeSystem">TypeSystem</a></li>
     <li><a href="../theories/dependent_sifum_type_systems/#LocallySoundModeUse">LocallySoundModeUse</a></li>
     <li><a href="../theories/dependent_sifum_type_systems/#Example">Example</a></li>
     <li><a href="../theories/dependent_sifum_type_systems/#TypeSystemTactics">TypeSystemTactics</a></li>
     <li><a href="../theories/dependent_sifum_type_systems/#Example_TypeSystem">Example_TypeSystem</a></li>
     <li><a href="../theories/dependent_sifum_type_systems/#Example_Swap_Add">Example_Swap_Add</a></li></ul><div class="flex-wrap"><div>
     <h3>Used by</h3>
     <ul class="horizontal-list"><li><a href="../entries/Dependent_SIFUM_Refinement.html">Dependent_SIFUM_Refinement</a></li></ul>
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     <ul class="horizontal-list">
       
       <li><a href="../entries/Dependent_SIFUM_Refinement.html">Compositional Security-Preserving Refinement for Concurrent Imperative Programs</a></li>
       
       <li><a href="../entries/Strong_Security.html">A Formalization of Strong Security</a></li>
       
       <li><a href="../entries/Physical_Quantities.html">A Sound Type System for Physical Quantities, Units, and Measurements</a></li>
       
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   author  = {murray, sison, pierzchalski and rizkallah},
   title   = {A Dependent Security Type System for Concurrent Imperative Programs},
   journal = {Archive of Formal Proofs},
   month   = June,
   year    = 2016,
   note    = {\url{https://isa-afp.org/entries/Dependent_SIFUM_Type_Systems.html},
             Formal proof development},
   ISSN    = {2150-914x},
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diff --git a/web/entries/Descartes_Sign_Rule.html b/web/entries/Descartes_Sign_Rule.html
--- a/web/entries/Descartes_Sign_Rule.html
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   <meta name="viewport" content="width=device-width, initial-scale=1"><title>Descartes&#39; Rule of Signs - Archive of Formal Proofs</title><meta name="description" content=" Descartes&#39; Rule of Signs relates the number of positive real roots of a polynomial with the number of sign changes in its coefficient sequence.  Our proof..."><meta property="og:title" content="Descartes&#39; Rule of Signs" />
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   <h1 >
     <span class='first'>D</span>escartes' <span class='first'>R</span>ule of <span class='first'>S</span>igns</h1>
   <div>
     
-    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a>
+    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a>
     </p>
     
     
     <p class="date">December 28, 2015</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process"><p>
 Descartes' Rule of Signs relates the number of positive real roots of a
 polynomial with the number of sign changes in its coefficient sequence.
 </p><p>
 Our proof follows the simple inductive proof given by Rob Arthan, which was also
 used by John Harrison in his HOL Light formalisation. We proved most of the
 lemmas for arbitrary linearly-ordered integrity domains (e.g. integers,
 rationals, reals); the main result, however, requires the intermediate value
 theorem and was therefore only proven for real polynomials.
 </p></div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/analysis">Mathematics/Analysis</a></li></ul>
   <h3>Theories of Descartes_Sign_Rule</h3>
   <ul>
     <li><a href="../theories/descartes_sign_rule/#Descartes_Sign_Rule">Descartes_Sign_Rule</a></li></ul><div class="flex-wrap">
   
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     <h3>Related Entries</h3>
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       <li><a href="../entries/GaleStewart_Games.html">Gale-Stewart Games</a></li>
       
       <li><a href="../entries/Chandy_Lamport.html">A Formal Proof of The Chandy&ndash;Lamport Distributed Snapshot Algorithm</a></li>
       
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       <pre id="copyText">@article{Descartes_Sign_Rule-AFP,
   author  = {eberl},
   title   = {Descartes&#39; Rule of Signs},
   journal = {Archive of Formal Proofs},
   month   = December,
   year    = 2015,
   note    = {\url{https://isa-afp.org/entries/Descartes_Sign_Rule.html},
             Formal proof development},
   ISSN    = {2150-914x},
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diff --git a/web/entries/Differential_Game_Logic.html b/web/entries/Differential_Game_Logic.html
--- a/web/entries/Differential_Game_Logic.html
+++ b/web/entries/Differential_Game_Logic.html
@@ -1,186 +1,186 @@
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   <h1 >
     <span class='first'>D</span>ifferential <span class='first'>G</span>ame <span class='first'>L</span>ogic</h1>
   <div>
     
-    <p><a href="../authors/platzer">André Platzer</a> <a href="http://www.cs.cmu.edu/~aplatzer/">🌐</a>
+    <p><a href="../authors/platzer">André Platzer</a> <a href="https://www.cs.cmu.edu/~aplatzer/">🌐</a>
     </p>
     
     
     <p class="date">June 3, 2019</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">This formalization provides differential game logic (dGL), a logic for
 proving properties of hybrid game. In addition to the syntax and
 semantics, it formalizes a uniform substitution calculus for dGL.
 Church's uniform substitutions substitute a term or formula for a
 function or predicate symbol everywhere. The uniform substitutions for
 dGL also substitute hybrid games for a game symbol everywhere. We
 prove soundness of one-pass uniform substitutions and the axioms of
 differential game logic with respect to their denotational semantics.
 One-pass uniform substitutions are faster by postponing
 soundness-critical admissibility checks with a linear pass homomorphic
 application and regain soundness by a variable condition at the
 replacements.  The formalization is based on prior non-mechanized
 soundness proofs for dGL.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/programming-languages/logics">Computer science/Programming languages/Logics</a></li></ul>
   <h3>Theories of Differential_Game_Logic</h3>
   <ul>
     <li><a href="../theories/differential_game_logic/#Lib">Lib</a></li>
     <li><a href="../theories/differential_game_logic/#Identifiers">Identifiers</a></li>
     <li><a href="../theories/differential_game_logic/#Syntax">Syntax</a></li>
     <li><a href="../theories/differential_game_logic/#Denotational_Semantics">Denotational_Semantics</a></li>
     <li><a href="../theories/differential_game_logic/#Static_Semantics">Static_Semantics</a></li>
     <li><a href="../theories/differential_game_logic/#Coincidence">Coincidence</a></li>
     <li><a href="../theories/differential_game_logic/#USubst">USubst</a></li>
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   author  = {platzer},
   title   = {Differential Game Logic},
   journal = {Archive of Formal Proofs},
   month   = June,
   year    = 2019,
   note    = {\url{https://isa-afp.org/entries/Differential_Game_Logic.html},
             Formal proof development},
   ISSN    = {2150-914x},
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diff --git a/web/entries/Dirichlet_L.html b/web/entries/Dirichlet_L.html
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   <h1 >
     <span class='first'>D</span>irichlet <span class='first'>L</span>-<span class='first'>F</span>unctions and <span class='first'>D</span>irichlet's <span class='first'>T</span>heorem</h1>
   <div>
     
-    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a>
+    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a>
     </p>
     
     
     <p class="date">December 21, 2017</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process"><p>This article provides a formalisation of Dirichlet characters
 and Dirichlet <em>L</em>-functions including proofs of
 their basic properties &ndash; most notably their analyticity,
 their areas of convergence, and their non-vanishing for &Re;(s)
 &ge; 1. All of this is built in a very high-level style using
 Dirichlet series. The proof of the non-vanishing follows a very short
 and elegant proof by Newman, which we attempt to reproduce faithfully
 in a similar level of abstraction in Isabelle.</p> <p>This
 also leads to a relatively short proof of Dirichlet’s Theorem, which
 states that, if <em>h</em> and <em>n</em> are
 coprime, there are infinitely many primes <em>p</em> with
 <em>p</em> &equiv; <em>h</em> (mod
 <em>n</em>).</p></div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/number-theory">Mathematics/Number theory</a></li><li><a href="../topics/mathematics/algebra">Mathematics/Algebra</a></li></ul>
   <h3>Theories of Dirichlet_L</h3>
   <ul>
     <li><a href="../theories/dirichlet_l/#Multiplicative_Characters">Multiplicative_Characters</a></li>
     <li><a href="../theories/dirichlet_l/#Dirichlet_Characters">Dirichlet_Characters</a></li>
     <li><a href="../theories/dirichlet_l/#Dirichlet_L_Functions">Dirichlet_L_Functions</a></li>
     <li><a href="../theories/dirichlet_l/#Dirichlet_Theorem">Dirichlet_Theorem</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/Bertrands_Postulate.html">Bertrands_Postulate</a></li><li><a href="../entries/Dirichlet_Series.html">Dirichlet_Series</a></li><li><a href="../entries/Finitely_Generated_Abelian_Groups.html">Finitely_Generated_Abelian_Groups</a></li><li><a href="../entries/Landau_Symbols.html">Landau_Symbols</a></li><li><a href="../entries/Zeta_Function.html">Zeta_Function</a></li></ul>
   </div><div>
     <h3>Used by</h3>
     <ul class="horizontal-list"><li><a href="../entries/Gauss_Sums.html">Gauss_Sums</a></li></ul>
   </div>
   
   <div>
     <h3>Related Entries</h3>
     <ul class="horizontal-list">
       
       <li><a href="../entries/Prime_Number_Theorem.html">The Prime Number Theorem</a></li>
       
       <li><a href="../entries/Mason_Stothers.html">The Mason–Stothers Theorem</a></li>
       
       <li><a href="../entries/Zeta_Function.html">The Hurwitz and Riemann ζ Functions</a></li>
       
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       <pre id="copyText">@article{Dirichlet_L-AFP,
   author  = {eberl},
   title   = {Dirichlet L-Functions and Dirichlet&#39;s Theorem},
   journal = {Archive of Formal Proofs},
   month   = December,
   year    = 2017,
   note    = {\url{https://isa-afp.org/entries/Dirichlet_L.html},
             Formal proof development},
   ISSN    = {2150-914x},
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   <meta name="viewport" content="width=device-width, initial-scale=1"><title>Dirichlet Series - Archive of Formal Proofs</title><meta name="description" content="This entry is a formalisation of much of Chapters 2, 3, and 11 of Apostol&#39;s &amp;ldquo;Introduction to Analytic Number Theory&amp;rdquo;. This includes:..."><meta property="og:title" content="Dirichlet Series" />
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   <h1 >
     <span class='first'>D</span>irichlet <span class='first'>S</span>eries</h1>
   <div>
     
-    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a>
+    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a>
     </p>
     
     
     <p class="date">October 12, 2017</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">This entry is a formalisation of much of Chapters 2, 3, and 11 of
 Apostol's &ldquo;Introduction to Analytic Number
 Theory&rdquo;. This includes: <ul> <li>Definitions and
 basic properties for several number-theoretic functions (Euler's
 &phi;, M&ouml;bius &mu;, Liouville's &lambda;,
 the divisor function &sigma;, von Mangoldt's
 &Lambda;)</li> <li>Executable code for most of these
 functions, the most efficient implementations using the factoring
 algorithm by Thiemann <i>et al.</i></li>
 <li>Dirichlet products and formal Dirichlet series</li>
 <li>Analytic results connecting convergent formal Dirichlet
 series to complex functions</li> <li>Euler product
 expansions</li> <li>Asymptotic estimates of
 number-theoretic functions including the density of squarefree
 integers and the average number of divisors of a natural
 number</li> </ul> These results are useful as a basis for
 developing more number-theoretic results, such as the Prime Number
 Theorem.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/number-theory">Mathematics/Number theory</a></li></ul>
   <h3>Theories of Dirichlet_Series</h3>
   <ul>
     <li><a href="../theories/dirichlet_series/#Dirichlet_Misc">Dirichlet_Misc</a></li>
     <li><a href="../theories/dirichlet_series/#Multiplicative_Function">Multiplicative_Function</a></li>
     <li><a href="../theories/dirichlet_series/#Dirichlet_Product">Dirichlet_Product</a></li>
     <li><a href="../theories/dirichlet_series/#Dirichlet_Series">Dirichlet_Series</a></li>
     <li><a href="../theories/dirichlet_series/#Moebius_Mu">Moebius_Mu</a></li>
     <li><a href="../theories/dirichlet_series/#More_Totient">More_Totient</a></li>
     <li><a href="../theories/dirichlet_series/#Liouville_Lambda">Liouville_Lambda</a></li>
     <li><a href="../theories/dirichlet_series/#Divisor_Count">Divisor_Count</a></li>
     <li><a href="../theories/dirichlet_series/#Arithmetic_Summatory">Arithmetic_Summatory</a></li>
     <li><a href="../theories/dirichlet_series/#Partial_Summation">Partial_Summation</a></li>
     <li><a href="../theories/dirichlet_series/#Euler_Products">Euler_Products</a></li>
     <li><a href="../theories/dirichlet_series/#Dirichlet_Series_Analysis">Dirichlet_Series_Analysis</a></li>
     <li><a href="../theories/dirichlet_series/#Arithmetic_Summatory_Asymptotics">Arithmetic_Summatory_Asymptotics</a></li>
     <li><a href="../theories/dirichlet_series/#Dirichlet_Efficient_Code">Dirichlet_Efficient_Code</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/Euler_MacLaurin.html">Euler_MacLaurin</a></li><li><a href="../entries/Landau_Symbols.html">Landau_Symbols</a></li><li><a href="../entries/Polynomial_Factorization.html">Polynomial_Factorization</a></li></ul>
   </div><div>
     <h3>Used by</h3>
     <ul class="horizontal-list"><li><a href="../entries/Finite_Fields.html">Finite_Fields</a></li><li><a href="../entries/Gauss_Sums.html">Gauss_Sums</a></li><li><a href="../entries/Dirichlet_L.html">Dirichlet_L</a></li><li><a href="../entries/Zeta_Function.html">Zeta_Function</a></li></ul>
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     <h3>Related Entries</h3>
     <ul class="horizontal-list">
       
       <li><a href="../entries/Digit_Expansions.html">Digit Expansions</a></li>
       
       <li><a href="../entries/Gaussian_Integers.html">Gaussian Integers</a></li>
       
       <li><a href="../entries/Mersenne_Primes.html">Mersenne primes and the Lucas–Lehmer test</a></li>
       
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       <pre id="copyText">@article{Dirichlet_Series-AFP,
   author  = {eberl},
   title   = {Dirichlet Series},
   journal = {Archive of Formal Proofs},
   month   = October,
   year    = 2017,
   note    = {\url{https://isa-afp.org/entries/Dirichlet_Series.html},
             Formal proof development},
   ISSN    = {2150-914x},
 }</pre>
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diff --git a/web/entries/DiscretePricing.html b/web/entries/DiscretePricing.html
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   <meta name="viewport" content="width=device-width, initial-scale=1"><title>Pricing in discrete financial models - Archive of Formal Proofs</title><meta name="description" content="We have formalized the computation of fair prices for derivative products in discrete financial models. As an application, we derive a way to compute fair..."><meta property="og:title" content="Pricing in discrete financial models" />
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   <h1 >
     <span class='first'>P</span>ricing in <span class='first'>D</span>iscrete <span class='first'>F</span>inancial <span class='first'>M</span>odels</h1>
   <div>
     
-    <p><a href="../authors/echenim">Mnacho Echenim</a> <a href="http://lig-membres.imag.fr/mechenim/">🌐</a>
+    <p><a href="../authors/echenim">Mnacho Echenim</a> <a href="https://lig-membres.imag.fr/mechenim/">🌐</a>
     </p>
     
     
     <p class="date">July 16, 2018</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">We have formalized the computation of fair prices for derivative
 products in discrete financial models. As an application, we derive a
 way to compute fair prices of derivative products in the
 Cox-Ross-Rubinstein model of a financial market, thus completing the
 work that was presented in this <a
 href="https://hal.archives-ouvertes.fr/hal-01562944">paper</a>.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/probability-theory">Mathematics/Probability theory</a></li><li><a href="../topics/mathematics/games-and-economics">Mathematics/Games and economics</a></li></ul>
   <h3>Theories of DiscretePricing</h3>
   <ul>
     <li><a href="../theories/discretepricing/#Generated_Subalgebra">Generated_Subalgebra</a></li>
     <li><a href="../theories/discretepricing/#Filtration">Filtration</a></li>
     <li><a href="../theories/discretepricing/#Martingale">Martingale</a></li>
     <li><a href="../theories/discretepricing/#Disc_Cond_Expect">Disc_Cond_Expect</a></li>
     <li><a href="../theories/discretepricing/#Infinite_Coin_Toss_Space">Infinite_Coin_Toss_Space</a></li>
     <li><a href="../theories/discretepricing/#Geometric_Random_Walk">Geometric_Random_Walk</a></li>
     <li><a href="../theories/discretepricing/#Fair_Price">Fair_Price</a></li>
     <li><a href="../theories/discretepricing/#CRR_Model">CRR_Model</a></li>
     <li><a href="../theories/discretepricing/#Option_Price_Examples">Option_Price_Examples</a></li></ul><div class="flex-wrap">
   
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   author  = {echenim},
   title   = {Pricing in discrete financial models},
   journal = {Archive of Formal Proofs},
   month   = July,
   year    = 2018,
   note    = {\url{https://isa-afp.org/entries/DiscretePricing.html},
             Formal proof development},
   ISSN    = {2150-914x},
 }</pre>
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   <h1 >
     <span class='first'>P</span>arameterized <span class='first'>D</span>ynamic <span class='first'>T</span>ables</h1>
   <div>
     
-    <p><a href="../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a>
+    <p><a href="../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a>
     </p>
     
     
     <p class="date">June 7, 2015</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">This article formalizes the amortized analysis of dynamic tables
 parameterized with their minimal and maximal load factors and the
 expansion and contraction factors.
 <P>
 A full description is found in a
 <a href="http://www21.in.tum.de/~nipkow/pubs">companion paper</a>.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/data-structures">Computer science/Data structures</a></li></ul>
   <h3>Theories of Dynamic_Tables</h3>
   <ul>
     <li><a href="../theories/dynamic_tables/#Tables_real">Tables_real</a></li>
     <li><a href="../theories/dynamic_tables/#Tables_nat">Tables_nat</a></li></ul><div class="flex-wrap"><div>
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   author  = {nipkow},
   title   = {Parameterized Dynamic Tables},
   journal = {Archive of Formal Proofs},
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   <h1 >
     <span class='first'>T</span>he <span class='first'>T</span>ranscendence of <span class='first'>E</span></h1>
   <div>
     
-    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a>
+    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a>
     </p>
     
     
     <p class="date">January 12, 2017</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process"><p>This work contains a proof that Euler's number e is transcendental. The
 proof follows the standard approach of assuming that e is algebraic and
 then using a specific integer polynomial to derive two inconsistent bounds,
 leading to a contradiction.</p> <p>This kind of approach can be found in
 many different sources; this formalisation mostly follows a <a  href="http://planetmath.org/proofoflindemannweierstrasstheoremandthateandpiaretranscendental">PlanetMath article</a> by Roger Lipsett.</p></div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/analysis">Mathematics/Analysis</a></li><li><a href="../topics/mathematics/number-theory">Mathematics/Number theory</a></li></ul>
   <h3>Theories of E_Transcendental</h3>
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     <li><a href="../theories/e_transcendental/#E_Transcendental">E_Transcendental</a></li></ul><div class="flex-wrap"><div>
     <h3>Used by</h3>
     <ul class="horizontal-list"><li><a href="../entries/Zeta_3_Irrational.html">Zeta_3_Irrational</a></li><li><a href="../entries/Pi_Transcendental.html">Pi_Transcendental</a></li></ul>
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       <pre id="copyText">@article{E_Transcendental-AFP,
   author  = {eberl},
   title   = {The Transcendence of e},
   journal = {Archive of Formal Proofs},
   month   = January,
   year    = 2017,
   note    = {\url{https://isa-afp.org/entries/E_Transcendental.html},
             Formal proof development},
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   <h1 >
     <span class='first'>E</span>chelon <span class='first'>F</span>orm</h1>
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-    <p><a href="../authors/divason">Jose Divasón</a> <a href="http://www.unirioja.es/cu/jodivaso">🌐</a> and <a href="../authors/aransay">Jesús Aransay</a> <a href="http://www.unirioja.es/cu/jearansa">🌐</a>
+    <p><a href="../authors/divason">Jose Divasón</a> <a href="https://www.unirioja.es/cu/jodivaso/">🌐</a> and <a href="../authors/aransay">Jesús Aransay</a> <a href="https://www.unirioja.es/cu/jearansa">🌐</a>
     </p>
     
     
     <p class="date">February 12, 2015</p>
     
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 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">We formalize an algorithm to compute the Echelon Form of a matrix. We have proved its existence over Bézout domains and made it executable over Euclidean domains, such as the integer ring and the univariate polynomials over a field. This allows us to compute determinants, inverses and characteristic polynomials of matrices. The work is based on the HOL-Multivariate Analysis library, and on both the Gauss-Jordan and Cayley-Hamilton AFP entries. As a by-product, some algebraic structures have been implemented (principal ideal domains, Bézout domains...). The algorithm has been refined to immutable arrays and code can be generated to functional languages as well.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/algorithms/mathematical">Computer science/Algorithms/Mathematical</a></li><li><a href="../topics/mathematics/algebra">Mathematics/Algebra</a></li></ul>
   <h3>Theories of Echelon_Form</h3>
   <ul>
     <li><a href="../theories/echelon_form/#Rings2">Rings2</a></li>
     <li><a href="../theories/echelon_form/#Cayley_Hamilton_Compatible">Cayley_Hamilton_Compatible</a></li>
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     <li><a href="../theories/echelon_form/#Echelon_Form">Echelon_Form</a></li>
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   author  = {divason and aransay},
   title   = {Echelon Form},
   journal = {Archive of Formal Proofs},
   month   = February,
   year    = 2015,
   note    = {\url{https://isa-afp.org/entries/Echelon_Form.html},
             Formal proof development},
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   <h1 >
     <span class='first'>E</span>rgodic <span class='first'>T</span>heory</h1>
   <div>
     
     <p><a href="../authors/gouezel">Sebastien Gouezel</a> <a href="mailto:sebastien.gouezel@univ-rennes1.fr">📧</a>
-      with contributions from <a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a>
+      with contributions from <a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a>
     </p>
     
     
     <p class="date">December 1, 2015</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">Ergodic theory is the branch of mathematics that studies the behaviour of measure preserving transformations, in finite or infinite measure. It interacts both with probability theory (mainly through measure theory) and with geometry as a lot of interesting examples are from geometric origin. We implement the first definitions and theorems of ergodic theory, including notably Poicaré recurrence theorem for finite measure preserving systems (together with the notion of conservativity in general), induced maps, Kac's theorem, Birkhoff theorem (arguably the most important theorem in ergodic theory), and variations around it such as conservativity of the corresponding skew product, or Atkinson lemma.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/probability-theory">Mathematics/Probability theory</a></li></ul>
   <h3>Theories of Ergodic_Theory</h3>
   <ul>
     <li><a href="../theories/ergodic_theory/#SG_Library_Complement">SG_Library_Complement</a></li>
     <li><a href="../theories/ergodic_theory/#ME_Library_Complement">ME_Library_Complement</a></li>
     <li><a href="../theories/ergodic_theory/#Fekete">Fekete</a></li>
     <li><a href="../theories/ergodic_theory/#Asymptotic_Density">Asymptotic_Density</a></li>
     <li><a href="../theories/ergodic_theory/#Measure_Preserving_Transformations">Measure_Preserving_Transformations</a></li>
     <li><a href="../theories/ergodic_theory/#Recurrence">Recurrence</a></li>
     <li><a href="../theories/ergodic_theory/#Invariants">Invariants</a></li>
     <li><a href="../theories/ergodic_theory/#Ergodicity">Ergodicity</a></li>
     <li><a href="../theories/ergodic_theory/#Shift_Operator">Shift_Operator</a></li>
     <li><a href="../theories/ergodic_theory/#Kingman">Kingman</a></li>
     <li><a href="../theories/ergodic_theory/#Gouezel_Karlsson">Gouezel_Karlsson</a></li>
     <li><a href="../theories/ergodic_theory/#Kohlberg_Neyman_Karlsson">Kohlberg_Neyman_Karlsson</a></li>
     <li><a href="../theories/ergodic_theory/#Transfer_Operator">Transfer_Operator</a></li>
     <li><a href="../theories/ergodic_theory/#Normalizing_Sequences">Normalizing_Sequences</a></li></ul><div class="flex-wrap"><div>
     <h3>Used by</h3>
     <ul class="horizontal-list"><li><a href="../entries/Roth_Arithmetic_Progressions.html">Roth_Arithmetic_Progressions</a></li><li><a href="../entries/Laws_of_Large_Numbers.html">Laws_of_Large_Numbers</a></li><li><a href="../entries/Gromov_Hyperbolicity.html">Gromov_Hyperbolicity</a></li><li><a href="../entries/Lp.html">Lp</a></li></ul>
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   author  = {gouezel},
   title   = {Ergodic Theory},
   journal = {Archive of Formal Proofs},
   month   = December,
   year    = 2015,
   note    = {\url{https://isa-afp.org/entries/Ergodic_Theory.html},
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   <h1 >
     <span class='first'>T</span>he <span class='first'>E</span>rror <span class='first'>F</span>unction</h1>
   <div>
     
-    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a>
+    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a>
     </p>
     
     
     <p class="date">February 6, 2018</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process"><p> This entry provides the definitions and basic properties of
 the complex and real error function erf and the complementary error
 function erfc. Additionally, it gives their full asymptotic
 expansions. </p></div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/analysis">Mathematics/Analysis</a></li></ul>
   <h3>Theories of Error_Function</h3>
   <ul>
     <li><a href="../theories/error_function/#Error_Function">Error_Function</a></li>
     <li><a href="../theories/error_function/#Error_Function_Asymptotics">Error_Function_Asymptotics</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/Landau_Symbols.html">Landau_Symbols</a></li></ul>
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       <pre id="copyText">@article{Error_Function-AFP,
   author  = {eberl},
   title   = {The Error Function},
   journal = {Archive of Formal Proofs},
   month   = February,
   year    = 2018,
   note    = {\url{https://isa-afp.org/entries/Error_Function.html},
             Formal proof development},
   ISSN    = {2150-914x},
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diff --git a/web/entries/Euler_MacLaurin.html b/web/entries/Euler_MacLaurin.html
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   <h1 >
     <span class='first'>T</span>he <span class='first'>E</span>uler–<span class='first'>M</span>ac<span class='first'>L</span>aurin <span class='first'>F</span>ormula</h1>
   <div>
     
-    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a>
+    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a>
     </p>
     
     
     <p class="date">March 10, 2017</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process"><p>The Euler-MacLaurin formula relates the value of a
 discrete sum to that of the corresponding integral in terms of the
 derivatives at the borders of the summation and a remainder term.
 Since the remainder term is often very small as the summation bounds
 grow, this can be used to compute asymptotic expansions for
 sums.</p>  <p>This entry contains a proof of this formula
 for functions from the reals to an arbitrary Banach space. Two
 variants of the formula are given: the standard textbook version and a
 variant outlined in <em>Concrete Mathematics</em> that is
 more useful for deriving asymptotic estimates.</p>  <p>As
 example applications, we use that formula to derive the full
 asymptotic expansion of the harmonic numbers and the sum of inverse
 squares.</p></div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/analysis">Mathematics/Analysis</a></li></ul>
   <h3>Theories of Euler_MacLaurin</h3>
   <ul>
     <li><a href="../theories/euler_maclaurin/#Euler_MacLaurin">Euler_MacLaurin</a></li>
     <li><a href="../theories/euler_maclaurin/#Euler_MacLaurin_Landau">Euler_MacLaurin_Landau</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/Bernoulli.html">Bernoulli</a></li><li><a href="../entries/Landau_Symbols.html">Landau_Symbols</a></li></ul>
   </div><div>
     <h3>Used by</h3>
     <ul class="horizontal-list"><li><a href="../entries/Dirichlet_Series.html">Dirichlet_Series</a></li><li><a href="../entries/Zeta_Function.html">Zeta_Function</a></li></ul>
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       <pre id="copyText">@article{Euler_MacLaurin-AFP,
   author  = {eberl},
   title   = {The Euler–MacLaurin Formula},
   journal = {Archive of Formal Proofs},
   month   = March,
   year    = 2017,
   note    = {\url{https://isa-afp.org/entries/Euler_MacLaurin.html},
             Formal proof development},
   ISSN    = {2150-914x},
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   <h1 >
     <span class='first'>F</span>actorization of <span class='first'>P</span>olynomials <span class='first'>W</span>ith <span class='first'>A</span>lgebraic <span class='first'>C</span>oefficients</h1>
   <div>
     
-    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a> and <a href="../authors/thiemann">René Thiemann</a> <a href="mailto:rene.thiemann@uibk.ac.at">📧</a>
+    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a> and <a href="../authors/thiemann">René Thiemann</a> <a href="mailto:rene.thiemann@uibk.ac.at">📧</a>
     </p>
     
     
     <p class="date">November 8, 2021</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">The AFP already contains a verified implementation of algebraic
 numbers. However, it is has a severe limitation in its factorization
 algorithm of real and complex polynomials: the factorization is only
 guaranteed to succeed if the coefficients of the polynomial are
 rational numbers. In this work, we verify an algorithm to factor all
 real and complex polynomials whose coefficients are algebraic. The
 existence of such an algorithm proves in a constructive way that the
 set of complex algebraic numbers is algebraically closed. Internally,
 the algorithm is based on resultants of multivariate polynomials and
 an approximation algorithm using interval arithmetic.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/algebra">Mathematics/Algebra</a></li></ul>
   <h3>Theories of Factor_Algebraic_Polynomial</h3>
   <ul>
     <li><a href="../theories/factor_algebraic_polynomial/#Poly_Connection">Poly_Connection</a></li>
     <li><a href="../theories/factor_algebraic_polynomial/#MPoly_Divide">MPoly_Divide</a></li>
     <li><a href="../theories/factor_algebraic_polynomial/#MPoly_Divide_Code">MPoly_Divide_Code</a></li>
     <li><a href="../theories/factor_algebraic_polynomial/#MPoly_Container">MPoly_Container</a></li>
     <li><a href="../theories/factor_algebraic_polynomial/#Multivariate_Resultant">Multivariate_Resultant</a></li>
     <li><a href="../theories/factor_algebraic_polynomial/#Is_Int_To_Int">Is_Int_To_Int</a></li>
     <li><a href="../theories/factor_algebraic_polynomial/#Roots_of_Algebraic_Poly">Roots_of_Algebraic_Poly</a></li>
     <li><a href="../theories/factor_algebraic_polynomial/#Roots_of_Algebraic_Poly_Impl">Roots_of_Algebraic_Poly_Impl</a></li>
     <li><a href="../theories/factor_algebraic_polynomial/#Roots_via_IA">Roots_via_IA</a></li>
     <li><a href="../theories/factor_algebraic_polynomial/#Roots_of_Real_Complex_Poly">Roots_of_Real_Complex_Poly</a></li>
     <li><a href="../theories/factor_algebraic_polynomial/#Factor_Complex_Poly">Factor_Complex_Poly</a></li>
     <li><a href="../theories/factor_algebraic_polynomial/#Factor_Real_Poly">Factor_Real_Poly</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/Algebraic_Numbers.html">Algebraic_Numbers</a></li><li><a href="../entries/Hermite_Lindemann.html">Hermite_Lindemann</a></li><li><a href="../entries/Polynomials.html">Polynomials</a></li></ul>
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     <ul class="horizontal-list"><li><a href="../entries/Cubic_Quartic_Equations.html">Cubic_Quartic_Equations</a></li><li><a href="../entries/Linear_Recurrences.html">Linear_Recurrences</a></li></ul>
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       <pre id="copyText">@article{Factor_Algebraic_Polynomial-AFP,
   author  = {eberl and thiemann},
   title   = {Factorization of Polynomials with Algebraic Coefficients},
   journal = {Archive of Formal Proofs},
   month   = November,
   year    = 2021,
   note    = {\url{https://isa-afp.org/entries/Factor_Algebraic_Polynomial.html},
             Formal proof development},
   ISSN    = {2150-914x},
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   <h1 >
     <span class='first'>F</span>arkas' <span class='first'>L</span>emma and <span class='first'>M</span>otzkin's <span class='first'>T</span>ransposition <span class='first'>T</span>heorem</h1>
   <div>
     
-    <p><a href="../authors/bottesch">Ralph Bottesch</a> <a href="http://cl-informatik.uibk.ac.at/users/bottesch/">🌐</a>, <a href="../authors/haslbeck">Max W. Haslbeck</a> <a href="http://cl-informatik.uibk.ac.at/users/mhaslbeck/">🌐</a> and <a href="../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/~thiemann/">🌐</a>
+    <p><a href="../authors/bottesch">Ralph Bottesch</a> <a href="http://cl-informatik.uibk.ac.at/users/bottesch/">🌐</a>, <a href="../authors/haslbeck">Max W. Haslbeck</a> <a href="http://cl-informatik.uibk.ac.at/users/mhaslbeck/">🌐</a> and <a href="../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/users/thiemann/">🌐</a>
     </p>
     
     
     <p class="date">January 17, 2019</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">We formalize a proof of Motzkin's transposition theorem and
 Farkas' lemma in Isabelle/HOL. Our proof is based on the
 formalization of the simplex algorithm which, given a set of linear
 constraints, either returns a satisfying assignment to the problem or
 detects unsatisfiability. By reusing facts about the simplex algorithm
 we show that a set of linear constraints is unsatisfiable if and only
 if there is a linear combination of the constraints which evaluates to
 a trivially unsatisfiable inequality.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/algebra">Mathematics/Algebra</a></li></ul>
   <h3>Theories of Farkas</h3>
   <ul>
     <li><a href="../theories/farkas/#Farkas">Farkas</a></li>
     <li><a href="../theories/farkas/#Matrix_Farkas">Matrix_Farkas</a></li>
     <li><a href="../theories/farkas/#Simplex_for_Reals">Simplex_for_Reals</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/Jordan_Normal_Form.html">Jordan_Normal_Form</a></li><li><a href="../entries/Simplex.html">Simplex</a></li></ul>
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     <ul class="horizontal-list"><li><a href="../entries/Linear_Programming.html">Linear_Programming</a></li></ul>
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     <h3>Related Entries</h3>
     <ul class="horizontal-list">
       
       <li><a href="../entries/Smith_Normal_Form.html">A verified algorithm for computing the Smith normal form of a matrix</a></li>
       
       <li><a href="../entries/Linear_Programming.html">Linear Programming</a></li>
       
       <li><a href="../entries/Berlekamp_Zassenhaus.html">The Factorization Algorithm of Berlekamp and Zassenhaus</a></li>
       
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       <pre id="copyText">@article{Farkas-AFP,
   author  = {bottesch, haslbeck and thiemann},
   title   = {Farkas&#39; Lemma and Motzkin&#39;s Transposition Theorem},
   journal = {Archive of Formal Proofs},
   month   = January,
   year    = 2019,
   note    = {\url{https://isa-afp.org/entries/Farkas.html},
             Formal proof development},
   ISSN    = {2150-914x},
 }</pre>
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   <h1 >
     <span class='first'>F</span>eatherweight <span class='first'>O</span><span class='first'>C</span><span class='first'>L</span>: <span class='first'>A</span> <span class='first'>P</span>roposal for a <span class='first'>M</span>achine-<span class='first'>C</span>hecked <span class='first'>F</span>ormal <span class='first'>S</span>emantics for <span class='first'>O</span><span class='first'>C</span><span class='first'>L</span> 2.5</h1>
   <div>
     
-    <p><a href="../authors/brucker">Achim D. Brucker</a> <a href="mailto:brucker@spamfence.net">📧</a>, <a href="../authors/tuong">Frédéric Tuong</a> <a href="mailto:tuong@users.gforge.inria.fr">📧</a> and <a href="../authors/wolff">Burkhart Wolff</a> <a href="mailto:wolff@lri.fr">📧</a>
+    <p><a href="../authors/brucker">Achim D. Brucker</a> <a href="mailto:brucker@spamfence.net">📧</a>, <a href="../authors/tuong">Frédéric Tuong</a> <a href="mailto:tuong@users.gforge.inria.fr">📧</a> and <a href="../authors/wolff">Burkhart Wolff</a> <a href="mailto:burkhart.wolff@lri.fr">📧</a>
     </p>
     
     
     <p class="date">January 16, 2014</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">The Unified Modeling Language (UML) is one of the few
 modeling languages that is widely used in industry. While
 UML is mostly known as diagrammatic modeling language
 (e.g., visualizing class models), it is complemented by a
 textual language, called Object Constraint Language
 (OCL). The current version of OCL is based on a four-valued
 logic that turns UML into a formal language. Any type
 comprises the elements "invalid" and "null" which are
 propagated as strict and non-strict, respectively.
 Unfortunately, the former semi-formal semantics of this
 specification language, captured in the "Annex A" of the
 OCL standard, leads to different interpretations of corner
 cases. We formalize the core of OCL: denotational
 definitions, a logical calculus and operational rules that
 allow for the execution of OCL expressions by a mixture of
 term rewriting and code compilation. Our formalization
 reveals several inconsistencies and contradictions in the
 current version of the OCL standard. Overall, this document
 is intended to provide the basis for a machine-checked text
 "Annex A" of the OCL standard targeting at tool
 implementors.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/system-description-languages">Computer science/System description languages</a></li></ul>
   <h3>Theories of Featherweight_OCL</h3>
   <ul>
     <li><a href="../theories/featherweight_ocl/#UML_Types">UML_Types</a></li>
     <li><a href="../theories/featherweight_ocl/#UML_Logic">UML_Logic</a></li>
     <li><a href="../theories/featherweight_ocl/#UML_PropertyProfiles">UML_PropertyProfiles</a></li>
     <li><a href="../theories/featherweight_ocl/#UML_Boolean">UML_Boolean</a></li>
     <li><a href="../theories/featherweight_ocl/#UML_Void">UML_Void</a></li>
     <li><a href="../theories/featherweight_ocl/#UML_Integer">UML_Integer</a></li>
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     <li><a href="../theories/featherweight_ocl/#UML_Bag">UML_Bag</a></li>
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   author  = {brucker, tuong and wolff},
   title   = {Featherweight OCL: A Proposal for a Machine-Checked Formal Semantics for OCL 2.5},
   journal = {Archive of Formal Proofs},
   month   = January,
   year    = 2014,
   note    = {\url{https://isa-afp.org/entries/Featherweight_OCL.html},
             Formal proof development},
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   <h1 >
     <span class='first'>C</span>ode <span class='first'>G</span>eneration for <span class='first'>F</span>unctions as <span class='first'>D</span>ata</h1>
   <div>
     
-    <p><a href="../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de">🌐</a>
+    <p><a href="../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de/">🌐</a>
     </p>
     
     
     <p class="date">May 6, 2009</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">FinFuns are total functions that are constant except for a finite set of points, i.e. a generalisation of finite maps. They are formalised as a new type in Isabelle/HOL such that the code generator can handle equality tests and quantification on FinFuns. On the code output level, FinFuns are explicitly represented by constant functions and pointwise updates, similarly to associative lists. Inside the logic, they behave like ordinary functions with extensionality. Via the update/constant pattern, a recursion combinator and an induction rule for FinFuns allow for defining and reasoning about operators on FinFun that are also executable.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/data-structures">Computer science/Data structures</a></li></ul>
   <h3>Theories of FinFun</h3>
   <ul>
     <li><a href="../theories/finfun/#FinFun">FinFun</a></li>
     <li><a href="../theories/finfun/#FinFunPred">FinFunPred</a></li></ul><div class="flex-wrap"><div>
     <h3>Used by</h3>
     <ul class="horizontal-list"><li><a href="../entries/Extended_Finite_State_Machines.html">Extended_Finite_State_Machines</a></li><li><a href="../entries/Nominal2.html">Nominal2</a></li><li><a href="../entries/Launchbury.html">Launchbury</a></li><li><a href="../entries/JinjaThreads.html">JinjaThreads</a></li></ul>
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       <li><a href="../entries/Stream_Fusion_Code.html">Stream Fusion in HOL with Code Generation</a></li>
       
       <li><a href="../entries/Finite-Map-Extras.html">Finite Map Extras</a></li>
       
       <li><a href="../entries/ADS_Functor.html">Authenticated Data Structures As Functors</a></li>
       
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   author  = {lochbihler},
   title   = {Code Generation for Functions as Data},
   journal = {Archive of Formal Proofs},
   month   = May,
   year    = 2009,
   note    = {\url{https://isa-afp.org/entries/FinFun.html},
             Formal proof development},
   ISSN    = {2150-914x},
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diff --git a/web/entries/Finite_Automata_HF.html b/web/entries/Finite_Automata_HF.html
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   <h1 >
     <span class='first'>F</span>inite <span class='first'>A</span>utomata in <span class='first'>H</span>ereditarily <span class='first'>F</span>inite <span class='first'>S</span>et <span class='first'>T</span>heory</h1>
   <div>
     
-    <p><a href="../authors/paulson">Lawrence C. Paulson</a> <a href="http://www.cl.cam.ac.uk/~lp15/">🌐</a>
+    <p><a href="../authors/paulson">Lawrence C. Paulson</a> <a href="https://www.cl.cam.ac.uk/~lp15/">🌐</a>
     </p>
     
     
     <p class="date">February 5, 2015</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">Finite Automata, both deterministic and non-deterministic, for regular languages.
 The Myhill-Nerode Theorem. Closure under intersection, concatenation, etc.
 Regular expressions define regular languages. Closure under reversal;
 the powerset construction mapping NFAs to DFAs. Left and right languages; minimal DFAs.
 Brzozowski's minimization algorithm. Uniqueness up to isomorphism of minimal DFAs.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/automata-and-formal-languages">Computer science/Automata and formal languages</a></li></ul>
   <h3>Theories of Finite_Automata_HF</h3>
   <ul>
     <li><a href="../theories/finite_automata_hf/#Finite_Automata_HF">Finite_Automata_HF</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/HereditarilyFinite.html">HereditarilyFinite</a></li><li><a href="../entries/Regular-Sets.html">Regular-Sets</a></li></ul>
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       <li><a href="../entries/Myhill-Nerode.html">The Myhill-Nerode Theorem Based on Regular Expressions</a></li>
       
       <li><a href="../entries/Regular_Tree_Relations.html">Regular Tree Relations</a></li>
       
       <li><a href="../entries/MSO_Regex_Equivalence.html">Decision Procedures for MSO on Words Based on Derivatives of Regular Expressions</a></li>
       
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   author  = {paulson},
   title   = {Finite Automata in Hereditarily Finite Set Theory},
   journal = {Archive of Formal Proofs},
   month   = February,
   year    = 2015,
   note    = {\url{https://isa-afp.org/entries/Finite_Automata_HF.html},
             Formal proof development},
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     <span class='first'>F</span>initely <span class='first'>G</span>enerated <span class='first'>A</span>belian <span class='first'>G</span>roups</h1>
   <div>
     
-    <p><a href="../authors/thommes">Joseph Thommes</a> and <a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a>
+    <p><a href="../authors/thommes">Joseph Thommes</a> and <a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a>
     </p>
     
     
     <p class="date">July 7, 2021</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">This article deals with the formalisation of some group-theoretic
 results including the fundamental theorem of finitely generated
 abelian groups characterising the structure of these groups as a
 uniquely determined product of cyclic groups. Both the invariant
 factor decomposition and the primary decomposition are covered.
 Additional work includes results about the direct product, the
 internal direct product and more group-theoretic lemmas.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/algebra">Mathematics/Algebra</a></li></ul>
   <h3>Theories of Finitely_Generated_Abelian_Groups</h3>
   <ul>
     <li><a href="../theories/finitely_generated_abelian_groups/#Set_Multiplication">Set_Multiplication</a></li>
     <li><a href="../theories/finitely_generated_abelian_groups/#Miscellaneous_Groups">Miscellaneous_Groups</a></li>
     <li><a href="../theories/finitely_generated_abelian_groups/#Generated_Groups_Extend">Generated_Groups_Extend</a></li>
     <li><a href="../theories/finitely_generated_abelian_groups/#General_Auxiliary">General_Auxiliary</a></li>
     <li><a href="../theories/finitely_generated_abelian_groups/#IDirProds">IDirProds</a></li>
     <li><a href="../theories/finitely_generated_abelian_groups/#Finite_Product_Extend">Finite_Product_Extend</a></li>
     <li><a href="../theories/finitely_generated_abelian_groups/#Group_Hom">Group_Hom</a></li>
     <li><a href="../theories/finitely_generated_abelian_groups/#Finite_And_Cyclic_Groups">Finite_And_Cyclic_Groups</a></li>
     <li><a href="../theories/finitely_generated_abelian_groups/#DirProds">DirProds</a></li>
     <li><a href="../theories/finitely_generated_abelian_groups/#Group_Relations">Group_Relations</a></li>
     <li><a href="../theories/finitely_generated_abelian_groups/#Finitely_Generated_Abelian_Groups">Finitely_Generated_Abelian_Groups</a></li></ul><div class="flex-wrap"><div>
     <h3>Used by</h3>
     <ul class="horizontal-list"><li><a href="../entries/Dirichlet_L.html">Dirichlet_L</a></li></ul>
   </div>
   
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     <h3>Related Entries</h3>
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   author  = {thommes and eberl},
   title   = {Finitely Generated Abelian Groups},
   journal = {Archive of Formal Proofs},
   month   = July,
   year    = 2021,
   note    = {\url{https://isa-afp.org/entries/Finitely_Generated_Abelian_Groups.html},
             Formal proof development},
   ISSN    = {2150-914x},
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diff --git a/web/entries/Fishburn_Impossibility.html b/web/entries/Fishburn_Impossibility.html
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   <meta name="viewport" content="width=device-width, initial-scale=1"><title>The Incompatibility of Fishburn-Strategyproofness and Pareto-Efficiency - Archive of Formal Proofs</title><meta name="description" content="This formalisation contains the proof that there is no anonymous Social Choice Function for at least three agents and alternatives that fulfils both..."><meta property="og:title" content="The Incompatibility of Fishburn-Strategyproofness and Pareto-Efficiency" />
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   <h1 >
     <span class='first'>T</span>he <span class='first'>I</span>ncompatibility of <span class='first'>F</span>ishburn-<span class='first'>S</span>trategyproofness and <span class='first'>P</span>areto-<span class='first'>E</span>fficiency</h1>
   <div>
     
-    <p><a href="../authors/brandt">Felix Brandt</a> <a href="http://dss.in.tum.de/staff/brandt.html">🌐</a>, <a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a>, <a href="../authors/saile">Christian Saile</a> <a href="http://dss.in.tum.de/staff/christian-saile.html">🌐</a> and <a href="../authors/stricker">Christian Stricker</a> <a href="http://dss.in.tum.de/staff/christian-stricker.html">🌐</a>
+    <p><a href="../authors/brandt">Felix Brandt</a> <a href="http://dss.in.tum.de/staff/brandt.html">🌐</a>, <a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a>, <a href="../authors/saile">Christian Saile</a> <a href="http://dss.in.tum.de/staff/christian-saile.html">🌐</a> and <a href="../authors/stricker">Christian Stricker</a> <a href="http://dss.in.tum.de/staff/christian-stricker.html">🌐</a>
     </p>
     
     
     <p class="date">March 22, 2018</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process"><p>This formalisation contains the proof that there is no
 anonymous Social Choice Function for at least three agents and
 alternatives that fulfils both Pareto-Efficiency and
 Fishburn-Strategyproofness. It was derived from a proof of <a
 href="http://dss.in.tum.de/files/brandt-research/stratset.pdf">Brandt
 <em>et al.</em></a>, which relies on an unverified
 translation of a fixed finite instance of the original problem to SAT.
 This Isabelle proof contains a machine-checked version of both the
 statement for exactly three agents and alternatives and the lifting to
 the general case.</p></div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/games-and-economics">Mathematics/Games and economics</a></li></ul>
   <h3>Theories of Fishburn_Impossibility</h3>
   <ul>
     <li><a href="../theories/fishburn_impossibility/#Social_Choice_Functions">Social_Choice_Functions</a></li>
     <li><a href="../theories/fishburn_impossibility/#Fishburn_Impossibility">Fishburn_Impossibility</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/Randomised_Social_Choice.html">Randomised_Social_Choice</a></li></ul>
   </div>
   
   <div>
     <h3>Related Entries</h3>
     <ul class="horizontal-list">
       
       <li><a href="../entries/SDS_Impossibility.html">The Incompatibility of SD-Efficiency and SD-Strategy-Proofness</a></li>
       
       <li><a href="../entries/Parity_Game.html">Positional Determinacy of Parity Games</a></li>
       
       <li><a href="../entries/FOL_Seq_Calc1.html">A Sequent Calculus for First-Order Logic</a></li>
       
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       <pre id="copyText">@article{Fishburn_Impossibility-AFP,
   author  = {brandt, eberl, saile and stricker},
   title   = {The Incompatibility of Fishburn-Strategyproofness and Pareto-Efficiency},
   journal = {Archive of Formal Proofs},
   month   = March,
   year    = 2018,
   note    = {\url{https://isa-afp.org/entries/Fishburn_Impossibility.html},
             Formal proof development},
   ISSN    = {2150-914x},
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diff --git a/web/entries/Fisher_Yates.html b/web/entries/Fisher_Yates.html
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   <h1 >
     <span class='first'>F</span>isher–<span class='first'>Y</span>ates <span class='first'>S</span>huffle</h1>
   <div>
     
-    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a>
+    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a>
     </p>
     
     
     <p class="date">September 30, 2016</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process"><p>This work defines and proves the correctness of the Fisher–Yates
 algorithm for shuffling – i.e. producing a random permutation – of a
 list. The algorithm proceeds by traversing the list and in
 each step swapping the current element with a random element from the
 remaining list.</p></div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/algorithms">Computer science/Algorithms</a></li></ul>
   <h3>Theories of Fisher_Yates</h3>
   <ul>
     <li><a href="../theories/fisher_yates/#Fisher_Yates">Fisher_Yates</a></li></ul><div class="flex-wrap">
   
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   author  = {eberl},
   title   = {Fisher–Yates shuffle},
   journal = {Archive of Formal Proofs},
   month   = September,
   year    = 2016,
   note    = {\url{https://isa-afp.org/entries/Fisher_Yates.html},
             Formal proof development},
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   <h1 >
     <span class='first'>T</span>he <span class='first'>F</span>loyd-<span class='first'>W</span>arshall <span class='first'>A</span>lgorithm for <span class='first'>S</span>hortest <span class='first'>P</span>aths</h1>
   <div>
     
-    <p><a href="../authors/wimmer">Simon Wimmer</a> <a href="http://in.tum.de/~wimmers">🌐</a> and <a href="../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a>
+    <p><a href="../authors/wimmer">Simon Wimmer</a> <a href="http://home.in.tum.de/~wimmers/">🌐</a> and <a href="../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a>
     </p>
     
     
     <p class="date">May 8, 2017</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">The Floyd-Warshall algorithm [Flo62, Roy59, War62] is a classic
 dynamic programming algorithm to compute the length of all shortest
 paths between any two vertices in a graph (i.e. to solve the all-pairs
 shortest path problem, or APSP for short). Given a representation of
 the graph as a matrix of weights M, it computes another matrix M'
 which represents a graph with the same path lengths and contains the
 length of the shortest path between any two vertices i and j. This is
 only possible if the graph does not contain any negative cycles.
 However, in this case the Floyd-Warshall algorithm will detect the
 situation by calculating a negative diagonal entry. This entry
 includes a formalization of the algorithm and of these key properties.
 The algorithm is refined to an efficient imperative version using the
 Imperative Refinement Framework.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/algorithms/graph">Computer science/Algorithms/Graph</a></li></ul>
   <h3>Theories of Floyd_Warshall</h3>
   <ul>
     <li><a href="../theories/floyd_warshall/#Floyd_Warshall">Floyd_Warshall</a></li>
     <li><a href="../theories/floyd_warshall/#Recursion_Combinators">Recursion_Combinators</a></li>
     <li><a href="../theories/floyd_warshall/#FW_Code">FW_Code</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/Refine_Imperative_HOL.html">Refine_Imperative_HOL</a></li></ul>
   </div>
   
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     <h3>Related Entries</h3>
     <ul class="horizontal-list">
       
       <li><a href="../entries/Kruskal.html">Kruskal&rsquo;s Algorithm for Minimum Spanning Forest</a></li>
       
       <li><a href="../entries/Equivalence_Relation_Enumeration.html">Enumeration of Equivalence Relations</a></li>
       
       <li><a href="../entries/Dominance_CHK.html">A data flow analysis algorithm for computing dominators</a></li>
       
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   author  = {wimmer and lammich},
   title   = {The Floyd-Warshall Algorithm for Shortest Paths},
   journal = {Archive of Formal Proofs},
   month   = May,
   year    = 2017,
   note    = {\url{https://isa-afp.org/entries/Floyd_Warshall.html},
             Formal proof development},
   ISSN    = {2150-914x},
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diff --git a/web/entries/Flyspeck-Tame.html b/web/entries/Flyspeck-Tame.html
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   <meta name="viewport" content="width=device-width, initial-scale=1"><title>Flyspeck I: Tame Graphs - Archive of Formal Proofs</title><meta name="description" content="These theories present the verified enumeration of tame plane graphs as defined by Thomas C. Hales in his proof of the Kepler Conjecture in his book Dense..."><meta property="og:title" content="Flyspeck I: Tame Graphs" />
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   <h1 >
     <span class='first'>F</span>lyspeck <span class='first'>I</span>: <span class='first'>T</span>ame <span class='first'>G</span>raphs</h1>
   <div>
     
-    <p><a href="../authors/bauer">Gertrud Bauer</a> and <a href="../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a>
+    <p><a href="../authors/bauer">Gertrud Bauer</a> and <a href="../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a>
     </p>
     
     
     <p class="date">May 22, 2006</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">These theories present the verified enumeration of <i>tame</i> plane graphs
 as defined by Thomas C. Hales in his proof of the Kepler Conjecture in his
 book <i>Dense Sphere Packings. A Blueprint for Formal Proofs.</i> [CUP 2012].
 The values of the constants in the definition of tameness are identical to
 those in the <a href="https://code.google.com/p/flyspeck/">Flyspeck project</a>.
 The <a href="http://www21.in.tum.de/~nipkow/pubs/Flyspeck/">IJCAR 2006 paper by Nipkow, Bauer and Schultz</a> refers to the original version of Hales' proof,
 the <a href="http://www21.in.tum.de/~nipkow/pubs/itp11.html">ITP 2011 paper by Nipkow</a> refers to the Blueprint version of the proof.</div>BSD License<h3>Change history</h3>
 
   <p>[2010-11-02] modified theories to reflect the modified definition of tameness in Hales' revised proof.<br>
 
 [2014-07-03] modified constants in def of tameness and Archive according to the final state of the Flyspeck proof.</p><h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/graph-theory">Mathematics/Graph theory</a></li></ul>
   <h3>Theories of Flyspeck-Tame</h3>
   <ul>
     <li><a href="../theories/flyspeck-tame/#ListAux">ListAux</a></li>
     <li><a href="../theories/flyspeck-tame/#Quasi_Order">Quasi_Order</a></li>
     <li><a href="../theories/flyspeck-tame/#PlaneGraphIso">PlaneGraphIso</a></li>
     <li><a href="../theories/flyspeck-tame/#Rotation">Rotation</a></li>
     <li><a href="../theories/flyspeck-tame/#Graph">Graph</a></li>
     <li><a href="../theories/flyspeck-tame/#IArray_Syntax">IArray_Syntax</a></li>
     <li><a href="../theories/flyspeck-tame/#Enumerator">Enumerator</a></li>
     <li><a href="../theories/flyspeck-tame/#FaceDivision">FaceDivision</a></li>
     <li><a href="../theories/flyspeck-tame/#RTranCl">RTranCl</a></li>
     <li><a href="../theories/flyspeck-tame/#Plane">Plane</a></li>
     <li><a href="../theories/flyspeck-tame/#Plane1">Plane1</a></li>
     <li><a href="../theories/flyspeck-tame/#GraphProps">GraphProps</a></li>
     <li><a href="../theories/flyspeck-tame/#EnumeratorProps">EnumeratorProps</a></li>
     <li><a href="../theories/flyspeck-tame/#FaceDivisionProps">FaceDivisionProps</a></li>
     <li><a href="../theories/flyspeck-tame/#Invariants">Invariants</a></li>
     <li><a href="../theories/flyspeck-tame/#PlaneProps">PlaneProps</a></li>
     <li><a href="../theories/flyspeck-tame/#ListSum">ListSum</a></li>
     <li><a href="../theories/flyspeck-tame/#Tame">Tame</a></li>
     <li><a href="../theories/flyspeck-tame/#Plane1Props">Plane1Props</a></li>
     <li><a href="../theories/flyspeck-tame/#Generator">Generator</a></li>
     <li><a href="../theories/flyspeck-tame/#TameProps">TameProps</a></li>
     <li><a href="../theories/flyspeck-tame/#TameEnum">TameEnum</a></li>
     <li><a href="../theories/flyspeck-tame/#ScoreProps">ScoreProps</a></li>
     <li><a href="../theories/flyspeck-tame/#LowerBound">LowerBound</a></li>
     <li><a href="../theories/flyspeck-tame/#GeneratorProps">GeneratorProps</a></li>
     <li><a href="../theories/flyspeck-tame/#TameEnumProps">TameEnumProps</a></li>
     <li><a href="../theories/flyspeck-tame/#Worklist">Worklist</a></li>
     <li><a href="../theories/flyspeck-tame/#Maps">Maps</a></li>
     <li><a href="../theories/flyspeck-tame/#Arch">Arch</a></li>
     <li><a href="../theories/flyspeck-tame/#ArchCompAux">ArchCompAux</a></li>
     <li><a href="../theories/flyspeck-tame/#ArchCompProps">ArchCompProps</a></li>
     <li><a href="../theories/flyspeck-tame/#Relative_Completeness">Relative_Completeness</a></li></ul>
   <h3>Theories of Flyspeck-Tame-Computation</h3>
   <ul>
     <li><a href="../theories/flyspeck-tame-computation/#ArchComp">ArchComp</a></li>
     <li><a href="../theories/flyspeck-tame-computation/#Completeness">Completeness</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/Trie.html">Trie</a></li><li><a href="../entries/Flyspeck-Tame.html">Flyspeck-Tame</a></li></ul>
   </div><div>
     <h3>Used by</h3>
     <ul class="horizontal-list"><li><a href="../entries/Flyspeck-Tame.html">Flyspeck-Tame</a></li></ul>
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       <li><a href="../entries/Perfect-Number-Thm.html">Perfect Number Theorem</a></li>
       
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       <pre id="copyText">@article{Flyspeck-Tame-AFP,
   author  = {bauer and nipkow},
   title   = {Flyspeck I: Tame Graphs},
   journal = {Archive of Formal Proofs},
   month   = May,
   year    = 2006,
   note    = {\url{https://isa-afp.org/entries/Flyspeck-Tame.html},
             Formal proof development},
   ISSN    = {2150-914x},
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diff --git a/web/entries/Forcing.html b/web/entries/Forcing.html
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   <meta name="viewport" content="width=device-width, initial-scale=1"><title>Formalization of Forcing in Isabelle/ZF - Archive of Formal Proofs</title><meta name="description" content="We formalize the theory of forcing in the set theory framework of
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   <h1 >
     <span class='first'>F</span>ormalization of <span class='first'>F</span>orcing in <span class='first'>I</span>sabelle/<span class='first'>Z</span><span class='first'>F</span></h1>
   <div>
     
-    <p><a href="../authors/gunther">Emmanuel Gunther</a> <a href="mailto:gunther@famaf.unc.edu.ar">📧</a>, <a href="../authors/pagano">Miguel Pagano</a> <a href="https://cs.famaf.unc.edu.ar/~mpagano/">🌐</a> and <a href="../authors/terraf">Pedro Sánchez Terraf</a> <a href="https://cs.famaf.unc.edu.ar/~pedro/home_en">🌐</a>
+    <p><a href="../authors/gunther">Emmanuel Gunther</a> <a href="mailto:gunther@famaf.unc.edu.ar">📧</a>, <a href="../authors/pagano">Miguel Pagano</a> <a href="https://cs.famaf.unc.edu.ar/~mpagano/">🌐</a> and <a href="../authors/terraf">Pedro Sánchez Terraf</a> <a href="https://cs.famaf.unc.edu.ar/~pedro/home_en.html">🌐</a>
     </p>
     
     
     <p class="date">May 6, 2020</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">We formalize the theory of forcing in the set theory framework of
 Isabelle/ZF. Under the assumption of the existence of a countable
 transitive model of ZFC, we construct a proper generic extension and
 show that the latter also satisfies ZFC.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/logic/set-theory">Logic/Set theory</a></li></ul>
   <h3>Theories of Forcing</h3>
   <ul>
     <li><a href="../theories/forcing/#Utils">Utils</a></li>
     <li><a href="../theories/forcing/#Forcing_Notions">Forcing_Notions</a></li>
     <li><a href="../theories/forcing/#Pointed_DC">Pointed_DC</a></li>
     <li><a href="../theories/forcing/#Rasiowa_Sikorski">Rasiowa_Sikorski</a></li>
     <li><a href="../theories/forcing/#Nat_Miscellanea">Nat_Miscellanea</a></li>
     <li><a href="../theories/forcing/#Internalizations">Internalizations</a></li>
     <li><a href="../theories/forcing/#Recursion_Thms">Recursion_Thms</a></li>
     <li><a href="../theories/forcing/#Relative_Univ">Relative_Univ</a></li>
     <li><a href="../theories/forcing/#Synthetic_Definition">Synthetic_Definition</a></li>
     <li><a href="../theories/forcing/#Interface">Interface</a></li>
     <li><a href="../theories/forcing/#Forcing_Data">Forcing_Data</a></li>
     <li><a href="../theories/forcing/#Internal_ZFC_Axioms">Internal_ZFC_Axioms</a></li>
     <li><a href="../theories/forcing/#Renaming">Renaming</a></li>
     <li><a href="../theories/forcing/#Renaming_Auto">Renaming_Auto</a></li>
     <li><a href="../theories/forcing/#Names">Names</a></li>
     <li><a href="../theories/forcing/#FrecR">FrecR</a></li>
     <li><a href="../theories/forcing/#Arities">Arities</a></li>
     <li><a href="../theories/forcing/#Forces_Definition">Forces_Definition</a></li>
     <li><a href="../theories/forcing/#Forcing_Theorems">Forcing_Theorems</a></li>
     <li><a href="../theories/forcing/#Separation_Rename">Separation_Rename</a></li>
     <li><a href="../theories/forcing/#Separation_Axiom">Separation_Axiom</a></li>
     <li><a href="../theories/forcing/#Pairing_Axiom">Pairing_Axiom</a></li>
     <li><a href="../theories/forcing/#Union_Axiom">Union_Axiom</a></li>
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   author  = {gunther, pagano and terraf},
   title   = {Formalization of Forcing in Isabelle/ZF},
   journal = {Archive of Formal Proofs},
   month   = May,
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   ISSN    = {2150-914x},
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   <h1 >
     <span class='first'>F</span>ormal <span class='first'>P</span>uiseux <span class='first'>S</span>eries</h1>
   <div>
     
-    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a>
+    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a>
     </p>
     
     
     <p class="date">February 17, 2021</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process"><p>Formal Puiseux series are generalisations of formal power
 series and formal Laurent series that also allow for fractional
 exponents. They have the following general form: \[\sum_{i=N}^\infty
 a_{i/d} X^{i/d}\] where <em>N</em> is an integer and
 <em>d</em> is a positive integer.</p> <p>This
 entry defines these series including their basic algebraic properties.
 Furthermore, it proves the Newton–Puiseux Theorem, namely that the
 Puiseux series over an algebraically closed field of characteristic 0
 are also algebraically closed.</p></div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/algebra">Mathematics/Algebra</a></li></ul>
   <h3>Theories of Formal_Puiseux_Series</h3>
   <ul>
     <li><a href="../theories/formal_puiseux_series/#Puiseux_Polynomial_Library">Puiseux_Polynomial_Library</a></li>
     <li><a href="../theories/formal_puiseux_series/#Puiseux_Laurent_Library">Puiseux_Laurent_Library</a></li>
     <li><a href="../theories/formal_puiseux_series/#FPS_Hensel">FPS_Hensel</a></li>
     <li><a href="../theories/formal_puiseux_series/#Formal_Puiseux_Series">Formal_Puiseux_Series</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/Polynomial_Interpolation.html">Polynomial_Interpolation</a></li></ul>
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       <li><a href="../entries/Factor_Algebraic_Polynomial.html">Factorization of Polynomials with Algebraic Coefficients</a></li>
       
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   author  = {eberl},
   title   = {Formal Puiseux Series},
   journal = {Archive of Formal Proofs},
   month   = February,
   year    = 2021,
   note    = {\url{https://isa-afp.org/entries/Formal_Puiseux_Series.html},
             Formal proof development},
   ISSN    = {2150-914x},
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   <h1 >
     <span class='first'>D</span>erivatives of <span class='first'>L</span>ogical <span class='first'>F</span>ormulas</h1>
   <div>
     
-    <p><a href="../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io">🌐</a>
+    <p><a href="../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io/">🌐</a>
     </p>
     
     
     <p class="date">May 28, 2015</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">We formalize new decision procedures for WS1S, M2L(Str), and Presburger
 Arithmetics. Formulas of these logics denote regular languages. Unlike
 traditional decision procedures, we do <em>not</em> translate formulas into automata
 (nor into regular expressions), at least not explicitly. Instead we devise
 notions of derivatives (inspired by Brzozowski derivatives for regular
 expressions) that operate on formulas directly and compute a syntactic
 bisimulation using these derivatives. The treatment of Boolean connectives and
 quantifiers is uniform for all mentioned logics and is abstracted into a
 locale. This locale is then instantiated by different atomic formulas and their
 derivatives (which may differ even for the same logic under different encodings
 of interpretations as formal words).
 <p>
 The WS1S instance is described in the draft paper <a
 href="https://people.inf.ethz.ch/trayteld/papers/csl15-ws1s_derivatives/index.html">A
 Coalgebraic Decision Procedure for WS1S</a> by the author.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/automata-and-formal-languages">Computer science/Automata and formal languages</a></li><li><a href="../topics/logic/general-logic/decidability-of-theories">Logic/General logic/Decidability of theories</a></li></ul>
   <h3>Theories of Formula_Derivatives</h3>
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     <li><a href="../theories/formula_derivatives/#While_Default">While_Default</a></li>
     <li><a href="../theories/formula_derivatives/#FSet_More">FSet_More</a></li>
     <li><a href="../theories/formula_derivatives/#Automaton">Automaton</a></li>
     <li><a href="../theories/formula_derivatives/#Abstract_Formula">Abstract_Formula</a></li>
     <li><a href="../theories/formula_derivatives/#WS1S_Prelim">WS1S_Prelim</a></li>
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     <li><a href="../theories/formula_derivatives/#WS1S_Alt_Formula">WS1S_Alt_Formula</a></li>
     <li><a href="../theories/formula_derivatives/#Presburger_Formula">Presburger_Formula</a></li>
     <li><a href="../theories/formula_derivatives/#WS1S_Presburger_Equivalence">WS1S_Presburger_Equivalence</a></li>
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   <h3>Theories of Formula_Derivatives-Examples</h3>
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     <li><a href="../theories/formula_derivatives-examples/#WS1S_Examples">WS1S_Examples</a></li>
     <li><a href="../theories/formula_derivatives-examples/#WS1S_Alt_Examples">WS1S_Alt_Examples</a></li>
     <li><a href="../theories/formula_derivatives-examples/#Presburger_Examples">Presburger_Examples</a></li>
     <li><a href="../theories/formula_derivatives-examples/#WS1S_Presburger_Examples">WS1S_Presburger_Examples</a></li>
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     <ul class="horizontal-list"><li><a href="../entries/Coinductive_Languages.html">Coinductive_Languages</a></li><li><a href="../entries/Deriving.html">Deriving</a></li><li><a href="../entries/List-Index.html">List-Index</a></li><li><a href="../entries/Formula_Derivatives.html">Formula_Derivatives</a></li><li><a href="../entries/Show.html">Show</a></li></ul>
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       <pre id="copyText">@article{Formula_Derivatives-AFP,
   author  = {traytel},
   title   = {Derivatives of Logical Formulas},
   journal = {Archive of Formal Proofs},
   month   = May,
   year    = 2015,
   note    = {\url{https://isa-afp.org/entries/Formula_Derivatives.html},
             Formal proof development},
   ISSN    = {2150-914x},
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   <h1 >
     <span class='first'>F</span>ree <span class='first'>B</span>oolean <span class='first'>A</span>lgebra</h1>
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-    <p><a href="../authors/huffman">Brian Huffman</a> <a href="http://web.cecs.pdx.edu/~brianh/">🌐</a>
+    <p><a href="../authors/huffman">Brian Huffman</a> <a href="http://cs.pdx.edu/~brianh/">🌐</a>
     </p>
     
     
     <p class="date">March 29, 2010</p>
     
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 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">This theory defines a type constructor representing the free Boolean algebra over a set of generators. Values of type (α)<i>formula</i> represent propositional formulas with uninterpreted variables from type α, ordered by implication. In addition to all the standard Boolean algebra operations, the library also provides a function for building homomorphisms to any other Boolean algebra type.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/logic/general-logic/classical-propositional-logic">Logic/General logic/Classical propositional logic</a></li></ul>
   <h3>Theories of Free-Boolean-Algebra</h3>
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   <h1 >
     <span class='first'>F</span>un <span class='first'>W</span>ith <span class='first'>F</span>unctions</h1>
   <div>
     
-    <p><a href="../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a>
+    <p><a href="../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a>
     </p>
     
     
     <p class="date">August 26, 2008</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">This is a collection of cute puzzles of the form ``Show that if a function satisfies the following constraints, it must be ...'' Please add further examples to this collection!</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/misc">Mathematics/Misc</a></li></ul>
   <h3>Theories of FunWithFunctions</h3>
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   author  = {nipkow},
   title   = {Fun With Functions},
   journal = {Archive of Formal Proofs},
   month   = August,
   year    = 2008,
   note    = {\url{https://isa-afp.org/entries/FunWithFunctions.html},
             Formal proof development},
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diff --git a/web/entries/FunWithTilings.html b/web/entries/FunWithTilings.html
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   <h1 >
     <span class='first'>F</span>un <span class='first'>W</span>ith <span class='first'>T</span>ilings</h1>
   <div>
     
-    <p><a href="../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a> and <a href="../authors/paulson">Lawrence C. Paulson</a> <a href="http://www.cl.cam.ac.uk/~lp15/">🌐</a>
+    <p><a href="../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a> and <a href="../authors/paulson">Lawrence C. Paulson</a> <a href="https://www.cl.cam.ac.uk/~lp15/">🌐</a>
     </p>
     
     
     <p class="date">November 7, 2008</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">Tilings are defined inductively. It is shown that one form of mutilated chess board cannot be tiled with dominoes, while another one can be tiled with L-shaped tiles. Please add further fun examples of this kind!</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/misc">Mathematics/Misc</a></li></ul>
   <h3>Theories of FunWithTilings</h3>
   <ul>
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       <li><a href="../entries/Ackermanns_not_PR.html">Ackermann&rsquo;s Function Is Not Primitive Recursive</a></li>
       
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   author  = {nipkow and paulson},
   title   = {Fun With Tilings},
   journal = {Archive of Formal Proofs},
   month   = November,
   year    = 2008,
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             Formal proof development},
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diff --git a/web/entries/Functional-Automata.html b/web/entries/Functional-Automata.html
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   <h1 >
     <span class='first'>F</span>unctional <span class='first'>A</span>utomata</h1>
   <div>
     
-    <p><a href="../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a>
+    <p><a href="../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a>
     </p>
     
     
     <p class="date">March 30, 2004</p>
     
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 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">This theory defines deterministic and nondeterministic automata in a functional representation: the transition function/relation and the finality predicate are just functions. Hence the state space may be infinite. It is shown how to convert regular expressions into such automata. A scanner (generator) is implemented with the help of functional automata: the scanner chops the input up into longest recognized substrings. Finally we also show how to convert a certain subclass of functional automata (essentially the finite deterministic ones) into regular sets.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/automata-and-formal-languages">Computer science/Automata and formal languages</a></li></ul>
   <h3>Theories of Functional-Automata</h3>
   <ul>
     <li><a href="../theories/functional-automata/#AutoProj">AutoProj</a></li>
     <li><a href="../theories/functional-automata/#DA">DA</a></li>
     <li><a href="../theories/functional-automata/#NA">NA</a></li>
     <li><a href="../theories/functional-automata/#NAe">NAe</a></li>
     <li><a href="../theories/functional-automata/#Automata">Automata</a></li>
     <li><a href="../theories/functional-automata/#RegExp2NA">RegExp2NA</a></li>
     <li><a href="../theories/functional-automata/#RegExp2NAe">RegExp2NAe</a></li>
     <li><a href="../theories/functional-automata/#AutoRegExp">AutoRegExp</a></li>
     <li><a href="../theories/functional-automata/#MaxPrefix">MaxPrefix</a></li>
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     <li><a href="../theories/functional-automata/#AutoMaxChop">AutoMaxChop</a></li>
     <li><a href="../theories/functional-automata/#RegSet_of_nat_DA">RegSet_of_nat_DA</a></li>
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   <meta name="viewport" content="width=device-width, initial-scale=1"><title>A Verified Functional Implementation of Bachmair and Ganzinger&#39;s Ordered Resolution Prover - Archive of Formal Proofs</title><meta name="description" content="This Isabelle/HOL formalization refines the abstract ordered resolution prover presented in Section 4.3 of Bachmair and Ganzinger&#39;s &#34;Resolution Theorem..."><meta property="og:title" content="A Verified Functional Implementation of Bachmair and Ganzinger&#39;s Ordered Resolution Prover" />
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   <h1 >
     <span class='first'>A</span> <span class='first'>V</span>erified <span class='first'>F</span>unctional <span class='first'>I</span>mplementation of <span class='first'>B</span>achmair and <span class='first'>G</span>anzinger's <span class='first'>O</span>rdered <span class='first'>R</span>esolution <span class='first'>P</span>rover</h1>
   <div>
     
-    <p><a href="../authors/schlichtkrull">Anders Schlichtkrull</a> <a href="https://people.compute.dtu.dk/andschl/">🌐</a>, <a href="../authors/blanchette">Jasmin Christian Blanchette</a> <a href="mailto:j.c.blanchette@vu.nl">📧</a> and <a href="../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io">🌐</a>
+    <p><a href="../authors/schlichtkrull">Anders Schlichtkrull</a> <a href="https://people.compute.dtu.dk/andschl/">🌐</a>, <a href="../authors/blanchette">Jasmin Christian Blanchette</a> <a href="mailto:j.c.blanchette@vu.nl">📧</a> and <a href="../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io/">🌐</a>
     </p>
     
     
     <p class="date">November 23, 2018</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">This Isabelle/HOL formalization refines the abstract ordered
 resolution prover  presented in Section 4.3 of Bachmair and
 Ganzinger's "Resolution Theorem Proving" chapter in the
 <i>Handbook of Automated Reasoning</i>. The result is a
 functional implementation of a first-order prover.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/logic/general-logic/mechanization-of-proofs">Logic/General logic/Mechanization of proofs</a></li></ul>
   <h3>Theories of Functional_Ordered_Resolution_Prover</h3>
   <ul>
     <li><a href="../theories/functional_ordered_resolution_prover/#Weighted_FO_Ordered_Resolution_Prover">Weighted_FO_Ordered_Resolution_Prover</a></li>
     <li><a href="../theories/functional_ordered_resolution_prover/#Deterministic_FO_Ordered_Resolution_Prover">Deterministic_FO_Ordered_Resolution_Prover</a></li>
     <li><a href="../theories/functional_ordered_resolution_prover/#IsaFoR_Term">IsaFoR_Term</a></li>
     <li><a href="../theories/functional_ordered_resolution_prover/#Executable_Subsumption">Executable_Subsumption</a></li>
     <li><a href="../theories/functional_ordered_resolution_prover/#Executable_FO_Ordered_Resolution_Prover">Executable_FO_Ordered_Resolution_Prover</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/First_Order_Terms.html">First_Order_Terms</a></li><li><a href="../entries/Knuth_Bendix_Order.html">Knuth_Bendix_Order</a></li><li><a href="../entries/Lambda_Free_RPOs.html">Lambda_Free_RPOs</a></li><li><a href="../entries/Nested_Multisets_Ordinals.html">Nested_Multisets_Ordinals</a></li><li><a href="../entries/Open_Induction.html">Open_Induction</a></li><li><a href="../entries/Ordered_Resolution_Prover.html">Ordered_Resolution_Prover</a></li><li><a href="../entries/Polynomial_Factorization.html">Polynomial_Factorization</a></li></ul>
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       <li><a href="../entries/FOL_Seq_Calc3.html">A Naive Prover for First-Order Logic</a></li>
       
       <li><a href="../entries/Ordered_Resolution_Prover.html">Formalization of Bachmair and Ganzinger&rsquo;s Ordered Resolution Prover</a></li>
       
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   author  = {schlichtkrull, blanchette and traytel},
   title   = {A Verified Functional Implementation of Bachmair and Ganzinger&#39;s Ordered Resolution Prover},
   journal = {Archive of Formal Proofs},
   month   = November,
   year    = 2018,
   note    = {\url{https://isa-afp.org/entries/Functional_Ordered_Resolution_Prover.html},
             Formal proof development},
   ISSN    = {2150-914x},
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diff --git a/web/entries/Furstenberg_Topology.html b/web/entries/Furstenberg_Topology.html
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   <h1 >
     <span class='first'>F</span>urstenberg's <span class='first'>T</span>opology and <span class='first'>H</span>is <span class='first'>P</span>roof of the <span class='first'>I</span>nfinitude of <span class='first'>P</span>rimes</h1>
   <div>
     
-    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a>
+    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a>
     </p>
     
     
     <p class="date">March 22, 2020</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process"><p>This article gives a formal version of Furstenberg's
 topological proof of the infinitude of primes. He defines a topology
 on the integers based on arithmetic progressions (or, equivalently,
 residue classes). Using some fairly obvious properties of this
 topology, the infinitude of primes is then easily obtained.</p>
 <p>Apart from this, this topology is also fairly ‘nice’ in
 general: it is second countable, metrizable, and perfect. All of these
 (well-known) facts are formally proven, including an explicit metric
 for the topology given by Zulfeqarr.</p></div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/number-theory">Mathematics/Number theory</a></li></ul>
   <h3>Theories of Furstenberg_Topology</h3>
   <ul>
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   author  = {eberl},
   title   = {Furstenberg&#39;s topology and his proof of the infinitude of primes},
   journal = {Archive of Formal Proofs},
   month   = March,
   year    = 2020,
   note    = {\url{https://isa-afp.org/entries/Furstenberg_Topology.html},
             Formal proof development},
   ISSN    = {2150-914x},
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     <span class='first'>G</span>ale-<span class='first'>S</span>tewart <span class='first'>G</span>ames</h1>
   <div>
     
-    <p><a href="../authors/joosten">Sebastiaan J. C. Joosten</a> <a href="https://sjcjoosten.nl">🌐</a>
+    <p><a href="../authors/joosten">Sebastiaan J. C. Joosten</a> <a href="https://sjcjoosten.nl/">🌐</a>
     </p>
     
     
     <p class="date">April 23, 2021</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">This is a formalisation of the main result of Gale and Stewart from
 1953, showing that closed finite games are determined. This property
 is now known as the Gale Stewart Theorem. While the original paper
 shows some additional theorems as well, we only formalize this main
 result, but do so in a somewhat general way. We formalize games of a
 fixed arbitrary length, including infinite length, using co-inductive
 lists, and show that defensive strategies exist unless the other
 player is winning. For closed games, defensive strategies are winning
 for the closed player, proving that such games are determined. For
 finite games, which are a special case in our formalisation, all games
 are closed.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/games-and-economics">Mathematics/Games and economics</a></li></ul>
   <h3>Theories of GaleStewart_Games</h3>
   <ul>
     <li><a href="../theories/galestewart_games/#MoreCoinductiveList2">MoreCoinductiveList2</a></li>
     <li><a href="../theories/galestewart_games/#MoreENat">MoreENat</a></li>
     <li><a href="../theories/galestewart_games/#MorePrefix">MorePrefix</a></li>
     <li><a href="../theories/galestewart_games/#AlternatingLists">AlternatingLists</a></li>
     <li><a href="../theories/galestewart_games/#GaleStewartGames">GaleStewartGames</a></li>
     <li><a href="../theories/galestewart_games/#GaleStewartDefensiveStrategies">GaleStewartDefensiveStrategies</a></li>
     <li><a href="../theories/galestewart_games/#GaleStewartDeterminedGames">GaleStewartDeterminedGames</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/Parity_Game.html">Parity_Game</a></li></ul>
   </div>
   
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     <h3>Related Entries</h3>
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       <li><a href="../entries/Chandy_Lamport.html">A Formal Proof of The Chandy&ndash;Lamport Distributed Snapshot Algorithm</a></li>
       
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   author  = {joosten},
   title   = {Gale-Stewart Games},
   journal = {Archive of Formal Proofs},
   month   = April,
   year    = 2021,
   note    = {\url{https://isa-afp.org/entries/GaleStewart_Games.html},
             Formal proof development},
   ISSN    = {2150-914x},
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   <h1 >
     <span class='first'>G</span>ale-<span class='first'>S</span>hapley <span class='first'>A</span>lgorithm</h1>
   <div>
     
-    <p><a href="../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a>
+    <p><a href="../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a>
     </p>
     
     
     <p class="date">December 29, 2021</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">This is a stepwise refinement and proof of the Gale-Shapley stable
 matching (or marriage) algorithm down to executable code. Both a
 purely functional implementation based on lists and a functional
 implementation based on efficient arrays (provided by the Collections
 Framework in the AFP) are developed. The latter implementation runs in
 time <i>O(n<sup>2</sup>)</i> where
 <i>n</i> is the cardinality of the two sets to be matched.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/algorithms">Computer science/Algorithms</a></li><li><a href="../topics/mathematics/games-and-economics">Mathematics/Games and economics</a></li></ul>
   <h3>Theories of Gale_Shapley</h3>
   <ul>
     <li><a href="../theories/gale_shapley/#Gale_Shapley1">Gale_Shapley1</a></li>
     <li><a href="../theories/gale_shapley/#Gale_Shapley2">Gale_Shapley2</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/Collections.html">Collections</a></li><li><a href="../entries/List-Index.html">List-Index</a></li></ul>
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       <li><a href="../entries/Closest_Pair_Points.html">Closest Pair of Points Algorithms</a></li>
       
       <li><a href="../entries/Dirichlet_Series.html">Dirichlet Series</a></li>
       
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   author  = {nipkow},
   title   = {Gale-Shapley Algorithm},
   journal = {Archive of Formal Proofs},
   month   = December,
   year    = 2021,
   note    = {\url{https://isa-afp.org/entries/Gale_Shapley.html},
             Formal proof development},
   ISSN    = {2150-914x},
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   <h1 >
     <span class='first'>G</span>ame-<span class='first'>B</span>ased <span class='first'>C</span>ryptography in <span class='first'>H</span><span class='first'>O</span><span class='first'>L</span></h1>
   <div>
     
-    <p><a href="../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de">🌐</a>, <a href="../authors/sefidgar">S. Reza Sefidgar</a> and <a href="../authors/bhatt">Bhargav Bhatt</a> <a href="mailto:bhargav.bhatt@inf.ethz.ch">📧</a>
+    <p><a href="../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de/">🌐</a>, <a href="../authors/sefidgar">S. Reza Sefidgar</a> and <a href="../authors/bhatt">Bhargav Bhatt</a> <a href="mailto:bhargav.bhatt@inf.ethz.ch">📧</a>
     </p>
     
     
     <p class="date">May 5, 2017</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process"><p>In this AFP entry, we show how to specify game-based cryptographic
 security notions and formally prove secure several cryptographic
 constructions from the literature using the CryptHOL framework. Among
 others, we formalise the notions of a random oracle, a pseudo-random
 function, an unpredictable function, and of encryption schemes that are
 indistinguishable under chosen plaintext and/or ciphertext attacks. We
 prove the random-permutation/random-function switching lemma, security
 of the Elgamal and hashed Elgamal public-key encryption scheme and
 correctness and security of several constructions with pseudo-random
 functions.
 </p><p>Our proofs follow the game-hopping style advocated by
 Shoup and Bellare and Rogaway, from which most of the examples have
 been taken. We generalise some of their results such that they can be
 reused in other proofs. Thanks to CryptHOL's integration with
 Isabelle's parametricity infrastructure, many simple hops are easily
 justified using the theory of representation independence.</p></div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/security/cryptography">Computer science/Security/Cryptography</a></li></ul>
   <h3>Theories of Game_Based_Crypto</h3>
   <ul>
     <li><a href="../theories/game_based_crypto/#Diffie_Hellman">Diffie_Hellman</a></li>
     <li><a href="../theories/game_based_crypto/#IND_CCA2">IND_CCA2</a></li>
     <li><a href="../theories/game_based_crypto/#IND_CCA2_sym">IND_CCA2_sym</a></li>
     <li><a href="../theories/game_based_crypto/#IND_CPA">IND_CPA</a></li>
     <li><a href="../theories/game_based_crypto/#IND_CPA_PK">IND_CPA_PK</a></li>
     <li><a href="../theories/game_based_crypto/#IND_CPA_PK_Single">IND_CPA_PK_Single</a></li>
     <li><a href="../theories/game_based_crypto/#SUF_CMA">SUF_CMA</a></li>
     <li><a href="../theories/game_based_crypto/#Pseudo_Random_Function">Pseudo_Random_Function</a></li>
     <li><a href="../theories/game_based_crypto/#Pseudo_Random_Permutation">Pseudo_Random_Permutation</a></li>
     <li><a href="../theories/game_based_crypto/#Guessing_Many_One">Guessing_Many_One</a></li>
     <li><a href="../theories/game_based_crypto/#Unpredictable_Function">Unpredictable_Function</a></li>
     <li><a href="../theories/game_based_crypto/#Security_Spec">Security_Spec</a></li>
     <li><a href="../theories/game_based_crypto/#Elgamal">Elgamal</a></li>
     <li><a href="../theories/game_based_crypto/#Hashed_Elgamal">Hashed_Elgamal</a></li>
     <li><a href="../theories/game_based_crypto/#RP_RF">RP_RF</a></li>
     <li><a href="../theories/game_based_crypto/#PRF_UHF">PRF_UHF</a></li>
     <li><a href="../theories/game_based_crypto/#PRF_IND_CPA">PRF_IND_CPA</a></li>
     <li><a href="../theories/game_based_crypto/#PRF_UPF_IND_CCA">PRF_UPF_IND_CCA</a></li>
     <li><a href="../theories/game_based_crypto/#Cryptographic_Constructions">Cryptographic_Constructions</a></li>
     <li><a href="../theories/game_based_crypto/#Game_Based_Crypto">Game_Based_Crypto</a></li>
     <li><a href="../theories/game_based_crypto/#CryptHOL_Tutorial">CryptHOL_Tutorial</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/CryptHOL.html">CryptHOL</a></li></ul>
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     <h3>Used by</h3>
     <ul class="horizontal-list"><li><a href="../entries/Constructive_Cryptography_CM.html">Constructive_Cryptography_CM</a></li><li><a href="../entries/Multi_Party_Computation.html">Multi_Party_Computation</a></li></ul>
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       <li><a href="../entries/Irrationals_From_THEBOOK.html">Irrational numbers from THE BOOK</a></li>
       
       <li><a href="../entries/MDP-Rewards.html">Markov Decision Processes with Rewards</a></li>
       
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       <pre id="copyText">@article{Game_Based_Crypto-AFP,
   author  = {lochbihler, sefidgar and bhatt},
   title   = {Game-based cryptography in HOL},
   journal = {Archive of Formal Proofs},
   month   = May,
   year    = 2017,
   note    = {\url{https://isa-afp.org/entries/Game_Based_Crypto.html},
             Formal proof development},
   ISSN    = {2150-914x},
 }</pre>
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   <h1 >
     <span class='first'>G</span>auss-<span class='first'>J</span>ordan <span class='first'>E</span>limination for <span class='first'>M</span>atrices <span class='first'>R</span>epresented as <span class='first'>F</span>unctions</h1>
   <div>
     
-    <p><a href="../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a>
+    <p><a href="../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a>
     </p>
     
     
     <p class="date">August 19, 2011</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">This theory provides a compact formulation of Gauss-Jordan elimination for matrices represented as functions. Its distinctive feature is succinctness. It is not meant for large computations.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/algorithms/mathematical">Computer science/Algorithms/Mathematical</a></li><li><a href="../topics/mathematics/algebra">Mathematics/Algebra</a></li></ul>
   <h3>Theories of Gauss-Jordan-Elim-Fun</h3>
   <ul>
     <li><a href="../theories/gauss-jordan-elim-fun/#Gauss_Jordan_Elim_Fun">Gauss_Jordan_Elim_Fun</a></li></ul><div class="flex-wrap"><div>
     <h3>Used by</h3>
     <ul class="horizontal-list"><li><a href="../entries/Markov_Models.html">Markov_Models</a></li></ul>
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     <h3>Related Entries</h3>
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       <pre id="copyText">@article{Gauss-Jordan-Elim-Fun-AFP,
   author  = {nipkow},
   title   = {Gauss-Jordan Elimination for Matrices Represented as Functions},
   journal = {Archive of Formal Proofs},
   month   = August,
   year    = 2011,
   note    = {\url{https://isa-afp.org/entries/Gauss-Jordan-Elim-Fun.html},
             Formal proof development},
   ISSN    = {2150-914x},
 }</pre>
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   <h1 >
     <span class='first'>G</span>auss-<span class='first'>J</span>ordan <span class='first'>A</span>lgorithm and <span class='first'>I</span>ts <span class='first'>A</span>pplications</h1>
   <div>
     
-    <p><a href="../authors/divason">Jose Divasón</a> <a href="http://www.unirioja.es/cu/jodivaso">🌐</a> and <a href="../authors/aransay">Jesús Aransay</a> <a href="http://www.unirioja.es/cu/jearansa">🌐</a>
+    <p><a href="../authors/divason">Jose Divasón</a> <a href="https://www.unirioja.es/cu/jodivaso/">🌐</a> and <a href="../authors/aransay">Jesús Aransay</a> <a href="https://www.unirioja.es/cu/jearansa">🌐</a>
     </p>
     
     
     <p class="date">September 3, 2014</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">The Gauss-Jordan algorithm states that any matrix over a field can be transformed by means of elementary row operations to a matrix in reduced row echelon form. The formalization is based on the Rank Nullity Theorem entry of the AFP and on the HOL-Multivariate-Analysis session of Isabelle, where matrices are represented as functions over finite types. We have set up the code generator to make this representation executable. In order to improve the performance, a refinement to immutable arrays has been carried out. We have formalized some of the applications of the Gauss-Jordan algorithm. Thanks to this development, the following facts can be computed over matrices whose elements belong to a field: Ranks, Determinants, Inverses, Bases and dimensions and Solutions of systems of linear equations. Code can be exported to SML and Haskell.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/algorithms/mathematical">Computer science/Algorithms/Mathematical</a></li></ul>
   <h3>Theories of Gauss_Jordan</h3>
   <ul>
     <li><a href="../theories/gauss_jordan/#Rref">Rref</a></li>
     <li><a href="../theories/gauss_jordan/#Code_Set">Code_Set</a></li>
     <li><a href="../theories/gauss_jordan/#Code_Matrix">Code_Matrix</a></li>
     <li><a href="../theories/gauss_jordan/#Elementary_Operations">Elementary_Operations</a></li>
     <li><a href="../theories/gauss_jordan/#Rank">Rank</a></li>
     <li><a href="../theories/gauss_jordan/#Gauss_Jordan">Gauss_Jordan</a></li>
     <li><a href="../theories/gauss_jordan/#Linear_Maps">Linear_Maps</a></li>
     <li><a href="../theories/gauss_jordan/#Gauss_Jordan_PA">Gauss_Jordan_PA</a></li>
     <li><a href="../theories/gauss_jordan/#Determinants2">Determinants2</a></li>
     <li><a href="../theories/gauss_jordan/#Inverse">Inverse</a></li>
     <li><a href="../theories/gauss_jordan/#Bases_Of_Fundamental_Subspaces">Bases_Of_Fundamental_Subspaces</a></li>
     <li><a href="../theories/gauss_jordan/#System_Of_Equations">System_Of_Equations</a></li>
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     <li><a href="../theories/gauss_jordan/#Examples_Gauss_Jordan_Abstract">Examples_Gauss_Jordan_Abstract</a></li>
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     <li><a href="../theories/gauss_jordan/#Matrix_To_IArray">Matrix_To_IArray</a></li>
     <li><a href="../theories/gauss_jordan/#Gauss_Jordan_IArrays">Gauss_Jordan_IArrays</a></li>
     <li><a href="../theories/gauss_jordan/#Gauss_Jordan_PA_IArrays">Gauss_Jordan_PA_IArrays</a></li>
     <li><a href="../theories/gauss_jordan/#Bases_Of_Fundamental_Subspaces_IArrays">Bases_Of_Fundamental_Subspaces_IArrays</a></li>
     <li><a href="../theories/gauss_jordan/#System_Of_Equations_IArrays">System_Of_Equations_IArrays</a></li>
     <li><a href="../theories/gauss_jordan/#Determinants_IArrays">Determinants_IArrays</a></li>
     <li><a href="../theories/gauss_jordan/#Inverse_IArrays">Inverse_IArrays</a></li>
     <li><a href="../theories/gauss_jordan/#Examples_Gauss_Jordan_IArrays">Examples_Gauss_Jordan_IArrays</a></li>
     <li><a href="../theories/gauss_jordan/#Code_Generation_IArrays">Code_Generation_IArrays</a></li>
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     <li><a href="../theories/gauss_jordan/#Code_Rational">Code_Rational</a></li>
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     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/Rank_Nullity_Theorem.html">Rank_Nullity_Theorem</a></li></ul>
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     <ul class="horizontal-list"><li><a href="../entries/MDP-Algorithms.html">MDP-Algorithms</a></li><li><a href="../entries/Polynomial_Factorization.html">Polynomial_Factorization</a></li><li><a href="../entries/Echelon_Form.html">Echelon_Form</a></li><li><a href="../entries/QR_Decomposition.html">QR_Decomposition</a></li></ul>
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       <pre id="copyText">@article{Gauss_Jordan-AFP,
   author  = {divason and aransay},
   title   = {Gauss-Jordan Algorithm and Its Applications},
   journal = {Archive of Formal Proofs},
   month   = September,
   year    = 2014,
   note    = {\url{https://isa-afp.org/entries/Gauss_Jordan.html},
             Formal proof development},
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   <h1 >
     <span class='first'>G</span>auss <span class='first'>S</span>ums and the <span class='first'>P</span>ólya–<span class='first'>V</span>inogradov <span class='first'>I</span>nequality</h1>
   <div>
     
-    <p><a href="../authors/raya">Rodrigo Raya</a> <a href="https://people.epfl.ch/rodrigo.raya">🌐</a> and <a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a>
+    <p><a href="../authors/raya">Rodrigo Raya</a> <a href="https://people.epfl.ch/rodrigo.raya">🌐</a> and <a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a>
     </p>
     
     
     <p class="date">December 10, 2019</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process"><p>This article provides a full formalisation of Chapter 8 of
 Apostol's <em><a
 href="https://www.springer.com/de/book/9780387901633">Introduction
 to Analytic Number Theory</a></em>. Subjects that are
 covered are:</p> <ul> <li>periodic arithmetic
 functions and their finite Fourier series</li>
 <li>(generalised) Ramanujan sums</li> <li>Gauss sums
 and separable characters</li> <li>induced moduli and
 primitive characters</li> <li>the
 Pólya&mdash;Vinogradov inequality</li> </ul></div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/number-theory">Mathematics/Number theory</a></li></ul>
   <h3>Theories of Gauss_Sums</h3>
   <ul>
     <li><a href="../theories/gauss_sums/#Gauss_Sums_Auxiliary">Gauss_Sums_Auxiliary</a></li>
     <li><a href="../theories/gauss_sums/#Periodic_Arithmetic">Periodic_Arithmetic</a></li>
     <li><a href="../theories/gauss_sums/#Complex_Roots_Of_Unity">Complex_Roots_Of_Unity</a></li>
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     <li><a href="../theories/gauss_sums/#Gauss_Sums">Gauss_Sums</a></li>
     <li><a href="../theories/gauss_sums/#Polya_Vinogradov">Polya_Vinogradov</a></li></ul><div class="flex-wrap"><div>
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     <ul class="horizontal-list"><li><a href="../entries/Dirichlet_L.html">Dirichlet_L</a></li><li><a href="../entries/Dirichlet_Series.html">Dirichlet_Series</a></li><li><a href="../entries/Polynomial_Interpolation.html">Polynomial_Interpolation</a></li></ul>
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       <pre id="copyText">@article{Gauss_Sums-AFP,
   author  = {raya and eberl},
   title   = {Gauss Sums and the Pólya–Vinogradov Inequality},
   journal = {Archive of Formal Proofs},
   month   = December,
   year    = 2019,
   note    = {\url{https://isa-afp.org/entries/Gauss_Sums.html},
             Formal proof development},
   ISSN    = {2150-914x},
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   <h1 >
     <span class='first'>G</span>aussian <span class='first'>I</span>ntegers</h1>
   <div>
     
-    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a>
+    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a>
     </p>
     
     
     <p class="date">April 24, 2020</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process"><p>The Gaussian integers are the subring &#8484;[i] of the
 complex numbers, i. e. the ring of all complex numbers with integral
 real and imaginary part. This article provides a definition of this
 ring as well as proofs of various basic properties, such as that they
 form a Euclidean ring and a full classification of their primes. An
 executable (albeit not very efficient) factorisation algorithm is also
 provided.</p> <p>Lastly, this Gaussian integer
 formalisation is used in two short applications:</p> <ol>
 <li> The characterisation of all positive integers that can be
 written as sums of two squares</li> <li> Euclid's
 formula for primitive Pythagorean triples</li> </ol>
 <p>While elementary proofs for both of these are already
 available in the AFP, the theory of Gaussian integers provides more
 concise proofs and a more high-level view.</p></div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/number-theory">Mathematics/Number theory</a></li></ul>
   <h3>Theories of Gaussian_Integers</h3>
   <ul>
     <li><a href="../theories/gaussian_integers/#Gaussian_Integers">Gaussian_Integers</a></li>
     <li><a href="../theories/gaussian_integers/#Gaussian_Integers_Test">Gaussian_Integers_Test</a></li>
     <li><a href="../theories/gaussian_integers/#Gaussian_Integers_Sums_Of_Two_Squares">Gaussian_Integers_Sums_Of_Two_Squares</a></li>
     <li><a href="../theories/gaussian_integers/#Gaussian_Integers_Pythagorean_Triples">Gaussian_Integers_Pythagorean_Triples</a></li>
     <li><a href="../theories/gaussian_integers/#Gaussian_Integers_Everything">Gaussian_Integers_Everything</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/Polynomial_Factorization.html">Polynomial_Factorization</a></li></ul>
   </div>
   
   <div>
     <h3>Related Entries</h3>
     <ul class="horizontal-list">
       
       <li><a href="../entries/Mersenne_Primes.html">Mersenne primes and the Lucas–Lehmer test</a></li>
       
       <li><a href="../entries/Dirichlet_Series.html">Dirichlet Series</a></li>
       
       <li><a href="../entries/Cubic_Quartic_Equations.html">Solving Cubic and Quartic Equations</a></li>
       
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       <pre id="copyText">@article{Gaussian_Integers-AFP,
   author  = {eberl},
   title   = {Gaussian Integers},
   journal = {Archive of Formal Proofs},
   month   = April,
   year    = 2020,
   note    = {\url{https://isa-afp.org/entries/Gaussian_Integers.html},
             Formal proof development},
   ISSN    = {2150-914x},
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diff --git a/web/entries/Goedel_HFSet_Semantic.html b/web/entries/Goedel_HFSet_Semantic.html
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     <span class='first'>F</span>rom <span class='first'>A</span>bstract to <span class='first'>C</span>oncrete <span class='first'>G</span>&ouml;del's <span class='first'>I</span>ncompleteness <span class='first'>T</span>heorems&mdash;<span class='first'>P</span>art <span class='first'>I</span></h1>
   <div>
     
-    <p><a href="../authors/popescu">Andrei Popescu</a> <a href="https://www.andreipopescu.uk">🌐</a> and <a href="../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io">🌐</a>
+    <p><a href="../authors/popescu">Andrei Popescu</a> <a href="https://www.andreipopescu.uk">🌐</a> and <a href="../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io/">🌐</a>
     </p>
     
     
     <p class="date">September 16, 2020</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">We validate an abstract formulation of G&ouml;del's First and
 Second Incompleteness Theorems from a <a
 href="https://www.isa-afp.org/entries/Goedel_Incompleteness.html">separate
 AFP entry</a> by instantiating them to the case of
 <i>finite sound extensions of the Hereditarily Finite (HF) Set
 theory</i>, i.e., FOL theories extending the HF Set theory with
 a finite set of axioms that are sound in the standard model. The
 concrete results had been previously formalised in an <a
 href="https://www.isa-afp.org/entries/Incompleteness.html">AFP
 entry by Larry Paulson</a>; our instantiation reuses the
 infrastructure developed in that entry.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/logic/proof-theory">Logic/Proof theory</a></li></ul>
   <h3>Theories of Goedel_HFSet_Semantic</h3>
   <ul>
     <li><a href="../theories/goedel_hfset_semantic/#Instance">Instance</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/Goedel_Incompleteness.html">Goedel_Incompleteness</a></li><li><a href="../entries/Incompleteness.html">Incompleteness</a></li></ul>
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     <h3>Related Entries</h3>
     <ul class="horizontal-list">
       
       <li><a href="../entries/Goedel_HFSet_Semanticless.html">From Abstract to Concrete Gödel&rsquo;s Incompleteness Theorems—Part II</a></li>
       
       <li><a href="../entries/CZH_Elementary_Categories.html">Category Theory for ZFC in HOL II: Elementary Theory of 1-Categories</a></li>
       
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       <pre id="copyText">@article{Goedel_HFSet_Semantic-AFP,
   author  = {popescu and traytel},
   title   = {From Abstract to Concrete Gödel&#39;s Incompleteness Theorems—Part I},
   journal = {Archive of Formal Proofs},
   month   = September,
   year    = 2020,
   note    = {\url{https://isa-afp.org/entries/Goedel_HFSet_Semantic.html},
             Formal proof development},
   ISSN    = {2150-914x},
 }</pre>
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   <h1 >
     <span class='first'>F</span>rom <span class='first'>A</span>bstract to <span class='first'>C</span>oncrete <span class='first'>G</span>&ouml;del's <span class='first'>I</span>ncompleteness <span class='first'>T</span>heorems&mdash;<span class='first'>P</span>art <span class='first'>I</span><span class='first'>I</span></h1>
   <div>
     
-    <p><a href="../authors/popescu">Andrei Popescu</a> <a href="https://www.andreipopescu.uk">🌐</a> and <a href="../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io">🌐</a>
+    <p><a href="../authors/popescu">Andrei Popescu</a> <a href="https://www.andreipopescu.uk">🌐</a> and <a href="../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io/">🌐</a>
     </p>
     
     
     <p class="date">September 16, 2020</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">We validate an abstract formulation of G&ouml;del's Second
 Incompleteness Theorem from a <a
 href="https://www.isa-afp.org/entries/Goedel_Incompleteness.html">separate
 AFP entry</a> by instantiating it to the case of <i>finite
 consistent extensions of the Hereditarily Finite (HF) Set
 theory</i>, i.e., consistent FOL theories extending the HF Set
 theory with a finite set of axioms.  The instantiation draws heavily
 on infrastructure previously developed by Larry Paulson in his <a
 href="https://www.isa-afp.org/entries/Incompleteness.html">direct
 formalisation of the concrete result</a>. It strengthens
 Paulson's formalization of G&ouml;del's Second from that
 entry by <i>not</i> assuming soundness, and in fact not
 relying on any notion of model or semantic interpretation. The
 strengthening was obtained by first replacing some of Paulson’s
 semantic arguments with proofs within his HF calculus, and then
 plugging in some of Paulson's (modified) lemmas to instantiate
 our soundness-free G&ouml;del's Second locale.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/logic/proof-theory">Logic/Proof theory</a></li></ul>
   <h3>Theories of Goedel_HFSet_Semanticless</h3>
   <ul>
     <li><a href="../theories/goedel_hfset_semanticless/#SyntaxN">SyntaxN</a></li>
     <li><a href="../theories/goedel_hfset_semanticless/#Coding">Coding</a></li>
     <li><a href="../theories/goedel_hfset_semanticless/#Predicates">Predicates</a></li>
     <li><a href="../theories/goedel_hfset_semanticless/#Sigma">Sigma</a></li>
     <li><a href="../theories/goedel_hfset_semanticless/#Coding_Predicates">Coding_Predicates</a></li>
     <li><a href="../theories/goedel_hfset_semanticless/#Pf_Predicates">Pf_Predicates</a></li>
     <li><a href="../theories/goedel_hfset_semanticless/#II_Prelims">II_Prelims</a></li>
     <li><a href="../theories/goedel_hfset_semanticless/#Pseudo_Coding">Pseudo_Coding</a></li>
     <li><a href="../theories/goedel_hfset_semanticless/#Quote">Quote</a></li>
     <li><a href="../theories/goedel_hfset_semanticless/#Functions">Functions</a></li>
     <li><a href="../theories/goedel_hfset_semanticless/#Goedel_I">Goedel_I</a></li>
     <li><a href="../theories/goedel_hfset_semanticless/#Instance">Instance</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/Goedel_Incompleteness.html">Goedel_Incompleteness</a></li><li><a href="../entries/HereditarilyFinite.html">HereditarilyFinite</a></li><li><a href="../entries/Nominal2.html">Nominal2</a></li></ul>
   </div>
   
   <div>
     <h3>Related Entries</h3>
     <ul class="horizontal-list">
       
       <li><a href="../entries/Goedel_HFSet_Semantic.html">From Abstract to Concrete Gödel&rsquo;s Incompleteness Theorems—Part I</a></li>
       
       <li><a href="../entries/Incompleteness.html">Gödel&rsquo;s Incompleteness Theorems</a></li>
       
       <li><a href="../entries/CZH_Elementary_Categories.html">Category Theory for ZFC in HOL II: Elementary Theory of 1-Categories</a></li>
       
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       <pre id="copyText">@article{Goedel_HFSet_Semanticless-AFP,
   author  = {popescu and traytel},
   title   = {From Abstract to Concrete Gödel&#39;s Incompleteness Theorems—Part II},
   journal = {Archive of Formal Proofs},
   month   = September,
   year    = 2020,
   note    = {\url{https://isa-afp.org/entries/Goedel_HFSet_Semanticless.html},
             Formal proof development},
   ISSN    = {2150-914x},
 }</pre>
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   <h1 >
     <span class='first'>A</span>n <span class='first'>A</span>bstract <span class='first'>F</span>ormalization of <span class='first'>G</span>&ouml;del's <span class='first'>I</span>ncompleteness <span class='first'>T</span>heorems</h1>
   <div>
     
-    <p><a href="../authors/popescu">Andrei Popescu</a> <a href="https://www.andreipopescu.uk">🌐</a> and <a href="../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io">🌐</a>
+    <p><a href="../authors/popescu">Andrei Popescu</a> <a href="https://www.andreipopescu.uk">🌐</a> and <a href="../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io/">🌐</a>
     </p>
     
     
     <p class="date">September 16, 2020</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">We present an abstract formalization of G&ouml;del's
 incompleteness theorems. We analyze sufficient conditions for the
 theorems' applicability to a partially specified logic. Our
 abstract perspective enables a comparison between alternative
 approaches from the literature. These include Rosser's variation
 of the first theorem, Jeroslow's variation of the second theorem,
 and the Swierczkowski&ndash;Paulson semantics-based approach. This
 AFP entry is the main entry point to the results described in our
 CADE-27 paper <a
 href="https://dx.doi.org/10.1007/978-3-030-29436-6_26">A
 Formally Verified Abstract Account of Gödel's Incompleteness
 Theorems</a>.  As part of our abstract formalization's
 validation, we instantiate our locales twice in the separate AFP
 entries <a
 href="https://www.isa-afp.org/entries/Goedel_HFSet_Semantic.html">Goedel_HFSet_Semantic</a>
 and <a
 href="https://www.isa-afp.org/entries/Goedel_HFSet_Semanticless.html">Goedel_HFSet_Semanticless</a>.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/logic/proof-theory">Logic/Proof theory</a></li></ul>
   <h3>Theories of Goedel_Incompleteness</h3>
   <ul>
     <li><a href="../theories/goedel_incompleteness/#Deduction2">Deduction2</a></li>
     <li><a href="../theories/goedel_incompleteness/#Abstract_Encoding">Abstract_Encoding</a></li>
     <li><a href="../theories/goedel_incompleteness/#Abstract_Representability">Abstract_Representability</a></li>
     <li><a href="../theories/goedel_incompleteness/#Diagonalization">Diagonalization</a></li>
     <li><a href="../theories/goedel_incompleteness/#Derivability_Conditions">Derivability_Conditions</a></li>
     <li><a href="../theories/goedel_incompleteness/#Goedel_Formula">Goedel_Formula</a></li>
     <li><a href="../theories/goedel_incompleteness/#Standard_Model_More">Standard_Model_More</a></li>
     <li><a href="../theories/goedel_incompleteness/#Abstract_First_Goedel">Abstract_First_Goedel</a></li>
     <li><a href="../theories/goedel_incompleteness/#Rosser_Formula">Rosser_Formula</a></li>
     <li><a href="../theories/goedel_incompleteness/#Abstract_First_Goedel_Rosser">Abstract_First_Goedel_Rosser</a></li>
     <li><a href="../theories/goedel_incompleteness/#Abstract_Second_Goedel">Abstract_Second_Goedel</a></li>
     <li><a href="../theories/goedel_incompleteness/#Abstract_Jeroslow_Encoding">Abstract_Jeroslow_Encoding</a></li>
     <li><a href="../theories/goedel_incompleteness/#Jeroslow_Original">Jeroslow_Original</a></li>
     <li><a href="../theories/goedel_incompleteness/#Jeroslow_Simplified">Jeroslow_Simplified</a></li>
     <li><a href="../theories/goedel_incompleteness/#Loeb_Formula">Loeb_Formula</a></li>
     <li><a href="../theories/goedel_incompleteness/#Loeb">Loeb</a></li>
     <li><a href="../theories/goedel_incompleteness/#Tarski">Tarski</a></li>
     <li><a href="../theories/goedel_incompleteness/#All_Abstract">All_Abstract</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/Syntax_Independent_Logic.html">Syntax_Independent_Logic</a></li></ul>
   </div><div>
     <h3>Used by</h3>
     <ul class="horizontal-list"><li><a href="../entries/Goedel_HFSet_Semantic.html">Goedel_HFSet_Semantic</a></li><li><a href="../entries/Goedel_HFSet_Semanticless.html">Goedel_HFSet_Semanticless</a></li></ul>
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     <h3>Related Entries</h3>
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       <li><a href="../entries/FO_Theory_Rewriting.html">First-Order Theory of Rewriting</a></li>
       
       <li><a href="../entries/Irrationals_From_THEBOOK.html">Irrational numbers from THE BOOK</a></li>
       
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       <pre id="copyText">@article{Goedel_Incompleteness-AFP,
   author  = {popescu and traytel},
   title   = {An Abstract Formalization of Gödel&#39;s Incompleteness Theorems},
   journal = {Archive of Formal Proofs},
   month   = September,
   year    = 2020,
   note    = {\url{https://isa-afp.org/entries/Goedel_Incompleteness.html},
             Formal proof development},
   ISSN    = {2150-914x},
 }</pre>
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   <meta name="viewport" content="width=device-width, initial-scale=1"><title>An Isabelle/HOL formalisation of Green&#39;s Theorem - Archive of Formal Proofs</title><meta name="description" content="We formalise a statement of Green’s theorem—the first formalisation to
 our knowledge—in Isabelle/HOL. The theorem statement that we formalise
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     <span class='first'>A</span>n <span class='first'>I</span>sabelle/<span class='first'>H</span><span class='first'>O</span><span class='first'>L</span> <span class='first'>F</span>ormalisation of <span class='first'>G</span>reen's <span class='first'>T</span>heorem</h1>
   <div>
     
-    <p><a href="../authors/abdulaziz">Mohammad Abdulaziz</a> <a href="http://home.in.tum.de/~mansour/">🌐</a> and <a href="../authors/paulson">Lawrence C. Paulson</a> <a href="http://www.cl.cam.ac.uk/~lp15/">🌐</a>
+    <p><a href="../authors/abdulaziz">Mohammad Abdulaziz</a> <a href="http://home.in.tum.de/~mansour/">🌐</a> and <a href="../authors/paulson">Lawrence C. Paulson</a> <a href="https://www.cl.cam.ac.uk/~lp15/">🌐</a>
     </p>
     
     
     <p class="date">January 11, 2018</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">We formalise a statement of Green’s theorem—the first formalisation to
 our knowledge—in Isabelle/HOL. The theorem statement that we formalise
 is enough for most applications, especially in physics and
 engineering. Our formalisation is made possible by a novel proof that
 avoids the ubiquitous line integral cancellation argument. This
 eliminates the need to formalise orientations and region boundaries
 explicitly with respect to the outwards-pointing normal vector.
 Instead we appeal to a homological argument about equivalences between
 paths.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/analysis">Mathematics/Analysis</a></li></ul>
   <h3>Theories of Green</h3>
   <ul>
     <li><a href="../theories/green/#General_Utils">General_Utils</a></li>
     <li><a href="../theories/green/#Derivs">Derivs</a></li>
     <li><a href="../theories/green/#Integrals">Integrals</a></li>
     <li><a href="../theories/green/#Paths">Paths</a></li>
     <li><a href="../theories/green/#Green">Green</a></li>
     <li><a href="../theories/green/#SymmetricR2Shapes">SymmetricR2Shapes</a></li>
     <li><a href="../theories/green/#CircExample">CircExample</a></li>
     <li><a href="../theories/green/#DiamExample">DiamExample</a></li></ul><div class="flex-wrap">
   
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       <pre id="copyText">@article{Green-AFP,
   author  = {abdulaziz and paulson},
   title   = {An Isabelle/HOL formalisation of Green&#39;s Theorem},
   journal = {Archive of Formal Proofs},
   month   = January,
   year    = 2018,
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             Formal proof development},
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   <h1 >
     <span class='first'>G</span>röbner <span class='first'>B</span>ases <span class='first'>T</span>heory</h1>
   <div>
     
-    <p><a href="../authors/immler">Fabian Immler</a> <a href="http://www21.in.tum.de/~immler">🌐</a> and <a href="../authors/maletzky">Alexander Maletzky</a> <a href="https://risc.jku.at/m/alexander-maletzky/">🌐</a>
+    <p><a href="../authors/immler">Fabian Immler</a> <a href="https://home.in.tum.de/~immler/">🌐</a> and <a href="../authors/maletzky">Alexander Maletzky</a> <a href="https://risc.jku.at/m/alexander-maletzky/">🌐</a>
     </p>
     
     
     <p class="date">May 2, 2016</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">This formalization is concerned with the theory of Gröbner bases in
 (commutative) multivariate polynomial rings over fields, originally
 developed by Buchberger in his 1965 PhD thesis. Apart from the
 statement and proof of the main theorem of the theory, the
 formalization also implements Buchberger's algorithm for actually
 computing Gröbner bases as a tail-recursive function, thus allowing to
 effectively decide ideal membership in finitely generated polynomial
 ideals. Furthermore, all functions can be executed on a concrete
 representation of multivariate polynomials as association lists.</div>BSD License<h3>Change history</h3>
 
   <p>[2019-04-18] Specialized Gröbner bases to less abstract representation of polynomials, where
 power-products are represented as polynomial mappings.<br></p><h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/algebra">Mathematics/Algebra</a></li><li><a href="../topics/computer-science/algorithms/mathematical">Computer science/Algorithms/Mathematical</a></li></ul>
   <h3>Theories of Groebner_Bases</h3>
   <ul>
     <li><a href="../theories/groebner_bases/#General">General</a></li>
     <li><a href="../theories/groebner_bases/#Confluence">Confluence</a></li>
     <li><a href="../theories/groebner_bases/#Reduction">Reduction</a></li>
     <li><a href="../theories/groebner_bases/#Groebner_Bases">Groebner_Bases</a></li>
     <li><a href="../theories/groebner_bases/#Algorithm_Schema">Algorithm_Schema</a></li>
     <li><a href="../theories/groebner_bases/#Buchberger">Buchberger</a></li>
     <li><a href="../theories/groebner_bases/#Benchmarks">Benchmarks</a></li>
     <li><a href="../theories/groebner_bases/#Algorithm_Schema_Impl">Algorithm_Schema_Impl</a></li>
     <li><a href="../theories/groebner_bases/#Code_Target_Rat">Code_Target_Rat</a></li>
     <li><a href="../theories/groebner_bases/#Buchberger_Examples">Buchberger_Examples</a></li>
     <li><a href="../theories/groebner_bases/#More_MPoly_Type_Class">More_MPoly_Type_Class</a></li>
     <li><a href="../theories/groebner_bases/#Auto_Reduction">Auto_Reduction</a></li>
     <li><a href="../theories/groebner_bases/#Reduced_GB">Reduced_GB</a></li>
     <li><a href="../theories/groebner_bases/#Reduced_GB_Examples">Reduced_GB_Examples</a></li>
     <li><a href="../theories/groebner_bases/#Macaulay_Matrix">Macaulay_Matrix</a></li>
     <li><a href="../theories/groebner_bases/#F4">F4</a></li>
     <li><a href="../theories/groebner_bases/#F4_Examples">F4_Examples</a></li>
     <li><a href="../theories/groebner_bases/#Syzygy">Syzygy</a></li>
     <li><a href="../theories/groebner_bases/#Syzygy_Examples">Syzygy_Examples</a></li>
     <li><a href="../theories/groebner_bases/#Groebner_PM">Groebner_PM</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/Deriving.html">Deriving</a></li><li><a href="../entries/Jordan_Normal_Form.html">Jordan_Normal_Form</a></li><li><a href="../entries/Polynomials.html">Polynomials</a></li></ul>
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     <h3>Used by</h3>
     <ul class="horizontal-list"><li><a href="../entries/Fishers_Inequality.html">Fishers_Inequality</a></li><li><a href="../entries/Nullstellensatz.html">Nullstellensatz</a></li><li><a href="../entries/Groebner_Macaulay.html">Groebner_Macaulay</a></li><li><a href="../entries/Signature_Groebner.html">Signature_Groebner</a></li></ul>
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     <h3>Related Entries</h3>
     <ul class="horizontal-list">
       
       <li><a href="../entries/Factor_Algebraic_Polynomial.html">Factorization of Polynomials with Algebraic Coefficients</a></li>
       
       <li><a href="../entries/UPF_Firewall.html">Formal Network Models and Their Application to Firewall Policies</a></li>
       
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       <pre id="copyText">@article{Groebner_Bases-AFP,
   author  = {immler and maletzky},
   title   = {Gröbner Bases Theory},
   journal = {Archive of Formal Proofs},
   month   = May,
   year    = 2016,
   note    = {\url{https://isa-afp.org/entries/Groebner_Bases.html},
             Formal proof development},
   ISSN    = {2150-914x},
 }</pre>
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diff --git a/web/entries/HOL-CSP.html b/web/entries/HOL-CSP.html
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     <span class='first'>H</span><span class='first'>O</span><span class='first'>L</span>-<span class='first'>C</span><span class='first'>S</span><span class='first'>P</span> <span class='first'>V</span>ersion 2.0</h1>
   <div>
     
-    <p><a href="../authors/taha">Safouan Taha</a> <a href="mailto:safouan.taha@lri.fr">📧</a>, <a href="../authors/ye">Lina Ye</a> <a href="mailto:lina.ye@lri.fr">📧</a> and <a href="../authors/wolff">Burkhart Wolff</a> <a href="mailto:wolff@lri.fr">📧</a>
+    <p><a href="../authors/taha">Safouan Taha</a> <a href="mailto:safouan.taha@lri.fr">📧</a>, <a href="../authors/ye">Lina Ye</a> <a href="mailto:lina.ye@lri.fr">📧</a> and <a href="../authors/wolff">Burkhart Wolff</a> <a href="mailto:burkhart.wolff@lri.fr">📧</a>
     </p>
     
     
     <p class="date">April 26, 2019</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">This is a complete formalization of the work of Hoare and Roscoe on
 the denotational semantics of the Failure/Divergence Model of CSP. It
 follows essentially the presentation of CSP in Roscoe’s Book ”Theory
 and Practice of Concurrency” [8] and the semantic details in a joint
 Paper of Roscoe and Brooks ”An improved failures model for
 communicating processes".  The present work is based on a prior
 formalization attempt, called HOL-CSP 1.0, done in 1997 by H. Tej and
 B. Wolff with the Isabelle proof technology available at that time.
 This work revealed minor, but omnipresent foundational errors in key
 concepts like the process invariant. The present version HOL-CSP
 profits from substantially improved libraries (notably HOLCF),
 improved automated proof techniques, and structured proof techniques
 in Isar and is substantially shorter but more complete.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/concurrency/process-calculi">Computer science/Concurrency/Process calculi</a></li><li><a href="../topics/computer-science/semantics">Computer science/Semantics</a></li></ul>
   <h3>Theories of HOL-CSP</h3>
   <ul>
     <li><a href="../theories/hol-csp/#Introduction">Introduction</a></li>
     <li><a href="../theories/hol-csp/#Process">Process</a></li>
     <li><a href="../theories/hol-csp/#Bot">Bot</a></li>
     <li><a href="../theories/hol-csp/#Skip">Skip</a></li>
     <li><a href="../theories/hol-csp/#Stop">Stop</a></li>
     <li><a href="../theories/hol-csp/#Mprefix">Mprefix</a></li>
     <li><a href="../theories/hol-csp/#Det">Det</a></li>
     <li><a href="../theories/hol-csp/#Ndet">Ndet</a></li>
     <li><a href="../theories/hol-csp/#Seq">Seq</a></li>
     <li><a href="../theories/hol-csp/#Hide">Hide</a></li>
     <li><a href="../theories/hol-csp/#Sync">Sync</a></li>
     <li><a href="../theories/hol-csp/#Mndet">Mndet</a></li>
     <li><a href="../theories/hol-csp/#CSP">CSP</a></li>
     <li><a href="../theories/hol-csp/#Assertions">Assertions</a></li>
     <li><a href="../theories/hol-csp/#Conclusion">Conclusion</a></li>
     <li><a href="../theories/hol-csp/#CopyBuffer">CopyBuffer</a></li></ul><div class="flex-wrap"><div>
     <h3>Used by</h3>
     <ul class="horizontal-list"><li><a href="../entries/CSP_RefTK.html">CSP_RefTK</a></li></ul>
   </div>
   
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     <h3>Related Entries</h3>
     <ul class="horizontal-list">
       
       <li><a href="../entries/TESL_Language.html">A Formal Development of a Polychronous Polytimed Coordination Language</a></li>
       
       <li><a href="../entries/QHLProver.html">Quantum Hoare Logic</a></li>
       
       <li><a href="../entries/Launchbury.html">The Correctness of Launchbury&rsquo;s Natural Semantics for Lazy Evaluation</a></li>
       
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       <pre id="copyText">@article{HOL-CSP-AFP,
   author  = {taha, ye and wolff},
   title   = {HOL-CSP Version 2.0},
   journal = {Archive of Formal Proofs},
   month   = April,
   year    = 2019,
   note    = {\url{https://isa-afp.org/entries/HOL-CSP.html},
             Formal proof development},
   ISSN    = {2150-914x},
 }</pre>
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   <meta name="viewport" content="width=device-width, initial-scale=1"><title>The Hereditarily Finite Sets - Archive of Formal Proofs</title><meta name="description" content="The theory of hereditarily finite sets is formalised, following the development of Swierczkowski. An HF set is a finite collection of other HF sets; they..."><meta property="og:title" content="The Hereditarily Finite Sets" />
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   <h1 >
     <span class='first'>T</span>he <span class='first'>H</span>ereditarily <span class='first'>F</span>inite <span class='first'>S</span>ets</h1>
   <div>
     
-    <p><a href="../authors/paulson">Lawrence C. Paulson</a> <a href="http://www.cl.cam.ac.uk/~lp15/">🌐</a>
+    <p><a href="../authors/paulson">Lawrence C. Paulson</a> <a href="https://www.cl.cam.ac.uk/~lp15/">🌐</a>
     </p>
     
     
     <p class="date">November 17, 2013</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">The theory of hereditarily finite sets is formalised, following
 the <a href="http://journals.impan.gov.pl/dm/Inf/422-0-1.html">development</a> of Swierczkowski.
 An HF set is a finite collection of other HF sets; they enjoy an induction principle
 and satisfy all the axioms of ZF set theory apart from the axiom of infinity, which is negated.
 All constructions that are possible in ZF set theory (Cartesian products, disjoint sums, natural numbers,
 functions) without using infinite sets are possible here.
 The definition of addition for the HF sets follows Kirby.
 This development forms the foundation for the Isabelle proof of Gödel's incompleteness theorems,
 which has been <a href="Incompleteness.html">formalised separately</a>.</div>BSD License<h3>Change history</h3>
 
   <p>[2015-02-23] Added the theory "Finitary" defining the class of types that can be embedded in hf, including int, char, option, list, etc.</p><h3>Topics</h3>
   <ul><li><a href="../topics/logic/set-theory">Logic/Set theory</a></li></ul>
   <h3>Theories of HereditarilyFinite</h3>
   <ul>
     <li><a href="../theories/hereditarilyfinite/#HF">HF</a></li>
     <li><a href="../theories/hereditarilyfinite/#Ordinal">Ordinal</a></li>
     <li><a href="../theories/hereditarilyfinite/#Rank">Rank</a></li>
     <li><a href="../theories/hereditarilyfinite/#Finite_Automata">Finite_Automata</a></li>
     <li><a href="../theories/hereditarilyfinite/#Finitary">Finitary</a></li>
     <li><a href="../theories/hereditarilyfinite/#OrdArith">OrdArith</a></li></ul><div class="flex-wrap"><div>
     <h3>Used by</h3>
     <ul class="horizontal-list"><li><a href="../entries/Goedel_HFSet_Semanticless.html">Goedel_HFSet_Semanticless</a></li><li><a href="../entries/Category3.html">Category3</a></li><li><a href="../entries/Finite_Automata_HF.html">Finite_Automata_HF</a></li><li><a href="../entries/Incompleteness.html">Incompleteness</a></li></ul>
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     <h3>Related Entries</h3>
     <ul class="horizontal-list">
       
       <li><a href="../entries/ZFC_in_HOL.html">Zermelo Fraenkel Set Theory in Higher-Order Logic</a></li>
       
       <li><a href="../entries/Fishburn_Impossibility.html">The Incompatibility of Fishburn-Strategyproofness and Pareto-Efficiency</a></li>
       
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   author  = {paulson},
   title   = {The Hereditarily Finite Sets},
   journal = {Archive of Formal Proofs},
   month   = November,
   year    = 2013,
   note    = {\url{https://isa-afp.org/entries/HereditarilyFinite.html},
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   <h1 >
     <span class='first'>H</span>ermite <span class='first'>N</span>ormal <span class='first'>F</span>orm</h1>
   <div>
     
-    <p><a href="../authors/divason">Jose Divasón</a> <a href="http://www.unirioja.es/cu/jodivaso">🌐</a> and <a href="../authors/aransay">Jesús Aransay</a> <a href="http://www.unirioja.es/cu/jearansa">🌐</a>
+    <p><a href="../authors/divason">Jose Divasón</a> <a href="https://www.unirioja.es/cu/jodivaso/">🌐</a> and <a href="../authors/aransay">Jesús Aransay</a> <a href="https://www.unirioja.es/cu/jearansa">🌐</a>
     </p>
     
     
     <p class="date">July 7, 2015</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">Hermite Normal Form is a canonical matrix analogue of Reduced Echelon Form, but involving matrices over more general rings. In this work we formalise an algorithm to compute the Hermite Normal Form of a matrix by means of elementary row operations, taking advantage of the Echelon Form AFP entry. We have proven the correctness of such an algorithm and refined it to immutable arrays. Furthermore, we have also formalised the uniqueness of the Hermite Normal Form of a matrix. Code can be exported and some examples of execution involving integer matrices and polynomial matrices are presented as well.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/algorithms/mathematical">Computer science/Algorithms/Mathematical</a></li><li><a href="../topics/mathematics/algebra">Mathematics/Algebra</a></li></ul>
   <h3>Theories of Hermite</h3>
   <ul>
     <li><a href="../theories/hermite/#Hermite">Hermite</a></li>
     <li><a href="../theories/hermite/#Hermite_IArrays">Hermite_IArrays</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/Echelon_Form.html">Echelon_Form</a></li></ul>
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     <h3>Used by</h3>
     <ul class="horizontal-list"><li><a href="../entries/Modular_arithmetic_LLL_and_HNF_algorithms.html">Modular_arithmetic_LLL_and_HNF_algorithms</a></li><li><a href="../entries/Smith_Normal_Form.html">Smith_Normal_Form</a></li></ul>
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       <li><a href="../entries/Echelon_Form.html">Echelon Form</a></li>
       
       <li><a href="../entries/QR_Decomposition.html">QR Decomposition</a></li>
       
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   author  = {divason and aransay},
   title   = {Hermite Normal Form},
   journal = {Archive of Formal Proofs},
   month   = July,
   year    = 2015,
   note    = {\url{https://isa-afp.org/entries/Hermite.html},
             Formal proof development},
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   <h1 >
     <span class='first'>T</span>he <span class='first'>H</span>ermite–<span class='first'>L</span>indemann–<span class='first'>W</span>eierstraß <span class='first'>T</span>ranscendence <span class='first'>T</span>heorem</h1>
   <div>
     
-    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a>
+    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a>
     </p>
     
     
     <p class="date">March 3, 2021</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process"><p>This article provides a formalisation of the
 Hermite-Lindemann-Weierstraß Theorem (also known as simply
 Hermite-Lindemann or Lindemann-Weierstraß). This theorem is one of the
 crowning achievements of 19th century number theory.</p>
 <p>The theorem states that if $\alpha_1, \ldots,
 \alpha_n\in\mathbb{C}$ are algebraic numbers that are linearly
 independent over $\mathbb{Z}$, then $e^{\alpha_1},\ldots,e^{\alpha_n}$
 are algebraically independent over $\mathbb{Q}$.</p>
 <p>Like the <a
 href="https://doi.org/10.1007/978-3-319-66107-0_5">previous
 formalisation in Coq by Bernard</a>, I proceeded by formalising
 <a
 href="https://doi.org/10.1017/CBO9780511565977">Baker's
 version of the theorem and proof</a> and then deriving the
 original one from that. Baker's version states that for any
 algebraic numbers $\beta_1, \ldots, \beta_n\in\mathbb{C}$ and distinct
 algebraic numbers $\alpha_i, \ldots, \alpha_n\in\mathbb{C}$, we have
 $\beta_1 e^{\alpha_1} + \ldots + \beta_n e^{\alpha_n} = 0$ if and only
 if all the $\beta_i$ are zero.</p> <p>This has a number of
 direct corollaries, e.g.:</p> <ul> <li>$e$ and $\pi$
 are transcendental</li> <li>$e^z$, $\sin z$, $\tan z$,
 etc. are transcendental for algebraic
 $z\in\mathbb{C}\setminus\{0\}$</li> <li>$\ln z$ is
 transcendental for algebraic $z\in\mathbb{C}\setminus\{0,
 1\}$</li> </ul></div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/number-theory">Mathematics/Number theory</a></li></ul>
   <h3>Theories of Hermite_Lindemann</h3>
   <ul>
     <li><a href="../theories/hermite_lindemann/#Algebraic_Integer_Divisibility">Algebraic_Integer_Divisibility</a></li>
     <li><a href="../theories/hermite_lindemann/#More_Polynomial_HLW">More_Polynomial_HLW</a></li>
     <li><a href="../theories/hermite_lindemann/#More_Min_Int_Poly">More_Min_Int_Poly</a></li>
     <li><a href="../theories/hermite_lindemann/#Complex_Lexorder">Complex_Lexorder</a></li>
     <li><a href="../theories/hermite_lindemann/#More_Multivariate_Polynomial_HLW">More_Multivariate_Polynomial_HLW</a></li>
     <li><a href="../theories/hermite_lindemann/#More_Algebraic_Numbers_HLW">More_Algebraic_Numbers_HLW</a></li>
     <li><a href="../theories/hermite_lindemann/#Misc_HLW">Misc_HLW</a></li>
     <li><a href="../theories/hermite_lindemann/#Hermite_Lindemann">Hermite_Lindemann</a></li></ul><div class="flex-wrap"><div>
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     <ul class="horizontal-list"><li><a href="../entries/Algebraic_Numbers.html">Algebraic_Numbers</a></li><li><a href="../entries/Pi_Transcendental.html">Pi_Transcendental</a></li><li><a href="../entries/Power_Sum_Polynomials.html">Power_Sum_Polynomials</a></li></ul>
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     <ul class="horizontal-list"><li><a href="../entries/Factor_Algebraic_Polynomial.html">Factor_Algebraic_Polynomial</a></li></ul>
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       <li><a href="../entries/Van_der_Waerden.html">Van der Waerden&rsquo;s Theorem</a></li>
       
       <li><a href="../entries/MFMC_Countable.html">A Formal Proof of the Max-Flow Min-Cut Theorem for Countable Networks</a></li>
       
       <li><a href="../entries/Sturm_Sequences.html">Sturm&rsquo;s Theorem</a></li>
       
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   author  = {eberl},
   title   = {The Hermite–Lindemann–Weierstraß Transcendence Theorem},
   journal = {Archive of Formal Proofs},
   month   = March,
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   <meta name="viewport" content="width=device-width, initial-scale=1"><title>Hidden Markov Models - Archive of Formal Proofs</title><meta name="description" content="This entry contains a formalization of hidden Markov models [3] based
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   <h1 >
     <span class='first'>H</span>idden <span class='first'>M</span>arkov <span class='first'>M</span>odels</h1>
   <div>
     
-    <p><a href="../authors/wimmer">Simon Wimmer</a> <a href="http://in.tum.de/~wimmers">🌐</a>
+    <p><a href="../authors/wimmer">Simon Wimmer</a> <a href="http://home.in.tum.de/~wimmers/">🌐</a>
     </p>
     
     
     <p class="date">May 25, 2018</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">This entry contains a formalization of hidden Markov models [3] based
 on Johannes Hölzl's formalization of discrete time Markov chains
 [1]. The basic definitions are provided and the correctness of two
 main (dynamic programming) algorithms for hidden Markov models is
 proved: the forward algorithm for computing the likelihood of an
 observed sequence, and the Viterbi algorithm for decoding the most
 probable hidden state sequence. The Viterbi algorithm is made
 executable including memoization.  Hidden markov models have various
 applications in natural language processing. For an introduction see
 Jurafsky and Martin [2].</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/probability-theory">Mathematics/Probability theory</a></li><li><a href="../topics/computer-science/algorithms">Computer science/Algorithms</a></li></ul>
   <h3>Theories of Hidden_Markov_Models</h3>
   <ul>
     <li><a href="../theories/hidden_markov_models/#Auxiliary">Auxiliary</a></li>
     <li><a href="../theories/hidden_markov_models/#Hidden_Markov_Model">Hidden_Markov_Model</a></li>
     <li><a href="../theories/hidden_markov_models/#HMM_Implementation">HMM_Implementation</a></li>
     <li><a href="../theories/hidden_markov_models/#HMM_Example">HMM_Example</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/Markov_Models.html">Markov_Models</a></li><li><a href="../entries/Monad_Memo_DP.html">Monad_Memo_DP</a></li></ul>
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     <h3>Related Entries</h3>
     <ul class="horizontal-list">
       
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   author  = {wimmer},
   title   = {Hidden Markov Models},
   journal = {Archive of Formal Proofs},
   month   = May,
   year    = 2018,
   note    = {\url{https://isa-afp.org/entries/Hidden_Markov_Models.html},
             Formal proof development},
   ISSN    = {2150-914x},
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diff --git a/web/entries/Hoare_Time.html b/web/entries/Hoare_Time.html
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   <h1 >
     <span class='first'>H</span>oare <span class='first'>L</span>ogics for <span class='first'>T</span>ime <span class='first'>B</span>ounds</h1>
   <div>
     
-    <p><a href="../authors/haslbeckm">Maximilian P. L. Haslbeck</a> <a href="http://www.in.tum.de/~haslbema">🌐</a> and <a href="../authors/nipkow">Tobias Nipkow</a> <a href="https://www.in.tum.de/~nipkow">🌐</a>
+    <p><a href="../authors/haslbeckm">Maximilian P. L. Haslbeck</a> <a href="http://in.tum.de/~haslbema/">🌐</a> and <a href="../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a>
     </p>
     
     
     <p class="date">February 26, 2018</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">We study three different Hoare logics for reasoning about time bounds
 of imperative programs and formalize them in Isabelle/HOL: a classical
 Hoare like logic due to Nielson, a logic with potentials due to
 Carbonneaux <i>et al.</i> and a <i>separation
 logic</i> following work by Atkey, Chaguérand and Pottier.
 These logics are formally shown to be sound and complete. Verification
 condition generators are developed and are shown sound and complete
 too.  We also consider variants of the systems where we abstract from
 multiplicative constants in the running time bounds, thus supporting a
 big-O style of reasoning.  Finally we compare the expressive power of
 the three systems.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/programming-languages/logics">Computer science/Programming languages/Logics</a></li></ul>
   <h3>Theories of Hoare_Time</h3>
   <ul>
     <li><a href="../theories/hoare_time/#AExp">AExp</a></li>
     <li><a href="../theories/hoare_time/#BExp">BExp</a></li>
     <li><a href="../theories/hoare_time/#Com">Com</a></li>
     <li><a href="../theories/hoare_time/#Big_Step">Big_Step</a></li>
     <li><a href="../theories/hoare_time/#Big_StepT">Big_StepT</a></li>
     <li><a href="../theories/hoare_time/#Nielson_Hoare">Nielson_Hoare</a></li>
     <li><a href="../theories/hoare_time/#Nielson_VCG">Nielson_VCG</a></li>
     <li><a href="../theories/hoare_time/#Vars">Vars</a></li>
     <li><a href="../theories/hoare_time/#Nielson_VCGi">Nielson_VCGi</a></li>
     <li><a href="../theories/hoare_time/#Nielson_VCGi_complete">Nielson_VCGi_complete</a></li>
     <li><a href="../theories/hoare_time/#Nielson_Examples">Nielson_Examples</a></li>
     <li><a href="../theories/hoare_time/#Nielson_Sqrt">Nielson_Sqrt</a></li>
     <li><a href="../theories/hoare_time/#Quant_Hoare">Quant_Hoare</a></li>
     <li><a href="../theories/hoare_time/#Quant_VCG">Quant_VCG</a></li>
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     <li><a href="../theories/hoare_time/#QuantK_VCG">QuantK_VCG</a></li>
     <li><a href="../theories/hoare_time/#QuantK_Examples">QuantK_Examples</a></li>
     <li><a href="../theories/hoare_time/#QuantK_Sqrt">QuantK_Sqrt</a></li>
     <li><a href="../theories/hoare_time/#Partial_Evaluation">Partial_Evaluation</a></li>
     <li><a href="../theories/hoare_time/#Product_Separation_Algebra">Product_Separation_Algebra</a></li>
     <li><a href="../theories/hoare_time/#Sep_Algebra_Add">Sep_Algebra_Add</a></li>
     <li><a href="../theories/hoare_time/#Big_StepT_Partial">Big_StepT_Partial</a></li>
     <li><a href="../theories/hoare_time/#SepLog_Hoare">SepLog_Hoare</a></li>
     <li><a href="../theories/hoare_time/#SepLog_Examples">SepLog_Examples</a></li>
     <li><a href="../theories/hoare_time/#SepLogK_Hoare">SepLogK_Hoare</a></li>
     <li><a href="../theories/hoare_time/#SepLogK_VCG">SepLogK_VCG</a></li>
     <li><a href="../theories/hoare_time/#Discussion">Discussion</a></li>
     <li><a href="../theories/hoare_time/#DiscussionO">DiscussionO</a></li>
     <li><a href="../theories/hoare_time/#Hoare_Time">Hoare_Time</a></li></ul><div class="flex-wrap"><div>
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     <ul class="horizontal-list"><li><a href="../entries/Separation_Algebra.html">Separation_Algebra</a></li></ul>
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     <h3>Related Entries</h3>
     <ul class="horizontal-list">
       
       <li><a href="../entries/Simpl.html">A Sequential Imperative Programming Language Syntax, Semantics, Hoare Logics and Verification Environment</a></li>
       
       <li><a href="../entries/UTP.html">Isabelle/UTP: Mechanised Theory Engineering for Unifying Theories of Programming</a></li>
       
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   author  = {haslbeckm and nipkow},
   title   = {Hoare Logics for Time Bounds},
   journal = {Archive of Formal Proofs},
   month   = February,
   year    = 2018,
   note    = {\url{https://isa-afp.org/entries/Hoare_Time.html},
             Formal proof development},
   ISSN    = {2150-914x},
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diff --git a/web/entries/HotelKeyCards.html b/web/entries/HotelKeyCards.html
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@@ -1,157 +1,157 @@
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   <meta name="viewport" content="width=device-width, initial-scale=1"><title>Hotel Key Card System - Archive of Formal Proofs</title><meta name="description" content="Two models of an electronic hotel key card system are contrasted: a state based and a trace based one. Both are defined, verified, and proved equivalent in..."><meta property="og:title" content="Hotel Key Card System" />
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   <h1 >
     <span class='first'>H</span>otel <span class='first'>K</span>ey <span class='first'>C</span>ard <span class='first'>S</span>ystem</h1>
   <div>
     
-    <p><a href="../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a>
+    <p><a href="../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a>
     </p>
     
     
     <p class="date">September 9, 2006</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">Two models of an electronic hotel key card system are contrasted: a state based and a trace based one. Both are defined, verified, and proved equivalent in the theorem prover Isabelle/HOL. It is shown that if a guest follows a certain safety policy regarding her key cards, she can be sure that nobody but her can enter her room.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/security">Computer science/Security</a></li></ul>
   <h3>Theories of HotelKeyCards</h3>
   <ul>
     <li><a href="../theories/hotelkeycards/#Notation">Notation</a></li>
     <li><a href="../theories/hotelkeycards/#Basis">Basis</a></li>
     <li><a href="../theories/hotelkeycards/#State">State</a></li>
     <li><a href="../theories/hotelkeycards/#NewCard">NewCard</a></li>
     <li><a href="../theories/hotelkeycards/#Trace">Trace</a></li>
     <li><a href="../theories/hotelkeycards/#Equivalence">Equivalence</a></li></ul><div class="flex-wrap">
   
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   author  = {nipkow},
   title   = {Hotel Key Card System},
   journal = {Archive of Formal Proofs},
   month   = September,
   year    = 2006,
   note    = {\url{https://isa-afp.org/entries/HotelKeyCards.html},
             Formal proof development},
   ISSN    = {2150-914x},
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diff --git a/web/entries/IEEE_Floating_Point.html b/web/entries/IEEE_Floating_Point.html
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   <h1 >
     <span class='first'>A</span> <span class='first'>F</span>ormal <span class='first'>M</span>odel of <span class='first'>I</span><span class='first'>E</span><span class='first'>E</span><span class='first'>E</span> <span class='first'>F</span>loating <span class='first'>P</span>oint <span class='first'>A</span>rithmetic</h1>
   <div>
     
     <p><a href="../authors/yu">Lei Yu</a> <a href="mailto:ly271@cam.ac.uk">📧</a>
-      with contributions from <a href="../authors/hellauer">Fabian Hellauer</a> <a href="mailto:hellauer@in.tum.de">📧</a> and <a href="../authors/immler">Fabian Immler</a> <a href="http://www21.in.tum.de/~immler">🌐</a>
+      with contributions from <a href="../authors/hellauer">Fabian Hellauer</a> <a href="mailto:hellauer@in.tum.de">📧</a> and <a href="../authors/immler">Fabian Immler</a> <a href="https://home.in.tum.de/~immler/">🌐</a>
     </p>
     
     
     <p class="date">July 27, 2013</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">This development provides a formal model of IEEE-754 floating-point arithmetic. This formalization, including formal specification of the standard and proofs of important properties of floating-point arithmetic, forms the foundation for verifying programs with floating-point computation. There is also a code generation setup for floats so that we can execute programs using this formalization in functional programming languages.</div>BSD License<h3>Change history</h3>
 
   <p>[2017-09-25] Added conversions from and to software floating point numbers
 (by Fabian Hellauer and Fabian Immler).<br>
 
 [2018-02-05] 'Modernized' representation following the formalization in HOL4:
 former "float_format" and predicate "is_valid" is now encoded in a type "('e, 'f) float" where
 'e and 'f encode the size of exponent and fraction.</p><h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/data-structures">Computer science/Data structures</a></li></ul>
   <h3>Theories of IEEE_Floating_Point</h3>
   <ul>
     <li><a href="../theories/ieee_floating_point/#IEEE">IEEE</a></li>
     <li><a href="../theories/ieee_floating_point/#IEEE_Properties">IEEE_Properties</a></li>
     <li><a href="../theories/ieee_floating_point/#FP64">FP64</a></li>
     <li><a href="../theories/ieee_floating_point/#Conversion_IEEE_Float">Conversion_IEEE_Float</a></li>
     <li><a href="../theories/ieee_floating_point/#Double">Double</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/Word_Lib.html">Word_Lib</a></li></ul>
   </div><div>
     <h3>Used by</h3>
     <ul class="horizontal-list"><li><a href="../entries/MFODL_Monitor_Optimized.html">MFODL_Monitor_Optimized</a></li><li><a href="../entries/CakeML.html">CakeML</a></li></ul>
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     <h3>Related Entries</h3>
     <ul class="horizontal-list">
       
       <li><a href="../entries/Physical_Quantities.html">A Sound Type System for Physical Quantities, Units, and Measurements</a></li>
       
       <li><a href="../entries/UPF_Firewall.html">Formal Network Models and Their Application to Firewall Policies</a></li>
       
       <li><a href="../entries/Password_Authentication_Protocol.html">Verification of a Diffie-Hellman Password-based Authentication Protocol by Extending the Inductive Method</a></li>
       
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   author  = {yu},
   title   = {A Formal Model of IEEE Floating Point Arithmetic},
   journal = {Archive of Formal Proofs},
   month   = July,
   year    = 2013,
   note    = {\url{https://isa-afp.org/entries/IEEE_Floating_Point.html},
             Formal proof development},
   ISSN    = {2150-914x},
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diff --git a/web/entries/IMO2019.html b/web/entries/IMO2019.html
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   <h1 >
     <span class='first'>S</span>elected <span class='first'>P</span>roblems <span class='first'>F</span>rom the <span class='first'>I</span>nternational <span class='first'>M</span>athematical <span class='first'>O</span>lympiad 2019</h1>
   <div>
     
-    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a>
+    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a>
     </p>
     
     
     <p class="date">August 5, 2019</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process"><p>This entry contains formalisations of the answers to three of
 the six problem of the International Mathematical Olympiad 2019,
 namely Q1, Q4, and Q5.</p> <p>The reason why these
 problems were chosen is that they are particularly amenable to
 formalisation: they can be solved with minimal use of libraries. The
 remaining three concern geometry and graph theory, which, in the
 author's opinion, are more difficult to formalise resp. require a
 more complex library.</p></div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/misc">Mathematics/Misc</a></li></ul>
   <h3>Theories of IMO2019</h3>
   <ul>
     <li><a href="../theories/imo2019/#IMO2019_Q1">IMO2019_Q1</a></li>
     <li><a href="../theories/imo2019/#IMO2019_Q4">IMO2019_Q4</a></li>
     <li><a href="../theories/imo2019/#IMO2019_Q5">IMO2019_Q5</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/Prime_Distribution_Elementary.html">Prime_Distribution_Elementary</a></li></ul>
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   author  = {eberl},
   title   = {Selected Problems from the International Mathematical Olympiad 2019},
   journal = {Archive of Formal Proofs},
   month   = August,
   year    = 2019,
   note    = {\url{https://isa-afp.org/entries/IMO2019.html},
             Formal proof development},
   ISSN    = {2150-914x},
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     <span class='first'>I</span><span class='first'>M</span><span class='first'>P</span>2 – <span class='first'>S</span>imple <span class='first'>P</span>rogram <span class='first'>V</span>erification in <span class='first'>I</span>sabelle/<span class='first'>H</span><span class='first'>O</span><span class='first'>L</span></h1>
   <div>
     
-    <p><a href="../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a> and <a href="../authors/wimmer">Simon Wimmer</a> <a href="http://in.tum.de/~wimmers">🌐</a>
+    <p><a href="../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a> and <a href="../authors/wimmer">Simon Wimmer</a> <a href="http://home.in.tum.de/~wimmers/">🌐</a>
     </p>
     
     
     <p class="date">January 15, 2019</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">IMP2 is a simple imperative language together with Isabelle tooling to
 create a program verification environment in Isabelle/HOL. The tools
 include a C-like syntax, a verification condition generator, and
 Isabelle commands for the specification of programs. The framework is
 modular, i.e., it allows easy reuse of already proved programs within
 larger programs.  This entry comes with a quickstart guide and a large
 collection of examples, spanning basic algorithms with simple proofs
 to more advanced algorithms and proof techniques like data refinement.
 Some highlights from the examples are: <ul> <li>Bisection
 Square Root, </li> <li>Extended Euclid,  </li>
 <li>Exponentiation by Squaring,  </li> <li>Binary
 Search,  </li> <li>Insertion Sort,  </li>
 <li>Quicksort,  </li> <li>Depth First Search.
 </li> </ul>  The abstract syntax and semantics are very
 simple and well-documented. They are suitable to be used in a course,
 as extension to the IMP language which comes with the Isabelle
 distribution.  While this entry is limited to a simple imperative
 language, the ideas could be extended to more sophisticated languages.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/programming-languages/logics">Computer science/Programming languages/Logics</a></li><li><a href="../topics/computer-science/algorithms">Computer science/Algorithms</a></li></ul>
   <h3>Theories of IMP2</h3>
   <ul>
     <li><a href="../theories/imp2/#IMP2_Aux_Lemmas">IMP2_Aux_Lemmas</a></li>
     <li><a href="../theories/imp2/#IMP2_Utils">IMP2_Utils</a></li>
     <li><a href="../theories/imp2/#Named_Simpsets">Named_Simpsets</a></li>
     <li><a href="../theories/imp2/#Subgoal_Focus_Some">Subgoal_Focus_Some</a></li>
     <li><a href="../theories/imp2/#Syntax">Syntax</a></li>
     <li><a href="../theories/imp2/#Semantics">Semantics</a></li>
     <li><a href="../theories/imp2/#Annotated_Syntax">Annotated_Syntax</a></li>
     <li><a href="../theories/imp2/#IMP2_Basic_Simpset">IMP2_Basic_Simpset</a></li>
     <li><a href="../theories/imp2/#Parser">Parser</a></li>
     <li><a href="../theories/imp2/#IMP2_Basic_Decls">IMP2_Basic_Decls</a></li>
     <li><a href="../theories/imp2/#IMP2_Program_Analysis">IMP2_Program_Analysis</a></li>
     <li><a href="../theories/imp2/#IMP2_Var_Postprocessor">IMP2_Var_Postprocessor</a></li>
     <li><a href="../theories/imp2/#IMP2_Var_Abs">IMP2_Var_Abs</a></li>
     <li><a href="../theories/imp2/#IMP2_VCG">IMP2_VCG</a></li>
     <li><a href="../theories/imp2/#IMP2_Specification">IMP2_Specification</a></li>
     <li><a href="../theories/imp2/#IMP2">IMP2</a></li>
     <li><a href="../theories/imp2/#Quickstart_Guide">Quickstart_Guide</a></li>
     <li><a href="../theories/imp2/#IMP2_from_IMP">IMP2_from_IMP</a></li>
     <li><a href="../theories/imp2/#Examples">Examples</a></li></ul><div class="flex-wrap"><div>
     <h3>Used by</h3>
     <ul class="horizontal-list"><li><a href="../entries/IMP2_Binary_Heap.html">IMP2_Binary_Heap</a></li></ul>
   </div>
   
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     <h3>Related Entries</h3>
     <ul class="horizontal-list">
       
       <li><a href="../entries/Regular_Algebras.html">Regular Algebras</a></li>
       
       <li><a href="../entries/IMP2_Binary_Heap.html">Binary Heaps for IMP2</a></li>
       
       <li><a href="../entries/UTP.html">Isabelle/UTP: Mechanised Theory Engineering for Unifying Theories of Programming</a></li>
       
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       <pre id="copyText">@article{IMP2-AFP,
   author  = {lammich and wimmer},
   title   = {IMP2 – Simple Program Verification in Isabelle/HOL},
   journal = {Archive of Formal Proofs},
   month   = January,
   year    = 2019,
   note    = {\url{https://isa-afp.org/entries/IMP2.html},
             Formal proof development},
   ISSN    = {2150-914x},
 }</pre>
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   <h1 >
     <span class='first'>I</span><span class='first'>P</span> <span class='first'>A</span>ddresses</h1>
   <div>
     
-    <p><a href="../authors/diekmann">Cornelius Diekmann</a> <a href="http://net.in.tum.de/~diekmann">🌐</a>, <a href="../authors/michaelis">Julius Michaelis</a> <a href="http://liftm.de">🌐</a> and <a href="../authors/hupel">Lars Hupel</a> <a href="https://www21.in.tum.de/~hupel/">🌐</a>
+    <p><a href="../authors/diekmann">Cornelius Diekmann</a> <a href="http://net.in.tum.de/~diekmann">🌐</a>, <a href="../authors/michaelis">Julius Michaelis</a> <a href="http://liftm.de/">🌐</a> and <a href="../authors/hupel">Lars Hupel</a> <a href="https://www21.in.tum.de/~hupel/">🌐</a>
     </p>
     
     
     <p class="date">June 28, 2016</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">This entry contains a definition of IP addresses and a library to work
 with them.  Generic IP addresses are modeled as machine words of
 arbitrary length. Derived from this generic definition, IPv4 addresses
 are 32bit machine words, IPv6 addresses are 128bit words.
 Additionally, IPv4 addresses can be represented in dot-decimal
 notation and IPv6 addresses in (compressed) colon-separated notation.
 We support toString functions and parsers for both notations. Sets of
 IP addresses can be represented with a netmask (e.g.
 192.168.0.0/255.255.0.0) or in CIDR notation (e.g. 192.168.0.0/16). To
 provide executable code for set operations on IP address ranges, the
 library includes a datatype to work on arbitrary intervals of machine
 words.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/networks">Computer science/Networks</a></li></ul>
   <h3>Theories of IP_Addresses</h3>
   <ul>
     <li><a href="../theories/ip_addresses/#NumberWang_IPv4">NumberWang_IPv4</a></li>
     <li><a href="../theories/ip_addresses/#NumberWang_IPv6">NumberWang_IPv6</a></li>
     <li><a href="../theories/ip_addresses/#WordInterval">WordInterval</a></li>
     <li><a href="../theories/ip_addresses/#Hs_Compat">Hs_Compat</a></li>
     <li><a href="../theories/ip_addresses/#IP_Address">IP_Address</a></li>
     <li><a href="../theories/ip_addresses/#IPv4">IPv4</a></li>
     <li><a href="../theories/ip_addresses/#IPv6">IPv6</a></li>
     <li><a href="../theories/ip_addresses/#Prefix_Match">Prefix_Match</a></li>
     <li><a href="../theories/ip_addresses/#CIDR_Split">CIDR_Split</a></li>
     <li><a href="../theories/ip_addresses/#WordInterval_Sorted">WordInterval_Sorted</a></li>
     <li><a href="../theories/ip_addresses/#IP_Address_Parser">IP_Address_Parser</a></li>
     <li><a href="../theories/ip_addresses/#Lib_Numbers_toString">Lib_Numbers_toString</a></li>
     <li><a href="../theories/ip_addresses/#Lib_Word_toString">Lib_Word_toString</a></li>
     <li><a href="../theories/ip_addresses/#Lib_List_toString">Lib_List_toString</a></li>
     <li><a href="../theories/ip_addresses/#IP_Address_toString">IP_Address_toString</a></li>
     <li><a href="../theories/ip_addresses/#Prefix_Match_toString">Prefix_Match_toString</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/Automatic_Refinement.html">Automatic_Refinement</a></li><li><a href="../entries/Word_Lib.html">Word_Lib</a></li></ul>
   </div><div>
     <h3>Used by</h3>
     <ul class="horizontal-list"><li><a href="../entries/Simple_Firewall.html">Simple_Firewall</a></li></ul>
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   author  = {diekmann, michaelis and hupel},
   title   = {IP Addresses},
   journal = {Archive of Formal Proofs},
   month   = June,
   year    = 2016,
   note    = {\url{https://isa-afp.org/entries/IP_Addresses.html},
             Formal proof development},
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   <h1 >
     <span class='first'>P</span>roving the <span class='first'>I</span>mpossibility of <span class='first'>T</span>risecting an <span class='first'>A</span>ngle and <span class='first'>D</span>oubling the <span class='first'>C</span>ube</h1>
   <div>
     
-    <p><a href="../authors/romanos">Ralph Romanos</a> <a href="mailto:ralph.romanos@student.ecp.fr">📧</a> and <a href="../authors/paulson">Lawrence C. Paulson</a> <a href="http://www.cl.cam.ac.uk/~lp15/">🌐</a>
+    <p><a href="../authors/romanos">Ralph Romanos</a> <a href="mailto:ralph.romanos@student.ecp.fr">📧</a> and <a href="../authors/paulson">Lawrence C. Paulson</a> <a href="https://www.cl.cam.ac.uk/~lp15/">🌐</a>
     </p>
     
     
     <p class="date">August 5, 2012</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">Squaring the circle, doubling the cube and trisecting an angle, using a compass and straightedge alone, are classic unsolved problems first posed by the ancient Greeks. All three problems were proved to be impossible in the 19th century. The following document presents the proof of the impossibility of solving the latter two problems using Isabelle/HOL, following a proof by Carrega. The proof uses elementary methods: no Galois theory or field extensions. The set of points constructible using a compass and straightedge is defined inductively. Radical expressions, which involve only square roots and arithmetic of rational numbers, are defined, and we find that all constructive points have radical coordinates. Finally, doubling the cube and trisecting certain angles requires solving certain cubic equations that can be proved to have no rational roots. The Isabelle proofs require a great many detailed calculations.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/algebra">Mathematics/Algebra</a></li><li><a href="../topics/mathematics/geometry">Mathematics/Geometry</a></li></ul>
   <h3>Theories of Impossible_Geometry</h3>
   <ul>
     <li><a href="../theories/impossible_geometry/#Impossible_Geometry">Impossible_Geometry</a></li></ul><div class="flex-wrap">
   
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   author  = {romanos and paulson},
   title   = {Proving the Impossibility of Trisecting an Angle and Doubling the Cube},
   journal = {Archive of Formal Proofs},
   month   = August,
   year    = 2012,
   note    = {\url{https://isa-afp.org/entries/Impossible_Geometry.html},
             Formal proof development},
   ISSN    = {2150-914x},
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   <meta name="viewport" content="width=device-width, initial-scale=1"><title>Gödel&#39;s Incompleteness Theorems - Archive of Formal Proofs</title><meta name="description" content="Gödel&#39;s two incompleteness theorems are formalised, following a careful presentation by Swierczkowski, in the theory of hereditarily finite sets. This..."><meta property="og:title" content="Gödel&#39;s Incompleteness Theorems" />
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   <h1 >
     <span class='first'>G</span>ödel's <span class='first'>I</span>ncompleteness <span class='first'>T</span>heorems</h1>
   <div>
     
-    <p><a href="../authors/paulson">Lawrence C. Paulson</a> <a href="http://www.cl.cam.ac.uk/~lp15/">🌐</a>
+    <p><a href="../authors/paulson">Lawrence C. Paulson</a> <a href="https://www.cl.cam.ac.uk/~lp15/">🌐</a>
     </p>
     
     
     <p class="date">November 17, 2013</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">Gödel's two incompleteness theorems are formalised, following a careful  <a href="http://journals.impan.gov.pl/dm/Inf/422-0-1.html">presentation</a> by Swierczkowski, in the theory of <a href="HereditarilyFinite.html">hereditarily finite sets</a>. This represents the first ever machine-assisted proof of the second incompleteness theorem. Compared with traditional formalisations using Peano arithmetic (see e.g. Boolos), coding is simpler, with no need to formalise the notion
 of multiplication (let alone that of a prime number)
 in the formalised calculus upon which the theorem is based.
 However, other technical problems had to be solved in order to complete the argument.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/logic/proof-theory">Logic/Proof theory</a></li></ul>
   <h3>Theories of Incompleteness</h3>
   <ul>
     <li><a href="../theories/incompleteness/#SyntaxN">SyntaxN</a></li>
     <li><a href="../theories/incompleteness/#Coding">Coding</a></li>
     <li><a href="../theories/incompleteness/#Predicates">Predicates</a></li>
     <li><a href="../theories/incompleteness/#Sigma">Sigma</a></li>
     <li><a href="../theories/incompleteness/#Coding_Predicates">Coding_Predicates</a></li>
     <li><a href="../theories/incompleteness/#Pf_Predicates">Pf_Predicates</a></li>
     <li><a href="../theories/incompleteness/#Functions">Functions</a></li>
     <li><a href="../theories/incompleteness/#Goedel_I">Goedel_I</a></li>
     <li><a href="../theories/incompleteness/#II_Prelims">II_Prelims</a></li>
     <li><a href="../theories/incompleteness/#Pseudo_Coding">Pseudo_Coding</a></li>
     <li><a href="../theories/incompleteness/#Quote">Quote</a></li>
     <li><a href="../theories/incompleteness/#Goedel_II">Goedel_II</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/HereditarilyFinite.html">HereditarilyFinite</a></li><li><a href="../entries/Nominal2.html">Nominal2</a></li></ul>
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     <h3>Used by</h3>
     <ul class="horizontal-list"><li><a href="../entries/Goedel_HFSet_Semantic.html">Goedel_HFSet_Semantic</a></li><li><a href="../entries/Surprise_Paradox.html">Surprise_Paradox</a></li></ul>
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     <h3>Related Entries</h3>
     <ul class="horizontal-list">
       
       <li><a href="../entries/Goedel_HFSet_Semanticless.html">From Abstract to Concrete Gödel&rsquo;s Incompleteness Theorems—Part II</a></li>
       
       <li><a href="../entries/Recursion-Addition.html">Recursion Theorem in ZF</a></li>
       
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       <pre id="copyText">@article{Incompleteness-AFP,
   author  = {paulson},
   title   = {Gödel&#39;s Incompleteness Theorems},
   journal = {Archive of Formal Proofs},
   month   = November,
   year    = 2013,
   note    = {\url{https://isa-afp.org/entries/Incompleteness.html},
             Formal proof development},
   ISSN    = {2150-914x},
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   <meta name="viewport" content="width=device-width, initial-scale=1"><title>The Independence of the Continuum Hypothesis in Isabelle/ZF - Archive of Formal Proofs</title><meta name="description" content="We redeveloped our formalization of forcing in the set theory
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   <h1 >
     <span class='first'>T</span>he <span class='first'>I</span>ndependence of the <span class='first'>C</span>ontinuum <span class='first'>H</span>ypothesis in <span class='first'>I</span>sabelle/<span class='first'>Z</span><span class='first'>F</span></h1>
   <div>
     
-    <p><a href="../authors/gunther">Emmanuel Gunther</a> <a href="mailto:gunther@famaf.unc.edu.ar">📧</a>, <a href="../authors/pagano">Miguel Pagano</a> <a href="https://cs.famaf.unc.edu.ar/~mpagano/">🌐</a>, <a href="../authors/terraf">Pedro Sánchez Terraf</a> <a href="https://cs.famaf.unc.edu.ar/~pedro">🌐</a> and <a href="../authors/steinberg">Matías Steinberg</a> <a href="mailto:matias.steinberg@mi.unc.edu.ar">📧</a>
+    <p><a href="../authors/gunther">Emmanuel Gunther</a> <a href="mailto:gunther@famaf.unc.edu.ar">📧</a>, <a href="../authors/pagano">Miguel Pagano</a> <a href="https://cs.famaf.unc.edu.ar/~mpagano/">🌐</a>, <a href="../authors/terraf">Pedro Sánchez Terraf</a> <a href="https://cs.famaf.unc.edu.ar/~pedro/home_en.html">🌐</a> and <a href="../authors/steinberg">Matías Steinberg</a> <a href="mailto:matias.steinberg@mi.unc.edu.ar">📧</a>
     </p>
     
     
     <p class="date">March 6, 2022</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">We redeveloped our formalization of forcing in the set theory
 framework of Isabelle/ZF. Under the assumption of the existence of a
 countable transitive model of ZFC, we construct proper generic
 extensions that satisfy the Continuum Hypothesis and its negation.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/logic/set-theory">Logic/Set theory</a></li></ul>
   <h3>Theories of Independence_CH</h3>
   <ul>
     <li><a href="../theories/independence_ch/#Forcing_Notions">Forcing_Notions</a></li>
     <li><a href="../theories/independence_ch/#Cohen_Posets_Relative">Cohen_Posets_Relative</a></li>
     <li><a href="../theories/independence_ch/#Edrel">Edrel</a></li>
     <li><a href="../theories/independence_ch/#FrecR">FrecR</a></li>
     <li><a href="../theories/independence_ch/#FrecR_Arities">FrecR_Arities</a></li>
     <li><a href="../theories/independence_ch/#Fm_Definitions">Fm_Definitions</a></li>
     <li><a href="../theories/independence_ch/#Interface">Interface</a></li>
     <li><a href="../theories/independence_ch/#Forcing_Data">Forcing_Data</a></li>
     <li><a href="../theories/independence_ch/#Forces_Definition">Forces_Definition</a></li>
     <li><a href="../theories/independence_ch/#Names">Names</a></li>
     <li><a href="../theories/independence_ch/#Forcing_Theorems">Forcing_Theorems</a></li>
     <li><a href="../theories/independence_ch/#Ordinals_In_MG">Ordinals_In_MG</a></li>
     <li><a href="../theories/independence_ch/#Separation_Rename">Separation_Rename</a></li>
     <li><a href="../theories/independence_ch/#Separation_Axiom">Separation_Axiom</a></li>
     <li><a href="../theories/independence_ch/#Pairing_Axiom">Pairing_Axiom</a></li>
     <li><a href="../theories/independence_ch/#Union_Axiom">Union_Axiom</a></li>
     <li><a href="../theories/independence_ch/#Powerset_Axiom">Powerset_Axiom</a></li>
     <li><a href="../theories/independence_ch/#Extensionality_Axiom">Extensionality_Axiom</a></li>
     <li><a href="../theories/independence_ch/#Foundation_Axiom">Foundation_Axiom</a></li>
     <li><a href="../theories/independence_ch/#Replacement_Axiom">Replacement_Axiom</a></li>
     <li><a href="../theories/independence_ch/#Infinity_Axiom">Infinity_Axiom</a></li>
     <li><a href="../theories/independence_ch/#Choice_Axiom">Choice_Axiom</a></li>
     <li><a href="../theories/independence_ch/#Internal_ZFC_Axioms">Internal_ZFC_Axioms</a></li>
     <li><a href="../theories/independence_ch/#Separation_Instances">Separation_Instances</a></li>
     <li><a href="../theories/independence_ch/#Replacement_Instances">Replacement_Instances</a></li>
     <li><a href="../theories/independence_ch/#Proper_Extension">Proper_Extension</a></li>
     <li><a href="../theories/independence_ch/#Succession_Poset">Succession_Poset</a></li>
     <li><a href="../theories/independence_ch/#ZF_Trans_Interpretations">ZF_Trans_Interpretations</a></li>
     <li><a href="../theories/independence_ch/#Forcing_Main">Forcing_Main</a></li>
     <li><a href="../theories/independence_ch/#Cardinal_Preservation">Cardinal_Preservation</a></li>
     <li><a href="../theories/independence_ch/#Not_CH">Not_CH</a></li>
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     <li><a href="../theories/independence_ch/#CH">CH</a></li>
     <li><a href="../theories/independence_ch/#Absolute_Versions">Absolute_Versions</a></li>
     <li><a href="../theories/independence_ch/#Definitions_Main">Definitions_Main</a></li>
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     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/Transitive_Models.html">Transitive_Models</a></li></ul>
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     <h3>Related Entries</h3>
     <ul class="horizontal-list">
       
       <li><a href="../entries/Transitive_Models.html">Transitive Models of Fragments of ZFC</a></li>
       
       <li><a href="../entries/Wetzels_Problem.html">Wetzel&rsquo;s Problem and the Continuum Hypothesis</a></li>
       
       <li><a href="../entries/Delta_System_Lemma.html">Cofinality and the Delta System Lemma</a></li>
       
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       <pre id="copyText">@article{Independence_CH-AFP,
   author  = {gunther, pagano, terraf and steinberg},
   title   = {The Independence of the Continuum Hypothesis in Isabelle/ZF},
   journal = {Archive of Formal Proofs},
   month   = March,
   year    = 2022,
   note    = {\url{https://isa-afp.org/entries/Independence_CH.html},
             Formal proof development},
   ISSN    = {2150-914x},
 }</pre>
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   <h1 >
     <span class='first'>I</span>nfeasible <span class='first'>P</span>aths <span class='first'>E</span>limination by <span class='first'>S</span>ymbolic <span class='first'>E</span>xecution <span class='first'>T</span>echniques: <span class='first'>P</span>roof of <span class='first'>C</span>orrectness and <span class='first'>P</span>reservation of <span class='first'>P</span>aths</h1>
   <div>
     
-    <p><a href="../authors/aissat">Romain Aissat</a>, <a href="../authors/voisin">Frederic Voisin</a> and <a href="../authors/wolff">Burkhart Wolff</a> <a href="mailto:wolff@lri.fr">📧</a>
+    <p><a href="../authors/aissat">Romain Aissat</a>, <a href="../authors/voisin">Frederic Voisin</a> and <a href="../authors/wolff">Burkhart Wolff</a> <a href="mailto:burkhart.wolff@lri.fr">📧</a>
     </p>
     
     
     <p class="date">August 18, 2016</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">TRACER is a tool for verifying safety properties of sequential C
 programs. TRACER attempts at building a finite symbolic execution
 graph which over-approximates the set of all concrete reachable states
 and the set of feasible paths.  We present an abstract framework for
 TRACER and similar CEGAR-like systems. The framework provides 1) a
 graph- transformation based method for reducing the feasible paths in
 control-flow graphs, 2) a model for symbolic execution, subsumption,
 predicate abstraction and invariant generation. In this framework we
 formally prove two key properties: correct construction of the
 symbolic states and preservation of feasible paths. The framework
 focuses on core operations, leaving to concrete prototypes to “fit in”
 heuristics for combining them.  The accompanying paper (published in
 ITP 2016) can be found at
 https://www.lri.fr/∼wolff/papers/conf/2016-itp-InfPathsNSE.pdf.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/programming-languages/static-analysis">Computer science/Programming languages/Static analysis</a></li></ul>
   <h3>Theories of InfPathElimination</h3>
   <ul>
     <li><a href="../theories/infpathelimination/#Graph">Graph</a></li>
     <li><a href="../theories/infpathelimination/#Aexp">Aexp</a></li>
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     <li><a href="../theories/infpathelimination/#SymExec">SymExec</a></li>
     <li><a href="../theories/infpathelimination/#LTS">LTS</a></li>
     <li><a href="../theories/infpathelimination/#SubRel">SubRel</a></li>
     <li><a href="../theories/infpathelimination/#ArcExt">ArcExt</a></li>
     <li><a href="../theories/infpathelimination/#SubExt">SubExt</a></li>
     <li><a href="../theories/infpathelimination/#RB">RB</a></li></ul><div class="flex-wrap">
   
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   author  = {aissat, voisin and wolff},
   title   = {Infeasible Paths Elimination by Symbolic Execution Techniques: Proof of Correctness and Preservation of Paths},
   journal = {Archive of Formal Proofs},
   month   = August,
   year    = 2016,
   note    = {\url{https://isa-afp.org/entries/InfPathElimination.html},
             Formal proof development},
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   <h1 >
     <span class='first'>I</span>rrational <span class='first'>R</span>apidly <span class='first'>C</span>onvergent <span class='first'>S</span>eries</h1>
   <div>
     
-    <p><a href="../authors/argyraki">Angeliki Koutsoukou-Argyraki</a> <a href="http://www.cl.cam.ac.uk/~ak2110/">🌐</a> and <a href="../authors/li">Wenda Li</a> <a href="http://www.cl.cam.ac.uk/~wl302/">🌐</a>
+    <p><a href="../authors/argyraki">Angeliki Koutsoukou-Argyraki</a> <a href="https://www.cl.cam.ac.uk/~ak2110/">🌐</a> and <a href="../authors/li">Wenda Li</a> <a href="https://www.cl.cam.ac.uk/~wl302/">🌐</a>
     </p>
     
     
     <p class="date">May 23, 2018</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">We formalize with Isabelle/HOL a proof of a theorem by J. Hancl asserting the
 irrationality of the sum of a series consisting of rational numbers, built up
 by sequences that fulfill certain properties. Even though the criterion is a
 number theoretic result, the proof makes use only of analytical arguments. We
 also formalize a corollary of the theorem for a specific series fulfilling the
 assumptions of the theorem.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/number-theory">Mathematics/Number theory</a></li><li><a href="../topics/mathematics/analysis">Mathematics/Analysis</a></li></ul>
   <h3>Theories of Irrationality_J_Hancl</h3>
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     <li><a href="../theories/irrationality_j_hancl/#Irrationality_J_Hancl">Irrationality_J_Hancl</a></li></ul><div class="flex-wrap">
   
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       <pre id="copyText">@article{Irrationality_J_Hancl-AFP,
   author  = {argyraki and li},
   title   = {Irrational Rapidly Convergent Series},
   journal = {Archive of Formal Proofs},
   month   = May,
   year    = 2018,
   note    = {\url{https://isa-afp.org/entries/Irrationality_J_Hancl.html},
             Formal proof development},
   ISSN    = {2150-914x},
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   <h1 >
     <span class='first'>J</span>inja <span class='first'>I</span>s <span class='first'>N</span>ot <span class='first'>J</span>ava</h1>
   <div>
     
-    <p><a href="../authors/klein">Gerwin Klein</a> <a href="http://www.cse.unsw.edu.au/~kleing/">🌐</a> and <a href="../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a>
+    <p><a href="../authors/klein">Gerwin Klein</a> <a href="http://www.cse.unsw.edu.au/~kleing/">🌐</a> and <a href="../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a>
     </p>
     
     
     <p class="date">June 1, 2005</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">We introduce Jinja, a Java-like programming language with a formal semantics designed to exhibit core features of the Java language architecture. Jinja is a compromise between realism of the language and tractability and clarity of the formal semantics. The following aspects are formalised: a big and a small step operational semantics for Jinja and a proof of their equivalence; a type system and a definite initialisation analysis; a type safety proof of the small step semantics; a virtual machine (JVM), its operational semantics and its type system; a type safety proof for the JVM; a bytecode verifier, i.e. data flow analyser for the JVM; a correctness proof of the bytecode verifier w.r.t. the type system; a compiler and a proof that it preserves semantics and well-typedness. The emphasis of this work is not on particular language features but on providing a unified model of the source language, the virtual machine and the compiler. The whole development has been carried out in the theorem prover Isabelle/HOL.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/programming-languages/language-definitions">Computer science/Programming languages/Language definitions</a></li></ul>
   <h3>Theories of Jinja</h3>
   <ul>
     <li><a href="../theories/jinja/#Auxiliary">Auxiliary</a></li>
     <li><a href="../theories/jinja/#Type">Type</a></li>
     <li><a href="../theories/jinja/#Decl">Decl</a></li>
     <li><a href="../theories/jinja/#TypeRel">TypeRel</a></li>
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     <li><a href="../theories/jinja/#Objects">Objects</a></li>
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       <pre id="copyText">@article{Jinja-AFP,
   author  = {klein and nipkow},
   title   = {Jinja is not Java},
   journal = {Archive of Formal Proofs},
   month   = June,
   year    = 2005,
   note    = {\url{https://isa-afp.org/entries/Jinja.html},
             Formal proof development},
   ISSN    = {2150-914x},
 }</pre>
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   <h1 >
     <span class='first'>J</span>inja <span class='first'>W</span>ith <span class='first'>T</span>hreads</h1>
   <div>
     
-    <p><a href="../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de">🌐</a>
+    <p><a href="../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de/">🌐</a>
     </p>
     
     
     <p class="date">December 3, 2007</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">We extend the Jinja source code semantics by Klein and Nipkow with Java-style arrays and threads. Concurrency is captured in a generic framework semantics for adding concurrency through interleaving to a sequential semantics, which features dynamic thread creation, inter-thread communication via shared memory, lock synchronisation and joins. Also, threads can suspend themselves and be notified by others. We instantiate the framework with the adapted versions of both Jinja source and byte code and show type safety for the multithreaded case. Equally, the compiler from source to byte code is extended, for which we prove weak bisimilarity between the source code small step semantics and the defensive Jinja virtual machine. On top of this, we formalise the JMM and show the DRF guarantee and consistency. For description of the different parts, see Lochbihler's papers at FOOL 2008, ESOP 2010, ITP 2011, and ESOP 2012.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/programming-languages/language-definitions">Computer science/Programming languages/Language definitions</a></li></ul>
   <h3>Theories of JinjaThreads</h3>
   <ul>
     <li><a href="../theories/jinjathreads/#Set_without_equal">Set_without_equal</a></li>
     <li><a href="../theories/jinjathreads/#Set_Monad">Set_Monad</a></li>
     <li><a href="../theories/jinjathreads/#JT_ICF">JT_ICF</a></li>
     <li><a href="../theories/jinjathreads/#Auxiliary">Auxiliary</a></li>
     <li><a href="../theories/jinjathreads/#Basic_Main">Basic_Main</a></li>
     <li><a href="../theories/jinjathreads/#FWState">FWState</a></li>
     <li><a href="../theories/jinjathreads/#FWLock">FWLock</a></li>
     <li><a href="../theories/jinjathreads/#FWLocking">FWLocking</a></li>
     <li><a href="../theories/jinjathreads/#FWThread">FWThread</a></li>
     <li><a href="../theories/jinjathreads/#FWWait">FWWait</a></li>
     <li><a href="../theories/jinjathreads/#FWCondAction">FWCondAction</a></li>
     <li><a href="../theories/jinjathreads/#FWWellform">FWWellform</a></li>
     <li><a href="../theories/jinjathreads/#FWLockingThread">FWLockingThread</a></li>
     <li><a href="../theories/jinjathreads/#FWInterrupt">FWInterrupt</a></li>
     <li><a href="../theories/jinjathreads/#FWSemantics">FWSemantics</a></li>
     <li><a href="../theories/jinjathreads/#FWProgressAux">FWProgressAux</a></li>
     <li><a href="../theories/jinjathreads/#FWDeadlock">FWDeadlock</a></li>
     <li><a href="../theories/jinjathreads/#FWProgress">FWProgress</a></li>
     <li><a href="../theories/jinjathreads/#FWLifting">FWLifting</a></li>
     <li><a href="../theories/jinjathreads/#LTS">LTS</a></li>
     <li><a href="../theories/jinjathreads/#FWLTS">FWLTS</a></li>
     <li><a href="../theories/jinjathreads/#Bisimulation">Bisimulation</a></li>
     <li><a href="../theories/jinjathreads/#FWBisimulation">FWBisimulation</a></li>
     <li><a href="../theories/jinjathreads/#FWBisimDeadlock">FWBisimDeadlock</a></li>
     <li><a href="../theories/jinjathreads/#FWLiftingSem">FWLiftingSem</a></li>
     <li><a href="../theories/jinjathreads/#FWInitFinLift">FWInitFinLift</a></li>
     <li><a href="../theories/jinjathreads/#FWBisimLift">FWBisimLift</a></li>
     <li><a href="../theories/jinjathreads/#Semilat">Semilat</a></li>
     <li><a href="../theories/jinjathreads/#Err">Err</a></li>
     <li><a href="../theories/jinjathreads/#Opt">Opt</a></li>
     <li><a href="../theories/jinjathreads/#Product">Product</a></li>
     <li><a href="../theories/jinjathreads/#Listn">Listn</a></li>
     <li><a href="../theories/jinjathreads/#Semilattices">Semilattices</a></li>
     <li><a href="../theories/jinjathreads/#Typing_Framework">Typing_Framework</a></li>
     <li><a href="../theories/jinjathreads/#SemilatAlg">SemilatAlg</a></li>
     <li><a href="../theories/jinjathreads/#Typing_Framework_err">Typing_Framework_err</a></li>
     <li><a href="../theories/jinjathreads/#Kildall">Kildall</a></li>
     <li><a href="../theories/jinjathreads/#LBVSpec">LBVSpec</a></li>
     <li><a href="../theories/jinjathreads/#LBVCorrect">LBVCorrect</a></li>
     <li><a href="../theories/jinjathreads/#LBVComplete">LBVComplete</a></li>
     <li><a href="../theories/jinjathreads/#Abstract_BV">Abstract_BV</a></li>
     <li><a href="../theories/jinjathreads/#Type">Type</a></li>
     <li><a href="../theories/jinjathreads/#Decl">Decl</a></li>
     <li><a href="../theories/jinjathreads/#TypeRel">TypeRel</a></li>
     <li><a href="../theories/jinjathreads/#Value">Value</a></li>
     <li><a href="../theories/jinjathreads/#Exceptions">Exceptions</a></li>
     <li><a href="../theories/jinjathreads/#SystemClasses">SystemClasses</a></li>
     <li><a href="../theories/jinjathreads/#Heap">Heap</a></li>
     <li><a href="../theories/jinjathreads/#Observable_Events">Observable_Events</a></li>
     <li><a href="../theories/jinjathreads/#StartConfig">StartConfig</a></li>
     <li><a href="../theories/jinjathreads/#Conform">Conform</a></li>
     <li><a href="../theories/jinjathreads/#ExternalCall">ExternalCall</a></li>
     <li><a href="../theories/jinjathreads/#WellForm">WellForm</a></li>
     <li><a href="../theories/jinjathreads/#ExternalCallWF">ExternalCallWF</a></li>
     <li><a href="../theories/jinjathreads/#ConformThreaded">ConformThreaded</a></li>
     <li><a href="../theories/jinjathreads/#BinOp">BinOp</a></li>
     <li><a href="../theories/jinjathreads/#SemiType">SemiType</a></li>
     <li><a href="../theories/jinjathreads/#Common_Main">Common_Main</a></li>
     <li><a href="../theories/jinjathreads/#State">State</a></li>
     <li><a href="../theories/jinjathreads/#Expr">Expr</a></li>
     <li><a href="../theories/jinjathreads/#JHeap">JHeap</a></li>
     <li><a href="../theories/jinjathreads/#SmallStep">SmallStep</a></li>
     <li><a href="../theories/jinjathreads/#WWellForm">WWellForm</a></li>
     <li><a href="../theories/jinjathreads/#WellType">WellType</a></li>
     <li><a href="../theories/jinjathreads/#DefAss">DefAss</a></li>
     <li><a href="../theories/jinjathreads/#JWellForm">JWellForm</a></li>
     <li><a href="../theories/jinjathreads/#Threaded">Threaded</a></li>
     <li><a href="../theories/jinjathreads/#WellTypeRT">WellTypeRT</a></li>
     <li><a href="../theories/jinjathreads/#Progress">Progress</a></li>
     <li><a href="../theories/jinjathreads/#DefAssPreservation">DefAssPreservation</a></li>
     <li><a href="../theories/jinjathreads/#TypeSafe">TypeSafe</a></li>
     <li><a href="../theories/jinjathreads/#ProgressThreaded">ProgressThreaded</a></li>
     <li><a href="../theories/jinjathreads/#Deadlocked">Deadlocked</a></li>
     <li><a href="../theories/jinjathreads/#Annotate">Annotate</a></li>
     <li><a href="../theories/jinjathreads/#J_Main">J_Main</a></li>
     <li><a href="../theories/jinjathreads/#JVMState">JVMState</a></li>
     <li><a href="../theories/jinjathreads/#JVMInstructions">JVMInstructions</a></li>
     <li><a href="../theories/jinjathreads/#JVMHeap">JVMHeap</a></li>
     <li><a href="../theories/jinjathreads/#JVMExecInstr">JVMExecInstr</a></li>
     <li><a href="../theories/jinjathreads/#JVMExceptions">JVMExceptions</a></li>
     <li><a href="../theories/jinjathreads/#JVMExec">JVMExec</a></li>
     <li><a href="../theories/jinjathreads/#JVMDefensive">JVMDefensive</a></li>
     <li><a href="../theories/jinjathreads/#JVMThreaded">JVMThreaded</a></li>
     <li><a href="../theories/jinjathreads/#JVM_Main">JVM_Main</a></li>
     <li><a href="../theories/jinjathreads/#JVM_SemiType">JVM_SemiType</a></li>
     <li><a href="../theories/jinjathreads/#Effect">Effect</a></li>
     <li><a href="../theories/jinjathreads/#BVSpec">BVSpec</a></li>
     <li><a href="../theories/jinjathreads/#BVConform">BVConform</a></li>
     <li><a href="../theories/jinjathreads/#BVSpecTypeSafe">BVSpecTypeSafe</a></li>
     <li><a href="../theories/jinjathreads/#BVNoTypeError">BVNoTypeError</a></li>
     <li><a href="../theories/jinjathreads/#BVProgressThreaded">BVProgressThreaded</a></li>
     <li><a href="../theories/jinjathreads/#JVMDeadlocked">JVMDeadlocked</a></li>
     <li><a href="../theories/jinjathreads/#EffectMono">EffectMono</a></li>
     <li><a href="../theories/jinjathreads/#TF_JVM">TF_JVM</a></li>
     <li><a href="../theories/jinjathreads/#LBVJVM">LBVJVM</a></li>
     <li><a href="../theories/jinjathreads/#BVExec">BVExec</a></li>
     <li><a href="../theories/jinjathreads/#BCVExec">BCVExec</a></li>
     <li><a href="../theories/jinjathreads/#BV_Main">BV_Main</a></li>
     <li><a href="../theories/jinjathreads/#CallExpr">CallExpr</a></li>
     <li><a href="../theories/jinjathreads/#J0">J0</a></li>
     <li><a href="../theories/jinjathreads/#J0Bisim">J0Bisim</a></li>
     <li><a href="../theories/jinjathreads/#J1State">J1State</a></li>
     <li><a href="../theories/jinjathreads/#J1Heap">J1Heap</a></li>
     <li><a href="../theories/jinjathreads/#J1">J1</a></li>
     <li><a href="../theories/jinjathreads/#J1Deadlock">J1Deadlock</a></li>
     <li><a href="../theories/jinjathreads/#PCompiler">PCompiler</a></li>
     <li><a href="../theories/jinjathreads/#Compiler2">Compiler2</a></li>
     <li><a href="../theories/jinjathreads/#Exception_Tables">Exception_Tables</a></li>
     <li><a href="../theories/jinjathreads/#J1WellType">J1WellType</a></li>
     <li><a href="../theories/jinjathreads/#J1WellForm">J1WellForm</a></li>
     <li><a href="../theories/jinjathreads/#TypeComp">TypeComp</a></li>
     <li><a href="../theories/jinjathreads/#JVMTau">JVMTau</a></li>
     <li><a href="../theories/jinjathreads/#Execs">Execs</a></li>
     <li><a href="../theories/jinjathreads/#J1JVMBisim">J1JVMBisim</a></li>
     <li><a href="../theories/jinjathreads/#J1JVM">J1JVM</a></li>
     <li><a href="../theories/jinjathreads/#JVMJ1">JVMJ1</a></li>
     <li><a href="../theories/jinjathreads/#Correctness2">Correctness2</a></li>
     <li><a href="../theories/jinjathreads/#ListIndex">ListIndex</a></li>
     <li><a href="../theories/jinjathreads/#Compiler1">Compiler1</a></li>
     <li><a href="../theories/jinjathreads/#J0J1Bisim">J0J1Bisim</a></li>
     <li><a href="../theories/jinjathreads/#Correctness1Threaded">Correctness1Threaded</a></li>
     <li><a href="../theories/jinjathreads/#Correctness1">Correctness1</a></li>
     <li><a href="../theories/jinjathreads/#JJ1WellForm">JJ1WellForm</a></li>
     <li><a href="../theories/jinjathreads/#Compiler">Compiler</a></li>
     <li><a href="../theories/jinjathreads/#Correctness">Correctness</a></li>
     <li><a href="../theories/jinjathreads/#Preprocessor">Preprocessor</a></li>
     <li><a href="../theories/jinjathreads/#Compiler_Main">Compiler_Main</a></li>
     <li><a href="../theories/jinjathreads/#MM">MM</a></li>
     <li><a href="../theories/jinjathreads/#SC">SC</a></li>
     <li><a href="../theories/jinjathreads/#SC_Interp">SC_Interp</a></li>
     <li><a href="../theories/jinjathreads/#SC_Collections">SC_Collections</a></li>
     <li><a href="../theories/jinjathreads/#Orders">Orders</a></li>
     <li><a href="../theories/jinjathreads/#JMM_Spec">JMM_Spec</a></li>
     <li><a href="../theories/jinjathreads/#JMM_DRF">JMM_DRF</a></li>
     <li><a href="../theories/jinjathreads/#SC_Legal">SC_Legal</a></li>
     <li><a href="../theories/jinjathreads/#Non_Speculative">Non_Speculative</a></li>
     <li><a href="../theories/jinjathreads/#SC_Completion">SC_Completion</a></li>
     <li><a href="../theories/jinjathreads/#HB_Completion">HB_Completion</a></li>
     <li><a href="../theories/jinjathreads/#JMM_Heap">JMM_Heap</a></li>
     <li><a href="../theories/jinjathreads/#JMM_Framework">JMM_Framework</a></li>
     <li><a href="../theories/jinjathreads/#JMM_Typesafe">JMM_Typesafe</a></li>
     <li><a href="../theories/jinjathreads/#JMM_Common">JMM_Common</a></li>
     <li><a href="../theories/jinjathreads/#JMM_J">JMM_J</a></li>
     <li><a href="../theories/jinjathreads/#DRF_J">DRF_J</a></li>
     <li><a href="../theories/jinjathreads/#JMM_JVM">JMM_JVM</a></li>
     <li><a href="../theories/jinjathreads/#DRF_JVM">DRF_JVM</a></li>
     <li><a href="../theories/jinjathreads/#JMM_Type">JMM_Type</a></li>
     <li><a href="../theories/jinjathreads/#JMM_Compiler">JMM_Compiler</a></li>
     <li><a href="../theories/jinjathreads/#JMM_Type2">JMM_Type2</a></li>
     <li><a href="../theories/jinjathreads/#JMM_Interp">JMM_Interp</a></li>
     <li><a href="../theories/jinjathreads/#JMM_Typesafe2">JMM_Typesafe2</a></li>
     <li><a href="../theories/jinjathreads/#JMM_J_Typesafe">JMM_J_Typesafe</a></li>
     <li><a href="../theories/jinjathreads/#JMM_JVM_Typesafe">JMM_JVM_Typesafe</a></li>
     <li><a href="../theories/jinjathreads/#JMM_Compiler_Type2">JMM_Compiler_Type2</a></li>
     <li><a href="../theories/jinjathreads/#JMM">JMM</a></li>
     <li><a href="../theories/jinjathreads/#MM_Main">MM_Main</a></li>
     <li><a href="../theories/jinjathreads/#State_Refinement">State_Refinement</a></li>
     <li><a href="../theories/jinjathreads/#Scheduler">Scheduler</a></li>
     <li><a href="../theories/jinjathreads/#Random_Scheduler">Random_Scheduler</a></li>
     <li><a href="../theories/jinjathreads/#Round_Robin">Round_Robin</a></li>
     <li><a href="../theories/jinjathreads/#SC_Schedulers">SC_Schedulers</a></li>
     <li><a href="../theories/jinjathreads/#TypeRelRefine">TypeRelRefine</a></li>
     <li><a href="../theories/jinjathreads/#PCompilerRefine">PCompilerRefine</a></li>
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       <pre id="copyText">@article{JinjaThreads-AFP,
   author  = {lochbihler},
   title   = {Jinja with Threads},
   journal = {Archive of Formal Proofs},
   month   = December,
   year    = 2007,
   note    = {\url{https://isa-afp.org/entries/JinjaThreads.html},
             Formal proof development},
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   <h1 >
     <span class='first'>K</span>leene <span class='first'>A</span>lgebras <span class='first'>W</span>ith <span class='first'>D</span>omain</h1>
   <div>
     
-    <p><a href="../authors/gomes">Victor B. F. Gomes</a> <a href="http://www.dcs.shef.ac.uk/~victor">🌐</a>, <a href="../authors/guttmann">Walter Guttmann</a> <a href="http://www.cosc.canterbury.ac.nz/walter.guttmann/">🌐</a>, <a href="../authors/hoefner">Peter Höfner</a> <a href="http://www.hoefner-online.de/">🌐</a>, <a href="../authors/struth">Georg Struth</a> <a href="http://www.dcs.shef.ac.uk/~georg">🌐</a> and <a href="../authors/weber">Tjark Weber</a> <a href="http://user.it.uu.se/~tjawe125/">🌐</a>
+    <p><a href="../authors/gomes">Victor B. F. Gomes</a> <a href="http://www.dcs.shef.ac.uk/~victor">🌐</a>, <a href="../authors/guttmann">Walter Guttmann</a> <a href="https://www.cosc.canterbury.ac.nz/walter.guttmann/">🌐</a>, <a href="../authors/hoefner">Peter Höfner</a> <a href="http://www.hoefner-online.de/">🌐</a>, <a href="../authors/struth">Georg Struth</a> <a href="http://staffwww.dcs.shef.ac.uk/people/G.Struth/">🌐</a> and <a href="../authors/weber">Tjark Weber</a> <a href="http://user.it.uu.se/~tjawe125/">🌐</a>
     </p>
     
     
     <p class="date">April 12, 2016</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">Kleene algebras with domain are Kleene algebras endowed with an
 operation that maps each element of the algebra to its domain of
 definition (or its complement) in abstract fashion. They form a simple
 algebraic basis for Hoare logics, dynamic logics or predicate
 transformer semantics. We formalise a modular hierarchy of algebras
 with domain and antidomain (domain complement) operations in
 Isabelle/HOL that ranges from domain and antidomain semigroups to
 modal Kleene algebras and divergence Kleene algebras. We link these
 algebras with models of binary relations and program traces. We
 include some examples from modal logics, termination and program
 analysis.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/programming-languages/logics">Computer science/Programming languages/Logics</a></li><li><a href="../topics/computer-science/automata-and-formal-languages">Computer science/Automata and formal languages</a></li><li><a href="../topics/mathematics/algebra">Mathematics/Algebra</a></li></ul>
   <h3>Theories of KAD</h3>
   <ul>
     <li><a href="../theories/kad/#Domain_Semiring">Domain_Semiring</a></li>
     <li><a href="../theories/kad/#Antidomain_Semiring">Antidomain_Semiring</a></li>
     <li><a href="../theories/kad/#Range_Semiring">Range_Semiring</a></li>
     <li><a href="../theories/kad/#Modal_Kleene_Algebra">Modal_Kleene_Algebra</a></li>
     <li><a href="../theories/kad/#Modal_Kleene_Algebra_Models">Modal_Kleene_Algebra_Models</a></li>
     <li><a href="../theories/kad/#Modal_Kleene_Algebra_Applications">Modal_Kleene_Algebra_Applications</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/Kleene_Algebra.html">Kleene_Algebra</a></li></ul>
   </div><div>
     <h3>Used by</h3>
     <ul class="horizontal-list"><li><a href="../entries/Hybrid_Systems_VCs.html">Hybrid_Systems_VCs</a></li><li><a href="../entries/Algebraic_VCs.html">Algebraic_VCs</a></li></ul>
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     <h3>Related Entries</h3>
     <ul class="horizontal-list">
       
       <li><a href="../entries/KAT_and_DRA.html">Kleene Algebra with Tests and Demonic Refinement Algebras</a></li>
       
       <li><a href="../entries/Kleene_Algebra.html">Kleene Algebra</a></li>
       
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       <pre id="copyText">@article{KAD-AFP,
   author  = {gomes, guttmann, hoefner, struth and weber},
   title   = {Kleene Algebras with Domain},
   journal = {Archive of Formal Proofs},
   month   = April,
   year    = 2016,
   note    = {\url{https://isa-afp.org/entries/KAD.html},
             Formal proof development},
   ISSN    = {2150-914x},
 }</pre>
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diff --git a/web/entries/KAT_and_DRA.html b/web/entries/KAT_and_DRA.html
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   <h1 >
     <span class='first'>K</span>leene <span class='first'>A</span>lgebra <span class='first'>W</span>ith <span class='first'>T</span>ests and <span class='first'>D</span>emonic <span class='first'>R</span>efinement <span class='first'>A</span>lgebras</h1>
   <div>
     
-    <p><a href="../authors/armstrong">Alasdair Armstrong</a>, <a href="../authors/gomes">Victor B. F. Gomes</a> <a href="http://www.dcs.shef.ac.uk/~victor">🌐</a> and <a href="../authors/struth">Georg Struth</a> <a href="http://www.dcs.shef.ac.uk/~georg">🌐</a>
+    <p><a href="../authors/armstrong">Alasdair Armstrong</a>, <a href="../authors/gomes">Victor B. F. Gomes</a> <a href="http://www.dcs.shef.ac.uk/~victor">🌐</a> and <a href="../authors/struth">Georg Struth</a> <a href="http://staffwww.dcs.shef.ac.uk/people/G.Struth/">🌐</a>
     </p>
     
     
     <p class="date">January 23, 2014</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">We formalise Kleene algebra with tests (KAT) and demonic refinement
 algebra (DRA) in Isabelle/HOL. KAT is relevant for program verification
 and correctness proofs in the partial correctness setting. While DRA
 targets similar applications in the context of total correctness. Our
 formalisation contains the two most important models of these algebras:
 binary relations in the case of KAT and predicate transformers in the
 case of DRA. In addition, we derive the inference rules for Hoare logic
 in KAT and its relational model and present a simple formally verified
 program verification tool prototype based on the algebraic approach.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/programming-languages/logics">Computer science/Programming languages/Logics</a></li><li><a href="../topics/computer-science/automata-and-formal-languages">Computer science/Automata and formal languages</a></li><li><a href="../topics/mathematics/algebra">Mathematics/Algebra</a></li></ul>
   <h3>Theories of KAT_and_DRA</h3>
   <ul>
     <li><a href="../theories/kat_and_dra/#Test_Dioid">Test_Dioid</a></li>
     <li><a href="../theories/kat_and_dra/#Conway_Tests">Conway_Tests</a></li>
     <li><a href="../theories/kat_and_dra/#KAT">KAT</a></li>
     <li><a href="../theories/kat_and_dra/#DRAT">DRAT</a></li>
     <li><a href="../theories/kat_and_dra/#DRA_Models">DRA_Models</a></li>
     <li><a href="../theories/kat_and_dra/#KAT_Models">KAT_Models</a></li>
     <li><a href="../theories/kat_and_dra/#FolkTheorem">FolkTheorem</a></li>
     <li><a href="../theories/kat_and_dra/#PHL_KAT">PHL_KAT</a></li>
     <li><a href="../theories/kat_and_dra/#PHL_DRAT">PHL_DRAT</a></li>
     <li><a href="../theories/kat_and_dra/#KAT2">KAT2</a></li>
     <li><a href="../theories/kat_and_dra/#DRAT2">DRAT2</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/Kleene_Algebra.html">Kleene_Algebra</a></li></ul>
   </div><div>
     <h3>Used by</h3>
     <ul class="horizontal-list"><li><a href="../entries/Hybrid_Systems_VCs.html">Hybrid_Systems_VCs</a></li><li><a href="../entries/Algebraic_VCs.html">Algebraic_VCs</a></li></ul>
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   <div>
     <h3>Related Entries</h3>
     <ul class="horizontal-list">
       
       <li><a href="../entries/Simpl.html">A Sequential Imperative Programming Language Syntax, Semantics, Hoare Logics and Verification Environment</a></li>
       
       <li><a href="../entries/KAD.html">Kleene Algebras with Domain</a></li>
       
       <li><a href="../entries/Kleene_Algebra.html">Kleene Algebra</a></li>
       
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       <pre id="copyText">@article{KAT_and_DRA-AFP,
   author  = {armstrong, gomes and struth},
   title   = {Kleene Algebra with Tests and Demonic Refinement Algebras},
   journal = {Archive of Formal Proofs},
   month   = January,
   year    = 2014,
   note    = {\url{https://isa-afp.org/entries/KAT_and_DRA.html},
             Formal proof development},
   ISSN    = {2150-914x},
 }</pre>
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--- a/web/entries/Knuth_Bendix_Order.html
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@@ -1,181 +1,181 @@
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   <meta name="viewport" content="width=device-width, initial-scale=1"><title>A Formalization of Knuth–Bendix Orders - Archive of Formal Proofs</title><meta name="description" content="We define a generalized version of Knuth&amp;ndash;Bendix orders,
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   <h1 >
     <span class='first'>A</span> <span class='first'>F</span>ormalization of <span class='first'>K</span>nuth–<span class='first'>B</span>endix <span class='first'>O</span>rders</h1>
   <div>
     
-    <p><a href="../authors/sternagel">Christian Sternagel</a> <a href="mailto:c.sternagel@gmail.com">📧</a> and <a href="../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/~thiemann/">🌐</a>
+    <p><a href="../authors/sternagel">Christian Sternagel</a> <a href="mailto:c.sternagel@gmail.com">📧</a> and <a href="../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/users/thiemann/">🌐</a>
     </p>
     
     
     <p class="date">May 13, 2020</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">We define a generalized version of Knuth&ndash;Bendix orders,
 including subterm coefficient functions. For these orders we formalize
 several properties such as strong normalization, the subterm property,
 closure properties under substitutions and contexts, as well as ground
 totality.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/logic/rewriting">Logic/Rewriting</a></li></ul>
   <h3>Theories of Knuth_Bendix_Order</h3>
   <ul>
     <li><a href="../theories/knuth_bendix_order/#Order_Pair">Order_Pair</a></li>
     <li><a href="../theories/knuth_bendix_order/#Lexicographic_Extension">Lexicographic_Extension</a></li>
     <li><a href="../theories/knuth_bendix_order/#Subterm_and_Context">Subterm_and_Context</a></li>
     <li><a href="../theories/knuth_bendix_order/#Term_Aux">Term_Aux</a></li>
     <li><a href="../theories/knuth_bendix_order/#KBO">KBO</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/First_Order_Terms.html">First_Order_Terms</a></li><li><a href="../entries/Matrix.html">Matrix</a></li><li><a href="../entries/Polynomial_Factorization.html">Polynomial_Factorization</a></li></ul>
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     <h3>Used by</h3>
     <ul class="horizontal-list"><li><a href="../entries/Regular_Tree_Relations.html">Regular_Tree_Relations</a></li><li><a href="../entries/Weighted_Path_Order.html">Weighted_Path_Order</a></li><li><a href="../entries/Functional_Ordered_Resolution_Prover.html">Functional_Ordered_Resolution_Prover</a></li></ul>
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     <h3>Related Entries</h3>
     <ul class="horizontal-list">
       
       <li><a href="../entries/Weighted_Path_Order.html">A Formalization of Weighted Path Orders and Recursive Path Orders</a></li>
       
       <li><a href="../entries/Abstract-Rewriting.html">Abstract Rewriting</a></li>
       
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       <pre id="copyText">@article{Knuth_Bendix_Order-AFP,
   author  = {sternagel and thiemann},
   title   = {A Formalization of Knuth–Bendix Orders},
   journal = {Archive of Formal Proofs},
   month   = May,
   year    = 2020,
   note    = {\url{https://isa-afp.org/entries/Knuth_Bendix_Order.html},
             Formal proof development},
   ISSN    = {2150-914x},
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diff --git a/web/entries/LLL_Basis_Reduction.html b/web/entries/LLL_Basis_Reduction.html
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   <meta name="viewport" content="width=device-width, initial-scale=1"><title>A verified LLL algorithm - Archive of Formal Proofs</title><meta name="description" content="The Lenstra-Lenstra-Lovász basis reduction algorithm, also known as
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     <span class='first'>A</span> <span class='first'>V</span>erified <span class='first'>L</span><span class='first'>L</span><span class='first'>L</span> <span class='first'>A</span>lgorithm</h1>
   <div>
     
-    <p><a href="../authors/bottesch">Ralph Bottesch</a>, <a href="../authors/divason">Jose Divasón</a> <a href="http://www.unirioja.es/cu/jodivaso/">🌐</a>, <a href="../authors/haslbeck">Max W. Haslbeck</a> <a href="http://cl-informatik.uibk.ac.at/users/mhaslbeck/">🌐</a>, <a href="../authors/joosten">Sebastiaan J. C. Joosten</a> <a href="https://sjcjoosten.nl/">🌐</a>, <a href="../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/users/thiemann/">🌐</a> and <a href="../authors/yamada">Akihisa Yamada</a>
+    <p><a href="../authors/bottesch">Ralph Bottesch</a>, <a href="../authors/divason">Jose Divasón</a> <a href="https://www.unirioja.es/cu/jodivaso/">🌐</a>, <a href="../authors/haslbeck">Max W. Haslbeck</a> <a href="http://cl-informatik.uibk.ac.at/users/mhaslbeck/">🌐</a>, <a href="../authors/joosten">Sebastiaan J. C. Joosten</a> <a href="https://sjcjoosten.nl/">🌐</a>, <a href="../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/users/thiemann/">🌐</a> and <a href="../authors/yamada">Akihisa Yamada</a>
     </p>
     
     
     <p class="date">February 2, 2018</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">The Lenstra-Lenstra-Lovász basis reduction algorithm, also known as
 LLL algorithm, is an algorithm to find a basis with short, nearly
 orthogonal vectors of an integer lattice. Thereby, it can also be seen
 as an approximation to solve the shortest vector problem (SVP), which
 is an NP-hard problem, where the approximation quality solely depends
 on the dimension of the lattice, but not the lattice itself. The
 algorithm also possesses many applications in diverse fields of
 computer science, from cryptanalysis to number theory, but it is
 specially well-known since it was used to implement the first
 polynomial-time algorithm to factor polynomials. In this work we
 present the first mechanized soundness proof of the LLL algorithm to
 compute short vectors in lattices. The formalization follows a
 textbook by von zur Gathen and Gerhard.</div>BSD License<h3>Change history</h3>
 
   <p>[2018-04-16] Integrated formal complexity bounds (Haslbeck, Thiemann)
 
 [2018-05-25] Integrated much faster LLL implementation based on integer arithmetic (Bottesch, Haslbeck, Thiemann)</p><h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/algorithms/mathematical">Computer science/Algorithms/Mathematical</a></li><li><a href="../topics/mathematics/algebra">Mathematics/Algebra</a></li></ul>
   <h3>Theories of LLL_Basis_Reduction</h3>
   <ul>
     <li><a href="../theories/lll_basis_reduction/#Missing_Lemmas">Missing_Lemmas</a></li>
     <li><a href="../theories/lll_basis_reduction/#More_IArray">More_IArray</a></li>
     <li><a href="../theories/lll_basis_reduction/#Norms">Norms</a></li>
     <li><a href="../theories/lll_basis_reduction/#Int_Rat_Operations">Int_Rat_Operations</a></li>
     <li><a href="../theories/lll_basis_reduction/#Cost">Cost</a></li>
     <li><a href="../theories/lll_basis_reduction/#List_Representation">List_Representation</a></li>
     <li><a href="../theories/lll_basis_reduction/#Gram_Schmidt_2">Gram_Schmidt_2</a></li>
     <li><a href="../theories/lll_basis_reduction/#Gram_Schmidt_Int">Gram_Schmidt_Int</a></li>
     <li><a href="../theories/lll_basis_reduction/#LLL">LLL</a></li>
     <li><a href="../theories/lll_basis_reduction/#LLL_Impl">LLL_Impl</a></li>
     <li><a href="../theories/lll_basis_reduction/#LLL_Complexity">LLL_Complexity</a></li>
     <li><a href="../theories/lll_basis_reduction/#LLL_Number_Bounds">LLL_Number_Bounds</a></li>
     <li><a href="../theories/lll_basis_reduction/#LLL_Certification">LLL_Certification</a></li>
     <li><a href="../theories/lll_basis_reduction/#FPLLL_Solver">FPLLL_Solver</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/Algebraic_Numbers.html">Algebraic_Numbers</a></li><li><a href="../entries/Berlekamp_Zassenhaus.html">Berlekamp_Zassenhaus</a></li></ul>
   </div><div>
     <h3>Used by</h3>
     <ul class="horizontal-list"><li><a href="../entries/Modular_arithmetic_LLL_and_HNF_algorithms.html">Modular_arithmetic_LLL_and_HNF_algorithms</a></li><li><a href="../entries/Linear_Inequalities.html">Linear_Inequalities</a></li><li><a href="../entries/LLL_Factorization.html">LLL_Factorization</a></li></ul>
   </div>
   
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     <h3>Related Entries</h3>
     <ul class="horizontal-list">
       
       <li><a href="../entries/FOL_Seq_Calc1.html">A Sequent Calculus for First-Order Logic</a></li>
       
       <li><a href="../entries/Paraconsistency.html">Paraconsistency</a></li>
       
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       <pre id="copyText">@article{LLL_Basis_Reduction-AFP,
   author  = {bottesch, divason, haslbeck, joosten, thiemann and yamada},
   title   = {A verified LLL algorithm},
   journal = {Archive of Formal Proofs},
   month   = February,
   year    = 2018,
   note    = {\url{https://isa-afp.org/entries/LLL_Basis_Reduction.html},
             Formal proof development},
   ISSN    = {2150-914x},
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   <h1 >
     <span class='first'>A</span> <span class='first'>V</span>erified <span class='first'>F</span>actorization <span class='first'>A</span>lgorithm for <span class='first'>I</span>nteger <span class='first'>P</span>olynomials <span class='first'>W</span>ith <span class='first'>P</span>olynomial <span class='first'>C</span>omplexity</h1>
   <div>
     
-    <p><a href="../authors/divason">Jose Divasón</a> <a href="http://www.unirioja.es/cu/jodivaso/">🌐</a>, <a href="../authors/joosten">Sebastiaan J. C. Joosten</a> <a href="https://sjcjoosten.nl/">🌐</a>, <a href="../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/users/thiemann/">🌐</a> and <a href="../authors/yamada">Akihisa Yamada</a> <a href="mailto:ayamada@trs.cm.is.nagoya-u.ac.jp">📧</a>
+    <p><a href="../authors/divason">Jose Divasón</a> <a href="https://www.unirioja.es/cu/jodivaso/">🌐</a>, <a href="../authors/joosten">Sebastiaan J. C. Joosten</a> <a href="https://sjcjoosten.nl/">🌐</a>, <a href="../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/users/thiemann/">🌐</a> and <a href="../authors/yamada">Akihisa Yamada</a> <a href="mailto:ayamada@trs.cm.is.nagoya-u.ac.jp">📧</a>
     </p>
     
     
     <p class="date">February 6, 2018</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">Short vectors in lattices and factors of integer polynomials are
 related. Each factor of an integer polynomial belongs to a certain
 lattice. When factoring polynomials, the condition that we are looking
 for an irreducible polynomial means that we must look for a small
 element in a lattice, which can be done by a basis reduction
 algorithm. In this development we formalize this connection and
 thereby one main application of the LLL basis reduction algorithm: an
 algorithm to factor square-free integer polynomials which runs in
 polynomial time. The work is based on our previous
 Berlekamp–Zassenhaus development, where the exponential reconstruction
 phase has been replaced by the polynomial-time basis reduction
 algorithm. Thanks to this formalization we found a serious flaw in a
 textbook.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/algebra">Mathematics/Algebra</a></li></ul>
   <h3>Theories of LLL_Factorization</h3>
   <ul>
     <li><a href="../theories/lll_factorization/#Factor_Bound_2">Factor_Bound_2</a></li>
     <li><a href="../theories/lll_factorization/#Missing_Dvd_Int_Poly">Missing_Dvd_Int_Poly</a></li>
     <li><a href="../theories/lll_factorization/#LLL_Factorization_Impl">LLL_Factorization_Impl</a></li>
     <li><a href="../theories/lll_factorization/#LLL_Factorization">LLL_Factorization</a></li>
     <li><a href="../theories/lll_factorization/#Sub_Sums">Sub_Sums</a></li>
     <li><a href="../theories/lll_factorization/#Factorization_Algorithm_16_22">Factorization_Algorithm_16_22</a></li>
     <li><a href="../theories/lll_factorization/#Modern_Computer_Algebra_Problem">Modern_Computer_Algebra_Problem</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/LLL_Basis_Reduction.html">LLL_Basis_Reduction</a></li><li><a href="../entries/Perron_Frobenius.html">Perron_Frobenius</a></li></ul>
   </div>
   
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     <h3>Related Entries</h3>
     <ul class="horizontal-list">
       
       <li><a href="../entries/Berlekamp_Zassenhaus.html">The Factorization Algorithm of Berlekamp and Zassenhaus</a></li>
       
       <li><a href="../entries/Polynomial_Interpolation.html">Polynomial Interpolation</a></li>
       
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   author  = {divason, joosten, thiemann and yamada},
   title   = {A verified factorization algorithm for integer polynomials with polynomial complexity},
   journal = {Archive of Formal Proofs},
   month   = February,
   year    = 2018,
   note    = {\url{https://isa-afp.org/entries/LLL_Factorization.html},
             Formal proof development},
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   <h1 >
     <span class='first'>L</span><span class='first'>O</span><span class='first'>F</span><span class='first'>T</span> — <span class='first'>V</span>erified <span class='first'>M</span>igration of <span class='first'>L</span>inux <span class='first'>F</span>irewalls to <span class='first'>S</span><span class='first'>D</span><span class='first'>N</span></h1>
   <div>
     
-    <p><a href="../authors/michaelis">Julius Michaelis</a> <a href="http://liftm.de">🌐</a> and <a href="../authors/diekmann">Cornelius Diekmann</a> <a href="http://net.in.tum.de/~diekmann">🌐</a>
+    <p><a href="../authors/michaelis">Julius Michaelis</a> <a href="http://liftm.de/">🌐</a> and <a href="../authors/diekmann">Cornelius Diekmann</a> <a href="http://net.in.tum.de/~diekmann">🌐</a>
     </p>
     
     
     <p class="date">October 21, 2016</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">We present LOFT — Linux firewall OpenFlow Translator, a system that
 transforms the main routing table and FORWARD chain of iptables of a
 Linux-based firewall into a set of static OpenFlow rules. Our
 implementation is verified against a model of a simplified Linux-based
 router and we can directly show how much of the original functionality
 is preserved.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/networks">Computer science/Networks</a></li></ul>
   <h3>Theories of LOFT</h3>
   <ul>
     <li><a href="../theories/loft/#OpenFlow_Helpers">OpenFlow_Helpers</a></li>
     <li><a href="../theories/loft/#Sort_Descending">Sort_Descending</a></li>
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     <li><a href="../theories/loft/#Semantics_OpenFlow">Semantics_OpenFlow</a></li>
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     <li><a href="../theories/loft/#OF_conv_test">OF_conv_test</a></li>
     <li><a href="../theories/loft/#RFC2544">RFC2544</a></li>
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     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/Iptables_Semantics.html">Iptables_Semantics</a></li></ul>
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   author  = {michaelis and diekmann},
   title   = {LOFT — Verified Migration of Linux Firewalls to SDN},
   journal = {Archive of Formal Proofs},
   month   = October,
   year    = 2016,
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             Formal proof development},
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diff --git a/web/entries/LTL_to_DRA.html b/web/entries/LTL_to_DRA.html
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   <meta name="viewport" content="width=device-width, initial-scale=1"><title>Converting Linear Temporal Logic to Deterministic (Generalized) Rabin Automata - Archive of Formal Proofs</title><meta name="description" content="Recently, Javier Esparza and Jan Kretinsky proposed a new method directly translating linear temporal logic (LTL) formulas to deterministic (generalized)..."><meta property="og:title" content="Converting Linear Temporal Logic to Deterministic (Generalized) Rabin Automata" />
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   <h1 >
     <span class='first'>C</span>onverting <span class='first'>L</span>inear <span class='first'>T</span>emporal <span class='first'>L</span>ogic to <span class='first'>D</span>eterministic (<span class='first'>G</span>eneralized) <span class='first'>R</span>abin <span class='first'>A</span>utomata</h1>
   <div>
     
-    <p><a href="../authors/sickert">Salomon Sickert</a> <a href="mailto:sickert@in.tum.de">📧</a>
+    <p><a href="../authors/sickert">Salomon Sickert</a> <a href="mailto:s.sickert@tum.de">📧</a>
     </p>
     
     
     <p class="date">September 4, 2015</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">Recently, Javier Esparza and Jan Kretinsky proposed a new method directly translating linear temporal logic (LTL) formulas to deterministic (generalized) Rabin automata. Compared to the existing approaches of constructing a non-deterministic Buechi-automaton in the first step and then applying a determinization procedure (e.g. some variant of Safra's construction) in a second step, this new approach preservers a relation between the formula and the states of the resulting automaton. While the old approach produced a monolithic structure, the new method is compositional. Furthermore, in some cases the resulting automata are much smaller than the automata generated by existing approaches. In order to ensure the correctness of the construction, this entry contains a complete formalisation and verification of the translation. Furthermore from this basis executable code is generated.</div>BSD License<h3>Change history</h3>
 
   <p>[2015-09-23] Enable code export for the eager unfolding optimisation and reduce running time of the generated tool. Moreover, add support for the mlton SML compiler.<br>
 
 [2016-03-24] Make use of the LTL entry and include the simplifier.</p><h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/automata-and-formal-languages">Computer science/Automata and formal languages</a></li></ul>
   <h3>Theories of LTL_to_DRA</h3>
   <ul>
     <li><a href="../theories/ltl_to_dra/#Preliminaries2">Preliminaries2</a></li>
     <li><a href="../theories/ltl_to_dra/#Map2">Map2</a></li>
     <li><a href="../theories/ltl_to_dra/#Mapping2">Mapping2</a></li>
     <li><a href="../theories/ltl_to_dra/#DTS">DTS</a></li>
     <li><a href="../theories/ltl_to_dra/#Semi_Mojmir">Semi_Mojmir</a></li>
     <li><a href="../theories/ltl_to_dra/#Mojmir">Mojmir</a></li>
     <li><a href="../theories/ltl_to_dra/#Rabin">Rabin</a></li>
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     <li><a href="../theories/ltl_to_dra/#Mojmir_Rabin">Mojmir_Rabin</a></li>
     <li><a href="../theories/ltl_to_dra/#LTL_FGXU">LTL_FGXU</a></li>
     <li><a href="../theories/ltl_to_dra/#af">af</a></li>
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     <li><a href="../theories/ltl_to_dra/#Export_Code">Export_Code</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/Boolean_Expression_Checkers.html">Boolean_Expression_Checkers</a></li><li><a href="../entries/KBPs.html">KBPs</a></li><li><a href="../entries/LTL.html">LTL</a></li><li><a href="../entries/List-Index.html">List-Index</a></li></ul>
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   author  = {sickert},
   title   = {Converting Linear Temporal Logic to Deterministic (Generalized) Rabin Automata},
   journal = {Archive of Formal Proofs},
   month   = September,
   year    = 2015,
   note    = {\url{https://isa-afp.org/entries/LTL_to_DRA.html},
             Formal proof development},
   ISSN    = {2150-914x},
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   <h1 >
     <span class='first'>F</span>ormalization of <span class='first'>G</span>eneric <span class='first'>A</span>uthenticated <span class='first'>D</span>ata <span class='first'>S</span>tructures</h1>
   <div>
     
-    <p><a href="../authors/brun">Matthias Brun</a> and <a href="../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io">🌐</a>
+    <p><a href="../authors/brun">Matthias Brun</a> and <a href="../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io/">🌐</a>
     </p>
     
     
     <p class="date">May 14, 2019</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">Authenticated data structures are a technique for outsourcing data
 storage and maintenance to an untrusted server. The server is required
 to produce an efficiently checkable and cryptographically secure proof
 that it carried out precisely the requested computation. <a
 href="https://doi.org/10.1145/2535838.2535851">Miller et
 al.</a> introduced &lambda;&bull; (pronounced
 <i>lambda auth</i>)&mdash;a functional programming
 language with a built-in primitive authentication construct, which
 supports a wide range of user-specified authenticated data structures
 while guaranteeing certain correctness and security properties for all
 well-typed programs. We formalize &lambda;&bull; and prove its
 correctness and security properties. With Isabelle's help, we
 uncover and repair several mistakes in the informal proofs and lemma
 statements. Our findings are summarized in an <a
 href="https://doi.org/10.4230/LIPIcs.ITP.2019.10">ITP'19 paper</a>.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/security">Computer science/Security</a></li><li><a href="../topics/computer-science/programming-languages/lambda-calculi">Computer science/Programming languages/Lambda calculi</a></li></ul>
   <h3>Theories of LambdaAuth</h3>
   <ul>
     <li><a href="../theories/lambdaauth/#Nominal2_Lemmas">Nominal2_Lemmas</a></li>
     <li><a href="../theories/lambdaauth/#FMap_Lemmas">FMap_Lemmas</a></li>
     <li><a href="../theories/lambdaauth/#Syntax">Syntax</a></li>
     <li><a href="../theories/lambdaauth/#Semantics">Semantics</a></li>
     <li><a href="../theories/lambdaauth/#Agreement">Agreement</a></li>
     <li><a href="../theories/lambdaauth/#Results">Results</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/Nominal2.html">Nominal2</a></li></ul>
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     <h3>Related Entries</h3>
     <ul class="horizontal-list">
       
       <li><a href="../entries/Modular_Assembly_Kit_Security.html">An Isabelle/HOL Formalization of the Modular Assembly Kit for Security Properties</a></li>
       
       <li><a href="../entries/PLM.html">Representation and Partial Automation of the Principia Logico-Metaphysica in Isabelle/HOL</a></li>
       
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       <pre id="copyText">@article{LambdaAuth-AFP,
   author  = {brun and traytel},
   title   = {Formalization of Generic Authenticated Data Structures},
   journal = {Archive of Formal Proofs},
   month   = May,
   year    = 2019,
   note    = {\url{https://isa-afp.org/entries/LambdaAuth.html},
             Formal proof development},
   ISSN    = {2150-914x},
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diff --git a/web/entries/Lambert_W.html b/web/entries/Lambert_W.html
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   <h1 >
     <span class='first'>T</span>he <span class='first'>L</span>ambert <span class='first'>W</span> <span class='first'>F</span>unction on the <span class='first'>R</span>eals</h1>
   <div>
     
-    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a>
+    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a>
     </p>
     
     
     <p class="date">April 24, 2020</p>
     
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 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process"><p>The Lambert <em>W</em> function is a multi-valued
 function defined as the inverse function of <em>x</em>
 &#x21A6; <em>x</em>
 e<sup><em>x</em></sup>. Besides numerous
 applications in combinatorics, physics, and engineering, it also
 frequently occurs when solving equations containing both
 e<sup><em>x</em></sup> and
 <em>x</em>, or both <em>x</em> and log
 <em>x</em>.</p> <p>This article provides a
 definition of the two real-valued branches
 <em>W</em><sub>0</sub>(<em>x</em>)
 and
 <em>W</em><sub>-1</sub>(<em>x</em>)
 and proves various properties such as basic identities and
 inequalities, monotonicity, differentiability, asymptotic expansions,
 and the MacLaurin series of
 <em>W</em><sub>0</sub>(<em>x</em>)
 at <em>x</em> = 0.</p></div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/analysis">Mathematics/Analysis</a></li></ul>
   <h3>Theories of Lambert_W</h3>
   <ul>
     <li><a href="../theories/lambert_w/#Lambert_W">Lambert_W</a></li>
     <li><a href="../theories/lambert_w/#Lambert_W_MacLaurin_Series">Lambert_W_MacLaurin_Series</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/Bernoulli.html">Bernoulli</a></li><li><a href="../entries/Stirling_Formula.html">Stirling_Formula</a></li></ul>
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       <pre id="copyText">@article{Lambert_W-AFP,
   author  = {eberl},
   title   = {The Lambert W Function on the Reals},
   journal = {Archive of Formal Proofs},
   month   = April,
   year    = 2020,
   note    = {\url{https://isa-afp.org/entries/Lambert_W.html},
             Formal proof development},
   ISSN    = {2150-914x},
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diff --git a/web/entries/Landau_Symbols.html b/web/entries/Landau_Symbols.html
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   <h1 >
     <span class='first'>L</span>andau <span class='first'>S</span>ymbols</h1>
   <div>
     
-    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a>
+    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a>
     </p>
     
     
     <p class="date">July 14, 2015</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">This entry provides Landau symbols to describe and reason about the asymptotic growth of functions for sufficiently large inputs. A number of simplification procedures are provided for additional convenience: cancelling of dominated terms in sums under a Landau symbol, cancelling of common factors in products, and a decision procedure for Landau expressions containing products of powers of functions like x, ln(x), ln(ln(x)) etc.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/analysis">Mathematics/Analysis</a></li></ul>
   <h3>Theories of Landau_Symbols</h3>
   <ul>
     <li><a href="../theories/landau_symbols/#Group_Sort">Group_Sort</a></li>
     <li><a href="../theories/landau_symbols/#Landau_Real_Products">Landau_Real_Products</a></li>
     <li><a href="../theories/landau_symbols/#Landau_Simprocs">Landau_Simprocs</a></li>
     <li><a href="../theories/landau_symbols/#Landau_More">Landau_More</a></li></ul><div class="flex-wrap"><div>
     <h3>Used by</h3>
     <ul class="horizontal-list"><li><a href="../entries/Error_Function.html">Error_Function</a></li><li><a href="../entries/Dirichlet_L.html">Dirichlet_L</a></li><li><a href="../entries/Dirichlet_Series.html">Dirichlet_Series</a></li><li><a href="../entries/CryptHOL.html">CryptHOL</a></li><li><a href="../entries/Random_BSTs.html">Random_BSTs</a></li><li><a href="../entries/Comparison_Sort_Lower_Bound.html">Comparison_Sort_Lower_Bound</a></li><li><a href="../entries/Quick_Sort_Cost.html">Quick_Sort_Cost</a></li><li><a href="../entries/Euler_MacLaurin.html">Euler_MacLaurin</a></li><li><a href="../entries/Stirling_Formula.html">Stirling_Formula</a></li><li><a href="../entries/Catalan_Numbers.html">Catalan_Numbers</a></li><li><a href="../entries/Akra_Bazzi.html">Akra_Bazzi</a></li></ul>
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   author  = {eberl},
   title   = {Landau Symbols},
   journal = {Archive of Formal Proofs},
   month   = July,
   year    = 2015,
   note    = {\url{https://isa-afp.org/entries/Landau_Symbols.html},
             Formal proof development},
   ISSN    = {2150-914x},
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   <meta name="viewport" content="width=device-width, initial-scale=1"><title>The Laws of Large Numbers - Archive of Formal Proofs</title><meta name="description" content="The Law of Large Numbers states that, informally, if one performs a random experiment $X$ many times and takes the average of the results, that average..."><meta property="og:title" content="The Laws of Large Numbers" />
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   <h1 >
     <span class='first'>T</span>he <span class='first'>L</span>aws of <span class='first'>L</span>arge <span class='first'>N</span>umbers</h1>
   <div>
     
-    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a>
+    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a>
     </p>
     
     
     <p class="date">February 10, 2021</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process"><p>The Law of Large Numbers states that, informally, if one
 performs a random experiment $X$ many times and takes the average of
 the results, that average will be very close to the expected value
 $E[X]$.</p> <p> More formally, let
 $(X_i)_{i\in\mathbb{N}}$ be a sequence of independently identically
 distributed random variables whose expected value $E[X_1]$ exists.
 Denote the running average of $X_1, \ldots, X_n$ as $\overline{X}_n$.
 Then:</p> <ul> <li>The Weak Law of Large Numbers
 states that $\overline{X}_{n} \longrightarrow E[X_1]$ in probability
 for $n\to\infty$, i.e. $\mathcal{P}(|\overline{X}_{n} - E[X_1]| >
 \varepsilon) \longrightarrow 0$ as $n\to\infty$ for any $\varepsilon
 > 0$.</li> <li>The Strong Law of Large Numbers states
 that $\overline{X}_{n} \longrightarrow E[X_1]$ almost surely for
 $n\to\infty$, i.e. $\mathcal{P}(\overline{X}_{n} \longrightarrow
 E[X_1]) = 1$.</li> </ul> <p>In this entry, I
 formally prove the strong law and from it the weak law. The approach
 used for the proof of the strong law is a particularly quick and slick
 one based on ergodic theory, which was formalised by Gouëzel in
 another AFP entry.</p></div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/probability-theory">Mathematics/Probability theory</a></li></ul>
   <h3>Theories of Laws_of_Large_Numbers</h3>
   <ul>
     <li><a href="../theories/laws_of_large_numbers/#Laws_of_Large_Numbers">Laws_of_Large_Numbers</a></li>
     <li><a href="../theories/laws_of_large_numbers/#Laws_of_Large_Numbers_Example">Laws_of_Large_Numbers_Example</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/Ergodic_Theory.html">Ergodic_Theory</a></li></ul>
   </div>
   
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   author  = {eberl},
   title   = {The Laws of Large Numbers},
   journal = {Archive of Formal Proofs},
   month   = February,
   year    = 2021,
   note    = {\url{https://isa-afp.org/entries/Laws_of_Large_Numbers.html},
             Formal proof development},
   ISSN    = {2150-914x},
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   <h1 >
     <span class='first'>Q</span>uantifier <span class='first'>E</span>limination for <span class='first'>L</span>inear <span class='first'>A</span>rithmetic</h1>
   <div>
     
-    <p><a href="../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a>
+    <p><a href="../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a>
     </p>
     
     
     <p class="date">January 11, 2008</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">This article formalizes quantifier elimination procedures for dense linear orders, linear real arithmetic and Presburger arithmetic. In each case both a DNF-based non-elementary algorithm and one or more (doubly) exponential NNF-based algorithms are formalized, including the well-known algorithms by Ferrante and Rackoff and by Cooper. The NNF-based algorithms for dense linear orders are new but based on Ferrante and Rackoff and on an algorithm by Loos and Weisspfenning which simulates infenitesimals. All algorithms are directly executable. In particular, they yield reflective quantifier elimination procedures for HOL itself. The formalization makes heavy use of locales and is therefore highly modular.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/logic/general-logic/decidability-of-theories">Logic/General logic/Decidability of theories</a></li></ul>
   <h3>Theories of LinearQuantifierElim</h3>
   <ul>
     <li><a href="../theories/linearquantifierelim/#Logic">Logic</a></li>
     <li><a href="../theories/linearquantifierelim/#QE">QE</a></li>
     <li><a href="../theories/linearquantifierelim/#DLO">DLO</a></li>
     <li><a href="../theories/linearquantifierelim/#QEdlo">QEdlo</a></li>
     <li><a href="../theories/linearquantifierelim/#QEdlo_ex">QEdlo_ex</a></li>
     <li><a href="../theories/linearquantifierelim/#QEdlo_fr">QEdlo_fr</a></li>
     <li><a href="../theories/linearquantifierelim/#QEdlo_inf">QEdlo_inf</a></li>
     <li><a href="../theories/linearquantifierelim/#LinArith">LinArith</a></li>
     <li><a href="../theories/linearquantifierelim/#QElin">QElin</a></li>
     <li><a href="../theories/linearquantifierelim/#QElin_opt">QElin_opt</a></li>
     <li><a href="../theories/linearquantifierelim/#FRE">FRE</a></li>
     <li><a href="../theories/linearquantifierelim/#QElin_inf">QElin_inf</a></li>
     <li><a href="../theories/linearquantifierelim/#PresArith">PresArith</a></li>
     <li><a href="../theories/linearquantifierelim/#QEpres">QEpres</a></li>
     <li><a href="../theories/linearquantifierelim/#Cooper">Cooper</a></li>
     <li><a href="../theories/linearquantifierelim/#CertDlo">CertDlo</a></li>
     <li><a href="../theories/linearquantifierelim/#CertLin">CertLin</a></li></ul><div class="flex-wrap">
   
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     <h3>Related Entries</h3>
     <ul class="horizontal-list">
       
       <li><a href="../entries/Presburger-Automata.html">Formalizing the Logic-Automaton Connection</a></li>
       
       <li><a href="../entries/Regex_Equivalence.html">Unified Decision Procedures for Regular Expression Equivalence</a></li>
       
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   author  = {nipkow},
   title   = {Quantifier Elimination for Linear Arithmetic},
   journal = {Archive of Formal Proofs},
   month   = January,
   year    = 2008,
   note    = {\url{https://isa-afp.org/entries/LinearQuantifierElim.html},
             Formal proof development},
   ISSN    = {2150-914x},
 }</pre>
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   <h1 >
     <span class='first'>L</span>inear <span class='first'>I</span>nequalities</h1>
   <div>
     
-    <p><a href="../authors/bottesch">Ralph Bottesch</a> <a href="http://cl-informatik.uibk.ac.at/users/bottesch/">🌐</a>, <a href="../authors/reynaud">Alban Reynaud</a> and <a href="../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/~thiemann/">🌐</a>
+    <p><a href="../authors/bottesch">Ralph Bottesch</a> <a href="http://cl-informatik.uibk.ac.at/users/bottesch/">🌐</a>, <a href="../authors/reynaud">Alban Reynaud</a> and <a href="../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/users/thiemann/">🌐</a>
     </p>
     
     
     <p class="date">June 21, 2019</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">We formalize results about linear inqualities, mainly from
 Schrijver's book. The main results are the proof of the
 fundamental theorem on linear inequalities, Farkas' lemma,
 Carathéodory's theorem, the Farkas-Minkowsky-Weyl theorem, the
 decomposition theorem of polyhedra, and Meyer's result that the
 integer hull of a polyhedron is a polyhedron itself. Several theorems
 include bounds on the appearing numbers, and in particular we provide
 an a-priori bound on mixed-integer solutions of linear inequalities.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/algebra">Mathematics/Algebra</a></li></ul>
   <h3>Theories of Linear_Inequalities</h3>
   <ul>
     <li><a href="../theories/linear_inequalities/#Missing_Matrix">Missing_Matrix</a></li>
     <li><a href="../theories/linear_inequalities/#Missing_VS_Connect">Missing_VS_Connect</a></li>
     <li><a href="../theories/linear_inequalities/#Basis_Extension">Basis_Extension</a></li>
     <li><a href="../theories/linear_inequalities/#Sum_Vec_Set">Sum_Vec_Set</a></li>
     <li><a href="../theories/linear_inequalities/#Integral_Bounded_Vectors">Integral_Bounded_Vectors</a></li>
     <li><a href="../theories/linear_inequalities/#Cone">Cone</a></li>
     <li><a href="../theories/linear_inequalities/#Convex_Hull">Convex_Hull</a></li>
     <li><a href="../theories/linear_inequalities/#Normal_Vector">Normal_Vector</a></li>
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   title   = {Linear Inequalities},
   journal = {Archive of Formal Proofs},
   month   = June,
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   <h1 >
     <span class='first'>L</span>inear <span class='first'>P</span>rogramming</h1>
   <div>
     
-    <p><a href="../authors/parsert">Julian Parsert</a> <a href="http://www.parsert.com/">🌐</a> and <a href="../authors/kaliszyk">Cezary Kaliszyk</a> <a href="http://cl-informatik.uibk.ac.at/cek/">🌐</a>
+    <p><a href="../authors/parsert">Julian Parsert</a> <a href="http://www.parsert.com/">🌐</a> and <a href="../authors/kaliszyk">Cezary Kaliszyk</a> <a href="http://cl-informatik.uibk.ac.at/users/cek/">🌐</a>
     </p>
     
     
     <p class="date">August 6, 2019</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">We use the previous formalization of the general simplex algorithm to
 formulate an algorithm for solving linear programs. We encode the
 linear programs using only linear constraints. Solving these
 constraints also solves the original linear program. This algorithm is
 proven to be sound by applying the weak duality theorem which is also
 part of this formalization.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/algebra">Mathematics/Algebra</a></li></ul>
   <h3>Theories of Linear_Programming</h3>
   <ul>
     <li><a href="../theories/linear_programming/#More_Jordan_Normal_Forms">More_Jordan_Normal_Forms</a></li>
     <li><a href="../theories/linear_programming/#Matrix_LinPoly">Matrix_LinPoly</a></li>
     <li><a href="../theories/linear_programming/#LP_Preliminaries">LP_Preliminaries</a></li>
     <li><a href="../theories/linear_programming/#Linear_Programming">Linear_Programming</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/Farkas.html">Farkas</a></li><li><a href="../entries/Jordan_Normal_Form.html">Jordan_Normal_Form</a></li><li><a href="../entries/Linear_Inequalities.html">Linear_Inequalities</a></li></ul>
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       <li><a href="../entries/Farkas.html">Farkas' Lemma and Motzkin&rsquo;s Transposition Theorem</a></li>
       
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   author  = {parsert and kaliszyk},
   title   = {Linear Programming},
   journal = {Archive of Formal Proofs},
   month   = August,
   year    = 2019,
   note    = {\url{https://isa-afp.org/entries/Linear_Programming.html},
             Formal proof development},
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   <h1 >
     <span class='first'>L</span>inear <span class='first'>R</span>ecurrences</h1>
   <div>
     
-    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a>
+    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a>
     </p>
     
     
     <p class="date">October 12, 2017</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process"><p> Linear recurrences with constant coefficients are an
 interesting class of recurrence equations that can be solved
 explicitly. The most famous example are certainly the Fibonacci
 numbers with the equation <i>f</i>(<i>n</i>) =
 <i>f</i>(<i>n</i>-1) +
 <i>f</i>(<i>n</i> - 2) and the quite
 non-obvious closed form
 (<i>&phi;</i><sup><i>n</i></sup>
 -
 (-<i>&phi;</i>)<sup>-<i>n</i></sup>)
 / &radic;<span style="text-decoration:
 overline">5</span> where &phi; is the golden ratio.
 </p> <p> In this work, I build on existing tools in
 Isabelle &ndash; such as formal power series and polynomial
 factorisation algorithms &ndash; to develop a theory of these
 recurrences and derive a fully executable solver for them that can be
 exported to programming languages like Haskell. </p></div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/analysis">Mathematics/Analysis</a></li></ul>
   <h3>Theories of Linear_Recurrences</h3>
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     <li><a href="../theories/linear_recurrences/#RatFPS">RatFPS</a></li>
     <li><a href="../theories/linear_recurrences/#Pochhammer_Polynomials">Pochhammer_Polynomials</a></li>
     <li><a href="../theories/linear_recurrences/#Linear_Recurrences_Misc">Linear_Recurrences_Misc</a></li>
     <li><a href="../theories/linear_recurrences/#Partial_Fraction_Decomposition">Partial_Fraction_Decomposition</a></li>
     <li><a href="../theories/linear_recurrences/#Factorizations">Factorizations</a></li>
     <li><a href="../theories/linear_recurrences/#Rational_FPS_Solver">Rational_FPS_Solver</a></li>
     <li><a href="../theories/linear_recurrences/#Linear_Recurrences_Common">Linear_Recurrences_Common</a></li>
     <li><a href="../theories/linear_recurrences/#Linear_Homogenous_Recurrences">Linear_Homogenous_Recurrences</a></li>
     <li><a href="../theories/linear_recurrences/#Eulerian_Polynomials">Eulerian_Polynomials</a></li>
     <li><a href="../theories/linear_recurrences/#Linear_Inhomogenous_Recurrences">Linear_Inhomogenous_Recurrences</a></li>
     <li><a href="../theories/linear_recurrences/#Rational_FPS_Asymptotics">Rational_FPS_Asymptotics</a></li></ul>
   <h3>Theories of Linear_Recurrences_Solver</h3>
   <ul>
     <li><a href="../theories/linear_recurrences_solver/#Linear_Recurrences_Solver">Linear_Recurrences_Solver</a></li>
     <li><a href="../theories/linear_recurrences_solver/#Linear_Recurrences_Pretty">Linear_Recurrences_Pretty</a></li>
     <li><a href="../theories/linear_recurrences_solver/#Show_RatFPS">Show_RatFPS</a></li>
     <li><a href="../theories/linear_recurrences_solver/#Linear_Recurrences_Test">Linear_Recurrences_Test</a></li></ul><div class="flex-wrap"><div>
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   author  = {eberl},
   title   = {Linear Recurrences},
   journal = {Archive of Formal Proofs},
   month   = October,
   year    = 2017,
   note    = {\url{https://isa-afp.org/entries/Linear_Recurrences.html},
             Formal proof development},
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   <h1 >
     <span class='first'>L</span>iouville <span class='first'>N</span>umbers</h1>
   <div>
     
-    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a>
+    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a>
     </p>
     
     
     <p class="date">December 28, 2015</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process"><p>
 Liouville numbers are a class of transcendental numbers that can be approximated
 particularly well with rational numbers. Historically, they were the first
 numbers whose transcendence was proven.
 </p><p>
 In this entry, we define the concept of Liouville numbers as well as the
 standard construction to obtain Liouville numbers (including Liouville's
 constant) and we prove their most important properties: irrationality and
 transcendence.
 </p><p>
 The proof is very elementary and requires only standard arithmetic, the Mean
 Value Theorem for polynomials, and the boundedness of polynomials on compact
 intervals.
 </p></div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/analysis">Mathematics/Analysis</a></li><li><a href="../topics/mathematics/number-theory">Mathematics/Number theory</a></li></ul>
   <h3>Theories of Liouville_Numbers</h3>
   <ul>
     <li><a href="../theories/liouville_numbers/#Liouville_Numbers_Misc">Liouville_Numbers_Misc</a></li>
     <li><a href="../theories/liouville_numbers/#Liouville_Numbers">Liouville_Numbers</a></li></ul><div class="flex-wrap">
   
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   author  = {eberl},
   title   = {Liouville numbers},
   journal = {Archive of Formal Proofs},
   month   = December,
   year    = 2015,
   note    = {\url{https://isa-afp.org/entries/Liouville_Numbers.html},
             Formal proof development},
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diff --git a/web/entries/List-Index.html b/web/entries/List-Index.html
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   <h1 >
     <span class='first'>L</span>ist <span class='first'>I</span>ndex</h1>
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-    <p><a href="../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a>
+    <p><a href="../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a>
     </p>
     
     
     <p class="date">February 20, 2010</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">This theory provides functions for finding the index of an element in a list, by predicate and by value.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/data-structures">Computer science/Data structures</a></li></ul>
   <h3>Theories of List-Index</h3>
   <ul>
     <li><a href="../theories/list-index/#List_Index">List_Index</a></li></ul><div class="flex-wrap"><div>
     <h3>Used by</h3>
     <ul class="horizontal-list"><li><a href="../entries/Fishers_Inequality.html">Fishers_Inequality</a></li><li><a href="../entries/Gale_Shapley.html">Gale_Shapley</a></li><li><a href="../entries/Dominance_CHK.html">Dominance_CHK</a></li><li><a href="../entries/Metalogic_ProofChecker.html">Metalogic_ProofChecker</a></li><li><a href="../entries/JinjaDCI.html">JinjaDCI</a></li><li><a href="../entries/Verified_SAT_Based_AI_Planning.html">Verified_SAT_Based_AI_Planning</a></li><li><a href="../entries/Smith_Normal_Form.html">Smith_Normal_Form</a></li><li><a href="../entries/Higher_Order_Terms.html">Higher_Order_Terms</a></li><li><a href="../entries/Comparison_Sort_Lower_Bound.html">Comparison_Sort_Lower_Bound</a></li><li><a href="../entries/Quick_Sort_Cost.html">Quick_Sort_Cost</a></li><li><a href="../entries/Nested_Multisets_Ordinals.html">Nested_Multisets_Ordinals</a></li><li><a href="../entries/Refine_Imperative_HOL.html">Refine_Imperative_HOL</a></li><li><a href="../entries/Randomised_Social_Choice.html">Randomised_Social_Choice</a></li><li><a href="../entries/List_Update.html">List_Update</a></li><li><a href="../entries/Planarity_Certificates.html">Planarity_Certificates</a></li><li><a href="../entries/LTL_to_DRA.html">LTL_to_DRA</a></li><li><a href="../entries/Formula_Derivatives.html">Formula_Derivatives</a></li><li><a href="../entries/MSO_Regex_Equivalence.html">MSO_Regex_Equivalence</a></li><li><a href="../entries/Affine_Arithmetic.html">Affine_Arithmetic</a></li><li><a href="../entries/Ordinary_Differential_Equations.html">Ordinary_Differential_Equations</a></li><li><a href="../entries/Jinja.html">Jinja</a></li></ul>
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       <pre id="copyText">@article{List-Index-AFP,
   author  = {nipkow},
   title   = {List Index},
   journal = {Archive of Formal Proofs},
   month   = February,
   year    = 2010,
   note    = {\url{https://isa-afp.org/entries/List-Index.html},
             Formal proof development},
   ISSN    = {2150-914x},
 }</pre>
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diff --git a/web/entries/List_Inversions.html b/web/entries/List_Inversions.html
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   <h1 >
     <span class='first'>T</span>he <span class='first'>I</span>nversions of a <span class='first'>L</span>ist</h1>
   <div>
     
-    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a>
+    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a>
     </p>
     
     
     <p class="date">February 1, 2019</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process"><p>This entry defines the set of <em>inversions</em>
 of a list, i.e. the pairs of indices that violate sortedness. It also
 proves the correctness of the well-known
 <em>O</em>(<em>n log n</em>)
 divide-and-conquer algorithm to compute the number of
 inversions.</p></div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/algorithms">Computer science/Algorithms</a></li></ul>
   <h3>Theories of List_Inversions</h3>
   <ul>
     <li><a href="../theories/list_inversions/#List_Inversions">List_Inversions</a></li></ul><div class="flex-wrap">
   
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   author  = {eberl},
   title   = {The Inversions of a List},
   journal = {Archive of Formal Proofs},
   month   = February,
   year    = 2019,
   note    = {\url{https://isa-afp.org/entries/List_Inversions.html},
             Formal proof development},
   ISSN    = {2150-914x},
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     <span class='first'>A</span>nalysis of <span class='first'>L</span>ist <span class='first'>U</span>pdate <span class='first'>A</span>lgorithms</h1>
   <div>
     
-    <p><a href="../authors/haslbeckm">Maximilian P. L. Haslbeck</a> <a href="http://in.tum.de/~haslbema/">🌐</a> and <a href="../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a>
+    <p><a href="../authors/haslbeckm">Maximilian P. L. Haslbeck</a> <a href="http://in.tum.de/~haslbema/">🌐</a> and <a href="../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a>
     </p>
     
     
     <p class="date">February 17, 2016</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process"><p>
 These theories formalize the quantitative analysis of a number of classical algorithms for the list update problem: 2-competitiveness of move-to-front, the lower bound of 2 for the competitiveness of deterministic list update algorithms and 1.6-competitiveness of the randomized COMB algorithm, the best randomized list update algorithm known to date.
 The material is based on the first two chapters of <i>Online Computation
 and Competitive Analysis</i> by Borodin and El-Yaniv.
 </p>
 <p>
 For an informal description see the FSTTCS 2016 publication
 <a href="http://www21.in.tum.de/~nipkow/pubs/fsttcs16.html">Verified Analysis of List Update Algorithms</a>
 by Haslbeck and Nipkow.
 </p></div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/algorithms/online">Computer science/Algorithms/Online</a></li></ul>
   <h3>Theories of List_Update</h3>
   <ul>
     <li><a href="../theories/list_update/#Inversion">Inversion</a></li>
     <li><a href="../theories/list_update/#Swaps">Swaps</a></li>
     <li><a href="../theories/list_update/#On_Off">On_Off</a></li>
     <li><a href="../theories/list_update/#Prob_Theory">Prob_Theory</a></li>
     <li><a href="../theories/list_update/#Competitive_Analysis">Competitive_Analysis</a></li>
     <li><a href="../theories/list_update/#Move_to_Front">Move_to_Front</a></li>
     <li><a href="../theories/list_update/#Bit_Strings">Bit_Strings</a></li>
     <li><a href="../theories/list_update/#MTF2_Effects">MTF2_Effects</a></li>
     <li><a href="../theories/list_update/#BIT">BIT</a></li>
     <li><a href="../theories/list_update/#Partial_Cost_Model">Partial_Cost_Model</a></li>
     <li><a href="../theories/list_update/#RExp_Var">RExp_Var</a></li>
     <li><a href="../theories/list_update/#OPT2">OPT2</a></li>
     <li><a href="../theories/list_update/#Phase_Partitioning">Phase_Partitioning</a></li>
     <li><a href="../theories/list_update/#List_Factoring">List_Factoring</a></li>
     <li><a href="../theories/list_update/#TS">TS</a></li>
     <li><a href="../theories/list_update/#BIT_pairwise">BIT_pairwise</a></li>
     <li><a href="../theories/list_update/#BIT_2comp_on2">BIT_2comp_on2</a></li>
     <li><a href="../theories/list_update/#Comb">Comb</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/List-Index.html">List-Index</a></li><li><a href="../entries/Regular-Sets.html">Regular-Sets</a></li></ul>
   </div>
   
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     <h3>Related Entries</h3>
     <ul class="horizontal-list">
       
       <li><a href="../entries/LTL_Master_Theorem.html">A Compositional and Unified Translation of LTL into ω-Automata</a></li>
       
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   author  = {haslbeckm and nipkow},
   title   = {Analysis of List Update Algorithms},
   journal = {Archive of Formal Proofs},
   month   = February,
   year    = 2016,
   note    = {\url{https://isa-afp.org/entries/List_Update.html},
             Formal proof development},
   ISSN    = {2150-914x},
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diff --git a/web/entries/Lowe_Ontological_Argument.html b/web/entries/Lowe_Ontological_Argument.html
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   <meta name="viewport" content="width=device-width, initial-scale=1"><title>Computer-assisted Reconstruction and Assessment of E. J. Lowe&#39;s Modal Ontological Argument - Archive of Formal Proofs</title><meta name="description" content="Computers may help us to understand --not just verify-- philosophical
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   <h1 >
     <span class='first'>C</span>omputer-<span class='first'>A</span>ssisted <span class='first'>R</span>econstruction and <span class='first'>A</span>ssessment of <span class='first'>E</span>. <span class='first'>J</span>. <span class='first'>L</span>owe's <span class='first'>M</span>odal <span class='first'>O</span>ntological <span class='first'>A</span>rgument</h1>
   <div>
     
-    <p><a href="../authors/fuenmayor">David Fuenmayor</a> <a href="mailto:davfuenmayor@gmail.com">📧</a> and <a href="../authors/benzmueller">Christoph Benzmüller</a> <a href="http://www.christoph-benzmueller.de">🌐</a>
+    <p><a href="../authors/fuenmayor">David Fuenmayor</a> <a href="mailto:davfuenmayor@gmail.com">📧</a> and <a href="../authors/benzmueller">Christoph Benzmüller</a> <a href="http://christoph-benzmueller.de">🌐</a>
     </p>
     
     
     <p class="date">September 21, 2017</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">Computers may help us to understand --not just verify-- philosophical
 arguments. By utilizing modern proof assistants in an iterative
 interpretive process, we can reconstruct and assess an argument by
 fully formal means. Through the mechanization of a variant of St.
 Anselm's ontological argument by E. J. Lowe, which is a
 paradigmatic example of a natural-language argument with strong ties
 to metaphysics and religion, we offer an ideal showcase for our
 computer-assisted interpretive method.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/logic/philosophical-aspects">Logic/Philosophical aspects</a></li></ul>
   <h3>Theories of Lowe_Ontological_Argument</h3>
   <ul>
     <li><a href="../theories/lowe_ontological_argument/#Relations">Relations</a></li>
     <li><a href="../theories/lowe_ontological_argument/#QML">QML</a></li>
     <li><a href="../theories/lowe_ontological_argument/#LoweOntologicalArgument_1">LoweOntologicalArgument_1</a></li>
     <li><a href="../theories/lowe_ontological_argument/#LoweOntologicalArgument_2">LoweOntologicalArgument_2</a></li>
     <li><a href="../theories/lowe_ontological_argument/#LoweOntologicalArgument_3">LoweOntologicalArgument_3</a></li>
     <li><a href="../theories/lowe_ontological_argument/#LoweOntologicalArgument_4">LoweOntologicalArgument_4</a></li>
     <li><a href="../theories/lowe_ontological_argument/#LoweOntologicalArgument_5">LoweOntologicalArgument_5</a></li>
     <li><a href="../theories/lowe_ontological_argument/#LoweOntologicalArgument_6">LoweOntologicalArgument_6</a></li>
     <li><a href="../theories/lowe_ontological_argument/#LoweOntologicalArgument_7">LoweOntologicalArgument_7</a></li></ul><div class="flex-wrap">
   
   <div>
     <h3>Related Entries</h3>
     <ul class="horizontal-list">
       
       <li><a href="../entries/SimplifiedOntologicalArgument.html">Exploring Simplified Variants of Gödel’s Ontological Argument in Isabelle/HOL</a></li>
       
       <li><a href="../entries/AnselmGod.html">Anselm&rsquo;s God in Isabelle/HOL</a></li>
       
       <li><a href="../entries/Types_Tableaus_and_Goedels_God.html">Types, Tableaus and Gödel’s God in Isabelle/HOL</a></li>
       
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       <pre id="copyText">@article{Lowe_Ontological_Argument-AFP,
   author  = {fuenmayor and benzmueller},
   title   = {Computer-assisted Reconstruction and Assessment of E. J. Lowe&#39;s Modal Ontological Argument},
   journal = {Archive of Formal Proofs},
   month   = September,
   year    = 2017,
   note    = {\url{https://isa-afp.org/entries/Lowe_Ontological_Argument.html},
             Formal proof development},
   ISSN    = {2150-914x},
 }</pre>
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   <h1 >
     <span class='first'>V</span>erified <span class='first'>A</span>lgorithms for <span class='first'>S</span>olving <span class='first'>M</span>arkov <span class='first'>D</span>ecision <span class='first'>P</span>rocesses</h1>
   <div>
     
-    <p><a href="../authors/schaeffeler">Maximilian Schäffeler</a> <a href="mailto:schaeffm@in.tum.de">📧</a> and <a href="../authors/abdulaziz">Mohammad Abdulaziz</a> <a href="mailto:mansour@in.tum.de">📧</a>
+    <p><a href="../authors/schaeffeler">Maximilian Schäffeler</a> <a href="mailto:schaeffm@in.tum.de">📧</a> and <a href="../authors/abdulaziz">Mohammad Abdulaziz</a> <a href="mailto:mohammad.abdulaziz@in.tum.de">📧</a>
     </p>
     
     
     <p class="date">December 16, 2021</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">We present a formalization of algorithms for solving Markov Decision
 Processes (MDPs) with formal guarantees on the optimality of their
 solutions. In particular we build on our analysis of the Bellman
 operator for discounted infinite horizon MDPs. From the iterator rule
 on the Bellman operator we directly derive executable value iteration
 and policy iteration algorithms to iteratively solve finite MDPs. We
 also prove correct optimized versions of value iteration that use
 matrix splittings to improve the convergence rate. In particular, we
 formally verify Gauss-Seidel value iteration and modified policy
 iteration. The algorithms are evaluated on two standard examples from
 the literature, namely, inventory management and gridworld. Our
 formalization covers most of chapter 6 in Puterman's book
 "Markov Decision Processes: Discrete Stochastic Dynamic
 Programming".</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/probability-theory">Mathematics/Probability theory</a></li><li><a href="../topics/computer-science/algorithms">Computer science/Algorithms</a></li></ul>
   <h3>Theories of MDP-Algorithms</h3>
   <ul>
     <li><a href="../theories/mdp-algorithms/#Value_Iteration">Value_Iteration</a></li>
     <li><a href="../theories/mdp-algorithms/#Policy_Iteration">Policy_Iteration</a></li>
     <li><a href="../theories/mdp-algorithms/#Modified_Policy_Iteration">Modified_Policy_Iteration</a></li>
     <li><a href="../theories/mdp-algorithms/#Matrix_Util">Matrix_Util</a></li>
     <li><a href="../theories/mdp-algorithms/#Blinfun_Matrix">Blinfun_Matrix</a></li>
     <li><a href="../theories/mdp-algorithms/#Splitting_Methods">Splitting_Methods</a></li>
     <li><a href="../theories/mdp-algorithms/#Algorithms">Algorithms</a></li>
     <li><a href="../theories/mdp-algorithms/#Code_DP">Code_DP</a></li>
     <li><a href="../theories/mdp-algorithms/#Code_Mod">Code_Mod</a></li>
     <li><a href="../theories/mdp-algorithms/#Code_Real_Approx_By_Float_Fix">Code_Real_Approx_By_Float_Fix</a></li>
     <li><a href="../theories/mdp-algorithms/#Code_Inventory">Code_Inventory</a></li>
     <li><a href="../theories/mdp-algorithms/#Code_Gridworld">Code_Gridworld</a></li>
     <li><a href="../theories/mdp-algorithms/#Examples">Examples</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/Gauss_Jordan.html">Gauss_Jordan</a></li><li><a href="../entries/MDP-Rewards.html">MDP-Rewards</a></li></ul>
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       <li><a href="../entries/MDP-Rewards.html">Markov Decision Processes with Rewards</a></li>
       
       <li><a href="../entries/Amortized_Complexity.html">Amortized Complexity Verified</a></li>
       
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       <pre id="copyText">@article{MDP-Algorithms-AFP,
   author  = {schaeffeler and abdulaziz},
   title   = {Verified Algorithms for Solving Markov Decision Processes},
   journal = {Archive of Formal Proofs},
   month   = December,
   year    = 2021,
   note    = {\url{https://isa-afp.org/entries/MDP-Algorithms.html},
             Formal proof development},
   ISSN    = {2150-914x},
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   <h1 >
     <span class='first'>M</span>arkov <span class='first'>D</span>ecision <span class='first'>P</span>rocesses <span class='first'>W</span>ith <span class='first'>R</span>ewards</h1>
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-    <p><a href="../authors/schaeffeler">Maximilian Schäffeler</a> <a href="mailto:schaeffm@in.tum.de">📧</a> and <a href="../authors/abdulaziz">Mohammad Abdulaziz</a> <a href="mailto:mansour@in.tum.de">📧</a>
+    <p><a href="../authors/schaeffeler">Maximilian Schäffeler</a> <a href="mailto:schaeffm@in.tum.de">📧</a> and <a href="../authors/abdulaziz">Mohammad Abdulaziz</a> <a href="mailto:mohammad.abdulaziz@in.tum.de">📧</a>
     </p>
     
     
     <p class="date">December 16, 2021</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">We present a formalization of Markov Decision Processes with rewards.
 In particular we first build on Hölzl's formalization  of MDPs
 (AFP entry: Markov_Models) and extend them with rewards. We proceed
 with an analysis of the expected total discounted reward criterion for
 infinite horizon MDPs. The central result is the construction of the
 iteration rule for the Bellman operator. We prove the optimality
 equations for this operator and show the existence of an optimal
 stationary deterministic solution. The analysis can be used to obtain
 dynamic programming algorithms such as value iteration and policy
 iteration to solve MDPs with formal guarantees. Our formalization is
 based on chapters 5 and 6 in Puterman's book "Markov
 Decision Processes: Discrete Stochastic Dynamic Programming".</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/probability-theory">Mathematics/Probability theory</a></li></ul>
   <h3>Theories of MDP-Rewards</h3>
   <ul>
     <li><a href="../theories/mdp-rewards/#Bounded_Functions">Bounded_Functions</a></li>
     <li><a href="../theories/mdp-rewards/#Blinfun_Util">Blinfun_Util</a></li>
     <li><a href="../theories/mdp-rewards/#MDP_reward_Util">MDP_reward_Util</a></li>
     <li><a href="../theories/mdp-rewards/#MDP_cont">MDP_cont</a></li>
     <li><a href="../theories/mdp-rewards/#MDP_disc">MDP_disc</a></li>
     <li><a href="../theories/mdp-rewards/#MDP_reward">MDP_reward</a></li></ul><div class="flex-wrap"><div>
     <h3>Used by</h3>
     <ul class="horizontal-list"><li><a href="../entries/MDP-Algorithms.html">MDP-Algorithms</a></li></ul>
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       <li><a href="../entries/MDP-Algorithms.html">Verified Algorithms for Solving Markov Decision Processes</a></li>
       
       <li><a href="../entries/Laws_of_Large_Numbers.html">The Laws of Large Numbers</a></li>
       
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       <pre id="copyText">@article{MDP-Rewards-AFP,
   author  = {schaeffeler and abdulaziz},
   title   = {Markov Decision Processes with Rewards},
   journal = {Archive of Formal Proofs},
   month   = December,
   year    = 2021,
   note    = {\url{https://isa-afp.org/entries/MDP-Rewards.html},
             Formal proof development},
   ISSN    = {2150-914x},
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   <meta name="viewport" content="width=device-width, initial-scale=1"><title>A Formal Proof of the Max-Flow Min-Cut Theorem for Countable Networks - Archive of Formal Proofs</title><meta name="description" content="This article formalises a proof of the maximum-flow minimal-cut theorem for networks with countably many edges. A network is a directed graph with..."><meta property="og:title" content="A Formal Proof of the Max-Flow Min-Cut Theorem for Countable Networks" />
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     <span class='first'>A</span> <span class='first'>F</span>ormal <span class='first'>P</span>roof of the <span class='first'>M</span>ax-<span class='first'>F</span>low <span class='first'>M</span>in-<span class='first'>C</span>ut <span class='first'>T</span>heorem for <span class='first'>C</span>ountable <span class='first'>N</span>etworks</h1>
   <div>
     
-    <p><a href="../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de">🌐</a>
+    <p><a href="../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de/">🌐</a>
     </p>
     
     
     <p class="date">May 9, 2016</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">This article formalises a proof of the maximum-flow minimal-cut
 theorem for networks with countably many edges.  A network is a
 directed graph with non-negative real-valued edge labels and two
 dedicated vertices, the source and the sink.  A flow in a network
 assigns non-negative real numbers to the edges such that for all
 vertices except for the source and the sink, the sum of values on
 incoming edges equals the sum of values on outgoing edges.  A cut is a
 subset of the vertices which contains the source, but not the sink.
 Our theorem states that in every network, there is a flow and a cut
 such that the flow saturates all the edges going out of the cut and is
 zero on all the incoming edges.  The proof is based on the paper
 <emph>The Max-Flow Min-Cut theorem for countable networks</emph> by
 Aharoni et al.  Additionally, we prove a characterisation of the
 lifting operation for relations on discrete probability distributions,
 which leads to a concise proof of its distributivity over relation
 composition.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/graph-theory">Mathematics/Graph theory</a></li></ul>
   <h3>Theories of MFMC_Countable</h3>
   <ul>
     <li><a href="../theories/mfmc_countable/#MFMC_Misc">MFMC_Misc</a></li>
     <li><a href="../theories/mfmc_countable/#MFMC_Finite">MFMC_Finite</a></li>
     <li><a href="../theories/mfmc_countable/#Matrix_For_Marginals">Matrix_For_Marginals</a></li>
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     <li><a href="../theories/mfmc_countable/#MFMC_Reduction">MFMC_Reduction</a></li>
     <li><a href="../theories/mfmc_countable/#MFMC_Bounded">MFMC_Bounded</a></li>
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     <li><a href="../theories/mfmc_countable/#MFMC_Unbounded">MFMC_Unbounded</a></li>
     <li><a href="../theories/mfmc_countable/#Max_Flow_Min_Cut_Countable">Max_Flow_Min_Cut_Countable</a></li>
     <li><a href="../theories/mfmc_countable/#Rel_PMF_Characterisation">Rel_PMF_Characterisation</a></li>
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     <ul class="horizontal-list"><li><a href="../entries/EdmondsKarp_Maxflow.html">EdmondsKarp_Maxflow</a></li></ul>
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   author  = {lochbihler},
   title   = {A Formal Proof of the Max-Flow Min-Cut Theorem for Countable Networks},
   journal = {Archive of Formal Proofs},
   month   = May,
   year    = 2016,
   note    = {\url{https://isa-afp.org/entries/MFMC_Countable.html},
             Formal proof development},
   ISSN    = {2150-914x},
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   <h1 >
     <span class='first'>F</span>ormalization of an <span class='first'>O</span>ptimized <span class='first'>M</span>onitoring <span class='first'>A</span>lgorithm for <span class='first'>M</span>etric <span class='first'>F</span>irst-<span class='first'>O</span>rder <span class='first'>D</span>ynamic <span class='first'>L</span>ogic <span class='first'>W</span>ith <span class='first'>A</span>ggregations</h1>
   <div>
     
-    <p><a href="../authors/dardinier">Thibault Dardinier</a>, <a href="../authors/heimes">Lukas Heimes</a>, <a href="../authors/raszyk">Martin Raszyk</a> <a href="mailto:martin.raszyk@inf.ethz.ch">📧</a>, <a href="../authors/schneider">Joshua Schneider</a> <a href="mailto:joshua.schneider@inf.ethz.ch">📧</a> and <a href="../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io">🌐</a>
+    <p><a href="../authors/dardinier">Thibault Dardinier</a>, <a href="../authors/heimes">Lukas Heimes</a>, <a href="../authors/raszyk">Martin Raszyk</a> <a href="mailto:martin.raszyk@inf.ethz.ch">📧</a>, <a href="../authors/schneider">Joshua Schneider</a> <a href="mailto:joshua.schneider@inf.ethz.ch">📧</a> and <a href="../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io/">🌐</a>
     </p>
     
     
     <p class="date">April 9, 2020</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">A monitor is a runtime verification tool that solves the following
 problem: Given a stream of time-stamped events and a policy formulated
 in a specification language, decide whether the policy is satisfied at
 every point in the stream. We verify the correctness of an executable
 monitor for specifications given as formulas in metric first-order
 dynamic logic (MFODL), which combines the features of metric
 first-order temporal logic (MFOTL) and metric dynamic logic. Thus,
 MFODL supports real-time constraints, first-order parameters, and
 regular expressions. Additionally, the monitor supports aggregation
 operations such as count and sum. This formalization, which is
 described in a <a href="http://people.inf.ethz.ch/trayteld/papers/ijcar20-verimonplus/verimonplus.pdf">
 forthcoming paper at IJCAR 2020</a>, significantly extends <a
 href="https://www.isa-afp.org/entries/MFOTL_Monitor.html">previous
 work on a verified monitor</a> for MFOTL. Apart from the
 addition of regular expressions and aggregations, we implemented <a
 href="https://www.isa-afp.org/entries/Generic_Join.html">multi-way
 joins</a> and a specialized sliding window algorithm to further
 optimize the monitor.</div>BSD License<h3>Change history</h3>
 
   <p>[2021-10-19] corrected a mistake in the calculation of median aggregations
 (reported by Nicolas Kaletsch, revision 02b14c9bf3da)<br></p><h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/algorithms">Computer science/Algorithms</a></li><li><a href="../topics/logic/general-logic/modal-logic">Logic/General logic/Modal logic</a></li><li><a href="../topics/computer-science/automata-and-formal-languages">Computer science/Automata and formal languages</a></li></ul>
   <h3>Theories of MFODL_Monitor_Optimized</h3>
   <ul>
     <li><a href="../theories/mfodl_monitor_optimized/#Code_Double">Code_Double</a></li>
     <li><a href="../theories/mfodl_monitor_optimized/#Event_Data">Event_Data</a></li>
     <li><a href="../theories/mfodl_monitor_optimized/#Regex">Regex</a></li>
     <li><a href="../theories/mfodl_monitor_optimized/#Formula">Formula</a></li>
     <li><a href="../theories/mfodl_monitor_optimized/#Optimized_Join">Optimized_Join</a></li>
     <li><a href="../theories/mfodl_monitor_optimized/#Monitor">Monitor</a></li>
     <li><a href="../theories/mfodl_monitor_optimized/#Optimized_MTL">Optimized_MTL</a></li>
     <li><a href="../theories/mfodl_monitor_optimized/#Monitor_Impl">Monitor_Impl</a></li>
     <li><a href="../theories/mfodl_monitor_optimized/#Monitor_Code">Monitor_Code</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/Generic_Join.html">Generic_Join</a></li><li><a href="../entries/IEEE_Floating_Point.html">IEEE_Floating_Point</a></li><li><a href="../entries/MFOTL_Monitor.html">MFOTL_Monitor</a></li></ul>
   </div>
   
   <div>
     <h3>Related Entries</h3>
     <ul class="horizontal-list">
       
       <li><a href="../entries/MFOTL_Monitor.html">Formalization of a Monitoring Algorithm for Metric First-Order Temporal Logic</a></li>
       
       <li><a href="../entries/VYDRA_MDL.html">Multi-Head Monitoring of Metric Dynamic Logic</a></li>
       
       <li><a href="../entries/MiniSail.html">MiniSail - A kernel language for the ISA specification language SAIL</a></li>
       
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       <pre id="copyText">@article{MFODL_Monitor_Optimized-AFP,
   author  = {dardinier, heimes, raszyk, schneider and traytel},
   title   = {Formalization of an Optimized Monitoring Algorithm for Metric First-Order Dynamic Logic with Aggregations},
   journal = {Archive of Formal Proofs},
   month   = April,
   year    = 2020,
   note    = {\url{https://isa-afp.org/entries/MFODL_Monitor_Optimized.html},
             Formal proof development},
   ISSN    = {2150-914x},
 }</pre>
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   <h1 >
     <span class='first'>F</span>ormalization of a <span class='first'>M</span>onitoring <span class='first'>A</span>lgorithm for <span class='first'>M</span>etric <span class='first'>F</span>irst-<span class='first'>O</span>rder <span class='first'>T</span>emporal <span class='first'>L</span>ogic</h1>
   <div>
     
-    <p><a href="../authors/schneider">Joshua Schneider</a> <a href="mailto:joshua.schneider@inf.ethz.ch">📧</a> and <a href="../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io">🌐</a>
+    <p><a href="../authors/schneider">Joshua Schneider</a> <a href="mailto:joshua.schneider@inf.ethz.ch">📧</a> and <a href="../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io/">🌐</a>
     </p>
     
     
     <p class="date">July 4, 2019</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">A monitor is a runtime verification tool that solves the following
 problem: Given a stream of time-stamped events and a policy formulated
 in a specification language, decide whether the policy is satisfied at
 every point in the stream. We verify the correctness of an executable
 monitor for specifications given as formulas in metric first-order
 temporal logic (MFOTL), an expressive extension of linear temporal
 logic with real-time constraints and first-order quantification. The
 verified monitor implements a simplified variant of the algorithm used
 in the efficient MonPoly monitoring tool. The formalization is
 presented in a <a href="https://doi.org/10.1007/978-3-030-32079-9_18">RV
 2019 paper</a>, which also compares the output of the verified
 monitor to that of other monitoring tools on randomly generated
 inputs. This case study revealed several errors in the optimized but
 unverified tools.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/algorithms">Computer science/Algorithms</a></li><li><a href="../topics/logic/general-logic/temporal-logic">Logic/General logic/Temporal logic</a></li><li><a href="../topics/computer-science/automata-and-formal-languages">Computer science/Automata and formal languages</a></li></ul>
   <h3>Theories of MFOTL_Monitor</h3>
   <ul>
     <li><a href="../theories/mfotl_monitor/#Trace">Trace</a></li>
     <li><a href="../theories/mfotl_monitor/#Table">Table</a></li>
     <li><a href="../theories/mfotl_monitor/#Abstract_Monitor">Abstract_Monitor</a></li>
     <li><a href="../theories/mfotl_monitor/#Interval">Interval</a></li>
     <li><a href="../theories/mfotl_monitor/#MFOTL">MFOTL</a></li>
     <li><a href="../theories/mfotl_monitor/#Monitor">Monitor</a></li>
     <li><a href="../theories/mfotl_monitor/#Slicing">Slicing</a></li>
     <li><a href="../theories/mfotl_monitor/#Monitor_Code">Monitor_Code</a></li>
     <li><a href="../theories/mfotl_monitor/#Examples">Examples</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/Containers.html">Containers</a></li></ul>
   </div><div>
     <h3>Used by</h3>
     <ul class="horizontal-list"><li><a href="../entries/MFODL_Monitor_Optimized.html">MFODL_Monitor_Optimized</a></li><li><a href="../entries/Generic_Join.html">Generic_Join</a></li></ul>
   </div>
   
   <div>
     <h3>Related Entries</h3>
     <ul class="horizontal-list">
       
       <li><a href="../entries/MFODL_Monitor_Optimized.html">Formalization of an Optimized Monitoring Algorithm for Metric First-Order Dynamic Logic with Aggregations</a></li>
       
       <li><a href="../entries/VYDRA_MDL.html">Multi-Head Monitoring of Metric Dynamic Logic</a></li>
       
       <li><a href="../entries/MiniSail.html">MiniSail - A kernel language for the ISA specification language SAIL</a></li>
       
     </ul>
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       <p style="display:none;" id="bibtexFileName">MFOTL_Monitor-AFP</p>
       <pre id="copyText">@article{MFOTL_Monitor-AFP,
   author  = {schneider and traytel},
   title   = {Formalization of a Monitoring Algorithm for Metric First-Order Temporal Logic},
   journal = {Archive of Formal Proofs},
   month   = July,
   year    = 2019,
   note    = {\url{https://isa-afp.org/entries/MFOTL_Monitor.html},
             Formal proof development},
   ISSN    = {2150-914x},
 }</pre>
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diff --git a/web/entries/MSO_Regex_Equivalence.html b/web/entries/MSO_Regex_Equivalence.html
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   <meta name="viewport" content="width=device-width, initial-scale=1"><title>Decision Procedures for MSO on Words Based on Derivatives of Regular Expressions - Archive of Formal Proofs</title><meta name="description" content="Monadic second-order logic on finite words (MSO) is a decidable yet expressive logic into which many decision problems can be encoded. Since MSO formulas..."><meta property="og:title" content="Decision Procedures for MSO on Words Based on Derivatives of Regular Expressions" />
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   <h1 >
     <span class='first'>D</span>ecision <span class='first'>P</span>rocedures for <span class='first'>M</span><span class='first'>S</span><span class='first'>O</span> on <span class='first'>W</span>ords <span class='first'>B</span>ased on <span class='first'>D</span>erivatives of <span class='first'>R</span>egular <span class='first'>E</span>xpressions</h1>
   <div>
     
-    <p><a href="../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io">🌐</a> and <a href="../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a>
+    <p><a href="../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io/">🌐</a> and <a href="../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a>
     </p>
     
     
     <p class="date">June 12, 2014</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">Monadic second-order logic on finite words (MSO) is a decidable yet
 expressive logic into which many decision problems can be encoded. Since MSO
 formulas correspond to regular languages, equivalence of MSO formulas can be
 reduced to the equivalence of some regular structures (e.g. automata). We
 verify an executable decision procedure for MSO formulas that is not based
 on automata but on regular expressions.
 <p>
 Decision procedures for regular expression equivalence have been formalized
 before, usually based on Brzozowski derivatives. Yet, for a straightforward
 embedding of MSO formulas into regular expressions an extension of regular
 expressions with a projection operation is required. We prove total
 correctness and completeness of an equivalence checker for regular
 expressions extended in that way. We also define a language-preserving
 translation of formulas into regular expressions with respect to two
 different semantics of MSO.
 <p>
 The formalization is described in this <a href="http://www21.in.tum.de/~nipkow/pubs/icfp13.html">ICFP 2013 functional pearl</a>.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/automata-and-formal-languages">Computer science/Automata and formal languages</a></li><li><a href="../topics/logic/general-logic/decidability-of-theories">Logic/General logic/Decidability of theories</a></li></ul>
   <h3>Theories of MSO_Regex_Equivalence</h3>
   <ul>
     <li><a href="../theories/mso_regex_equivalence/#List_More">List_More</a></li>
     <li><a href="../theories/mso_regex_equivalence/#Pi_Regular_Set">Pi_Regular_Set</a></li>
     <li><a href="../theories/mso_regex_equivalence/#Pi_Regular_Exp">Pi_Regular_Exp</a></li>
     <li><a href="../theories/mso_regex_equivalence/#Pi_Derivatives">Pi_Derivatives</a></li>
     <li><a href="../theories/mso_regex_equivalence/#Pi_Regular_Operators">Pi_Regular_Operators</a></li>
     <li><a href="../theories/mso_regex_equivalence/#Pi_Regular_Exp_Dual">Pi_Regular_Exp_Dual</a></li>
     <li><a href="../theories/mso_regex_equivalence/#Pi_Equivalence_Checking">Pi_Equivalence_Checking</a></li>
     <li><a href="../theories/mso_regex_equivalence/#Init_Normalization">Init_Normalization</a></li>
     <li><a href="../theories/mso_regex_equivalence/#PNormalization">PNormalization</a></li>
     <li><a href="../theories/mso_regex_equivalence/#Formula">Formula</a></li>
     <li><a href="../theories/mso_regex_equivalence/#M2L">M2L</a></li>
     <li><a href="../theories/mso_regex_equivalence/#M2L_Normalization">M2L_Normalization</a></li>
     <li><a href="../theories/mso_regex_equivalence/#M2L_Equivalence_Checking">M2L_Equivalence_Checking</a></li>
     <li><a href="../theories/mso_regex_equivalence/#WS1S">WS1S</a></li>
     <li><a href="../theories/mso_regex_equivalence/#WS1S_Normalization">WS1S_Normalization</a></li>
     <li><a href="../theories/mso_regex_equivalence/#WS1S_Equivalence_Checking">WS1S_Equivalence_Checking</a></li>
     <li><a href="../theories/mso_regex_equivalence/#M2L_Examples">M2L_Examples</a></li>
     <li><a href="../theories/mso_regex_equivalence/#WS1S_Examples">WS1S_Examples</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
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   title   = {Decision Procedures for MSO on Words Based on Derivatives of Regular Expressions},
   journal = {Archive of Formal Proofs},
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diff --git a/web/entries/Markov_Models.html b/web/entries/Markov_Models.html
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   <h1 >
     <span class='first'>M</span>arkov <span class='first'>M</span>odels</h1>
   <div>
     
-    <p><a href="../authors/hoelzl">Johannes Hölzl</a> <a href="http://in.tum.de/~hoelzl">🌐</a> and <a href="../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a>
+    <p><a href="../authors/hoelzl">Johannes Hölzl</a> <a href="http://home.in.tum.de/~hoelzl">🌐</a> and <a href="../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a>
     </p>
     
     
     <p class="date">January 3, 2012</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">This is a formalization of Markov models in Isabelle/HOL. It
 builds on Isabelle's probability theory. The available models are
 currently Discrete-Time Markov Chains and a extensions of them with
 rewards.
 <p>
 As application of these models we formalize probabilistic model
 checking of pCTL formulas, analysis of IPv4 address allocation in
 ZeroConf and an analysis of the anonymity of the Crowds protocol.
 <a href="http://arxiv.org/abs/1212.3870">See here for the corresponding paper.</a></div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/probability-theory">Mathematics/Probability theory</a></li><li><a href="../topics/computer-science/automata-and-formal-languages">Computer science/Automata and formal languages</a></li></ul>
   <h3>Theories of Markov_Models</h3>
   <ul>
     <li><a href="../theories/markov_models/#Markov_Models_Auxiliary">Markov_Models_Auxiliary</a></li>
     <li><a href="../theories/markov_models/#Discrete_Time_Markov_Chain">Discrete_Time_Markov_Chain</a></li>
     <li><a href="../theories/markov_models/#Trace_Space_Equals_Markov_Processes">Trace_Space_Equals_Markov_Processes</a></li>
     <li><a href="../theories/markov_models/#Classifying_Markov_Chain_States">Classifying_Markov_Chain_States</a></li>
     <li><a href="../theories/markov_models/#Markov_Decision_Process">Markov_Decision_Process</a></li>
     <li><a href="../theories/markov_models/#MDP_Reachability_Problem">MDP_Reachability_Problem</a></li>
     <li><a href="../theories/markov_models/#Discrete_Time_Markov_Process">Discrete_Time_Markov_Process</a></li>
     <li><a href="../theories/markov_models/#Continuous_Time_Markov_Chain">Continuous_Time_Markov_Chain</a></li>
     <li><a href="../theories/markov_models/#Markov_Models">Markov_Models</a></li>
     <li><a href="../theories/markov_models/#Example_A">Example_A</a></li>
     <li><a href="../theories/markov_models/#Example_B">Example_B</a></li>
     <li><a href="../theories/markov_models/#PCTL">PCTL</a></li>
     <li><a href="../theories/markov_models/#PGCL">PGCL</a></li>
     <li><a href="../theories/markov_models/#Crowds_Protocol">Crowds_Protocol</a></li>
     <li><a href="../theories/markov_models/#Zeroconf_Analysis">Zeroconf_Analysis</a></li>
     <li><a href="../theories/markov_models/#Gossip_Broadcast">Gossip_Broadcast</a></li>
     <li><a href="../theories/markov_models/#MDP_RP_Certification">MDP_RP_Certification</a></li>
     <li><a href="../theories/markov_models/#MDP_RP">MDP_RP</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/Coinductive.html">Coinductive</a></li><li><a href="../entries/Gauss-Jordan-Elim-Fun.html">Gauss-Jordan-Elim-Fun</a></li></ul>
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     <h3>Used by</h3>
     <ul class="horizontal-list"><li><a href="../entries/Hidden_Markov_Models.html">Hidden_Markov_Models</a></li><li><a href="../entries/Probabilistic_Timed_Automata.html">Probabilistic_Timed_Automata</a></li><li><a href="../entries/Stochastic_Matrices.html">Stochastic_Matrices</a></li><li><a href="../entries/Probabilistic_Noninterference.html">Probabilistic_Noninterference</a></li></ul>
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     <h3>Related Entries</h3>
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       <li><a href="../entries/Automated_Stateful_Protocol_Verification.html">Automated Stateful Protocol Verification</a></li>
       
       <li><a href="../entries/CakeML_Codegen.html">A Verified Code Generator from Isabelle/HOL to CakeML</a></li>
       
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   author  = {hoelzl and nipkow},
   title   = {Markov Models},
   journal = {Archive of Formal Proofs},
   month   = January,
   year    = 2012,
   note    = {\url{https://isa-afp.org/entries/Markov_Models.html},
             Formal proof development},
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diff --git a/web/entries/Marriage.html b/web/entries/Marriage.html
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   <meta name="viewport" content="width=device-width, initial-scale=1"><title>Hall&#39;s Marriage Theorem - Archive of Formal Proofs</title><meta name="description" content="Two proofs of Hall&#39;s Marriage Theorem: one due to Halmos and Vaughan, one due to Rado."><meta property="og:title" content="Hall&#39;s Marriage Theorem" />
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   <h1 >
     <span class='first'>H</span>all's <span class='first'>M</span>arriage <span class='first'>T</span>heorem</h1>
   <div>
     
-    <p><a href="../authors/jiangd">Dongchen Jiang</a> <a href="mailto:dongchenjiang@googlemail.com">📧</a> and <a href="../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a>
+    <p><a href="../authors/jiangd">Dongchen Jiang</a> <a href="mailto:dongchenjiang@googlemail.com">📧</a> and <a href="../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a>
     </p>
     
     
     <p class="date">December 17, 2010</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">Two proofs of Hall's Marriage Theorem: one due to Halmos and Vaughan, one due to Rado.</div>BSD License<h3>Change history</h3>
 
   <p>[2011-09-09] Added Rado's proof</p><h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/combinatorics">Mathematics/Combinatorics</a></li></ul>
   <h3>Theories of Marriage</h3>
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     <li><a href="../theories/marriage/#Marriage">Marriage</a></li></ul><div class="flex-wrap"><div>
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   author  = {jiangd and nipkow},
   title   = {Hall&#39;s Marriage Theorem},
   journal = {Archive of Formal Proofs},
   month   = December,
   year    = 2010,
   note    = {\url{https://isa-afp.org/entries/Marriage.html},
             Formal proof development},
   ISSN    = {2150-914x},
 }</pre>
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diff --git a/web/entries/Mason_Stothers.html b/web/entries/Mason_Stothers.html
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   <h1 >
     <span class='first'>T</span>he <span class='first'>M</span>ason–<span class='first'>S</span>tothers <span class='first'>T</span>heorem</h1>
   <div>
     
-    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a>
+    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a>
     </p>
     
     
     <p class="date">December 21, 2017</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process"><p>This article provides a formalisation of Snyder’s simple and
 elegant proof of the Mason&ndash;Stothers theorem, which is the
 polynomial analogue of the famous abc Conjecture for integers.
 Remarkably, Snyder found this very elegant proof when he was still a
 high-school student.</p> <p>In short, the statement of the
 theorem is that three non-zero coprime polynomials
 <em>A</em>, <em>B</em>, <em>C</em>
 over a field which sum to 0 and do not all have vanishing derivatives
 fulfil max{deg(<em>A</em>), deg(<em>B</em>),
 deg(<em>C</em>)} < deg(rad(<em>ABC</em>))
 where the rad(<em>P</em>) denotes the
 <em>radical</em> of <em>P</em>,
 i.&thinsp;e. the product of all unique irreducible factors of
 <em>P</em>.</p> <p>This theorem also implies a
 kind of polynomial analogue of Fermat’s Last Theorem for polynomials:
 except for trivial cases,
 <em>A<sup>n</sup></em> +
 <em>B<sup>n</sup></em> +
 <em>C<sup>n</sup></em> = 0 implies
 n&nbsp;&le;&nbsp;2 for coprime polynomials
 <em>A</em>, <em>B</em>, <em>C</em>
 over a field.</em></p></div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/algebra">Mathematics/Algebra</a></li></ul>
   <h3>Theories of Mason_Stothers</h3>
   <ul>
     <li><a href="../theories/mason_stothers/#Mason_Stothers">Mason_Stothers</a></li></ul><div class="flex-wrap">
   
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       <pre id="copyText">@article{Mason_Stothers-AFP,
   author  = {eberl},
   title   = {The Mason–Stothers Theorem},
   journal = {Archive of Formal Proofs},
   month   = December,
   year    = 2017,
   note    = {\url{https://isa-afp.org/entries/Mason_Stothers.html},
             Formal proof development},
   ISSN    = {2150-914x},
 }</pre>
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   <h1 >
     <span class='first'>E</span>xecutable <span class='first'>M</span>atrix <span class='first'>O</span>perations on <span class='first'>M</span>atrices of <span class='first'>A</span>rbitrary <span class='first'>D</span>imensions</h1>
   <div>
     
-    <p><a href="../authors/sternagel">Christian Sternagel</a> <a href="mailto:c.sternagel@gmail.com">📧</a> and <a href="../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/~thiemann">🌐</a>
+    <p><a href="../authors/sternagel">Christian Sternagel</a> <a href="mailto:c.sternagel@gmail.com">📧</a> and <a href="../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/users/thiemann/">🌐</a>
     </p>
     
     
     <p class="date">June 17, 2010</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">We provide the operations of matrix addition, multiplication,
 transposition, and matrix comparisons as executable functions over
 ordered semirings. Moreover, it is proven that strongly normalizing
 (monotone) orders can be lifted to strongly normalizing (monotone) orders
 over matrices. We further show that the standard semirings over the
 naturals, integers, and rationals, as well as the arctic semirings
 satisfy the axioms that are required by our matrix theory. Our
 formalization is part of the <a
 href="http://cl-informatik.uibk.ac.at/software/ceta">CeTA</a> system
 which contains several termination techniques. The provided theories have
 been essential to formalize matrix-interpretations and arctic
 interpretations.</div><a href="https://isa-afp.org/LICENSE.LGPL">GNU Lesser General Public License (LGPL)</a><h3>Change history</h3>
 
   <p>[2010-09-17] Moved theory on arbitrary (ordered) semirings to Abstract Rewriting.</p><h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/data-structures">Computer science/Data structures</a></li></ul>
   <h3>Theories of Matrix</h3>
   <ul>
     <li><a href="../theories/matrix/#Utility">Utility</a></li>
     <li><a href="../theories/matrix/#Ordered_Semiring">Ordered_Semiring</a></li>
     <li><a href="../theories/matrix/#Matrix_Legacy">Matrix_Legacy</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/Abstract-Rewriting.html">Abstract-Rewriting</a></li></ul>
   </div><div>
     <h3>Used by</h3>
     <ul class="horizontal-list"><li><a href="../entries/Knuth_Bendix_Order.html">Knuth_Bendix_Order</a></li><li><a href="../entries/Polynomial_Factorization.html">Polynomial_Factorization</a></li><li><a href="../entries/Matrix_Tensor.html">Matrix_Tensor</a></li><li><a href="../entries/Transitive-Closure.html">Transitive-Closure</a></li><li><a href="../entries/Polynomials.html">Polynomials</a></li></ul>
   </div>
   
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     <h3>Related Entries</h3>
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       <li><a href="../entries/Polynomials.html">Executable Multivariate Polynomials</a></li>
       
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       <pre id="copyText">@article{Matrix-AFP,
   author  = {sternagel and thiemann},
   title   = {Executable Matrix Operations on Matrices of Arbitrary Dimensions},
   journal = {Archive of Formal Proofs},
   month   = June,
   year    = 2010,
   note    = {\url{https://isa-afp.org/entries/Matrix.html},
             Formal proof development},
   ISSN    = {2150-914x},
 }</pre>
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diff --git a/web/entries/Median_Of_Medians_Selection.html b/web/entries/Median_Of_Medians_Selection.html
--- a/web/entries/Median_Of_Medians_Selection.html
+++ b/web/entries/Median_Of_Medians_Selection.html
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   <meta name="viewport" content="width=device-width, initial-scale=1"><title>The Median-of-Medians Selection Algorithm - Archive of Formal Proofs</title><meta name="description" content="This entry provides an executable functional implementation of the Median-of-Medians algorithm for selecting the k-th smallest element of an unsorted list..."><meta property="og:title" content="The Median-of-Medians Selection Algorithm" />
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   <h1 >
     <span class='first'>T</span>he <span class='first'>M</span>edian-of-<span class='first'>M</span>edians <span class='first'>S</span>election <span class='first'>A</span>lgorithm</h1>
   <div>
     
-    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a>
+    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a>
     </p>
     
     
     <p class="date">December 21, 2017</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process"><p>This entry provides an executable functional implementation
 of the Median-of-Medians algorithm for selecting the
 <em>k</em>-th smallest element of an unsorted list
 deterministically in linear time. The size bounds for the recursive
 call that lead to the linear upper bound on the run-time of the
 algorithm are also proven. </p></div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/algorithms">Computer science/Algorithms</a></li></ul>
   <h3>Theories of Median_Of_Medians_Selection</h3>
   <ul>
     <li><a href="../theories/median_of_medians_selection/#Median_Of_Medians_Selection">Median_Of_Medians_Selection</a></li></ul><div class="flex-wrap"><div>
     <h3>Used by</h3>
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       <pre id="copyText">@article{Median_Of_Medians_Selection-AFP,
   author  = {eberl},
   title   = {The Median-of-Medians Selection Algorithm},
   journal = {Archive of Formal Proofs},
   month   = December,
   year    = 2017,
   note    = {\url{https://isa-afp.org/entries/Median_Of_Medians_Selection.html},
             Formal proof development},
   ISSN    = {2150-914x},
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   <h1 >
     <span class='first'>M</span>ersenne <span class='first'>P</span>rimes and the <span class='first'>L</span>ucas–<span class='first'>L</span>ehmer <span class='first'>T</span>est</h1>
   <div>
     
-    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a>
+    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a>
     </p>
     
     
     <p class="date">January 17, 2020</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process"><p>This article provides formal proofs of basic properties of
 Mersenne numbers, i. e. numbers of the form
 2<sup><em>n</em></sup> - 1, and especially of
 Mersenne primes.</p> <p>In particular, an efficient,
 verified, and executable version of the Lucas&ndash;Lehmer test is
 developed. This test decides primality for Mersenne numbers in time
 polynomial in <em>n</em>.</p></div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/number-theory">Mathematics/Number theory</a></li></ul>
   <h3>Theories of Mersenne_Primes</h3>
   <ul>
     <li><a href="../theories/mersenne_primes/#Lucas_Lehmer_Auxiliary">Lucas_Lehmer_Auxiliary</a></li>
     <li><a href="../theories/mersenne_primes/#Lucas_Lehmer">Lucas_Lehmer</a></li>
     <li><a href="../theories/mersenne_primes/#Lucas_Lehmer_Code">Lucas_Lehmer_Code</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/Native_Word.html">Native_Word</a></li><li><a href="../entries/Pell.html">Pell</a></li><li><a href="../entries/Probabilistic_Prime_Tests.html">Probabilistic_Prime_Tests</a></li></ul>
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       <li><a href="../entries/Gaussian_Integers.html">Gaussian Integers</a></li>
       
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       <pre id="copyText">@article{Mersenne_Primes-AFP,
   author  = {eberl},
   title   = {Mersenne primes and the Lucas–Lehmer test},
   journal = {Archive of Formal Proofs},
   month   = January,
   year    = 2020,
   note    = {\url{https://isa-afp.org/entries/Mersenne_Primes.html},
             Formal proof development},
   ISSN    = {2150-914x},
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   <meta name="viewport" content="width=device-width, initial-scale=1"><title>Isabelle&#39;s Metalogic: Formalization and Proof Checker - Archive of Formal Proofs</title><meta name="description" content="In this entry we formalize Isabelle&#39;s metalogic in Isabelle/HOL. Furthermore, we define a language of proof terms and an executable proof checker and prove..."><meta property="og:title" content="Isabelle&#39;s Metalogic: Formalization and Proof Checker" />
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   <h1 >
     <span class='first'>I</span>sabelle's <span class='first'>M</span>etalogic: <span class='first'>F</span>ormalization and <span class='first'>P</span>roof <span class='first'>C</span>hecker</h1>
   <div>
     
-    <p><a href="../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a> and <a href="../authors/rosskopf">Simon Roßkopf</a> <a href="http://www21.in.tum.de/~rosskops">🌐</a>
+    <p><a href="../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a> and <a href="../authors/rosskopf">Simon Roßkopf</a> <a href="http://www21.in.tum.de/~rosskops">🌐</a>
     </p>
     
     
     <p class="date">April 27, 2021</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">In this entry we formalize Isabelle's metalogic in Isabelle/HOL.
 Furthermore, we define a language of proof terms and an executable
 proof checker and prove its soundness wrt. the metalogic.  The
 formalization is intentionally kept close to the Isabelle
 implementation(for example using de Brujin indices) to enable easy
 integration of generated code with the Isabelle system without a
 complicated translation layer.  The formalization is described in our
 <a href="https://arxiv.org/pdf/2104.12224.pdf">CADE 28 paper</a>.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/logic/general-logic">Logic/General logic</a></li></ul>
   <h3>Theories of Metalogic_ProofChecker</h3>
   <ul>
     <li><a href="../theories/metalogic_proofchecker/#Core">Core</a></li>
     <li><a href="../theories/metalogic_proofchecker/#Preliminaries">Preliminaries</a></li>
     <li><a href="../theories/metalogic_proofchecker/#Term">Term</a></li>
     <li><a href="../theories/metalogic_proofchecker/#Sorts">Sorts</a></li>
     <li><a href="../theories/metalogic_proofchecker/#SortConstants">SortConstants</a></li>
     <li><a href="../theories/metalogic_proofchecker/#Theory">Theory</a></li>
     <li><a href="../theories/metalogic_proofchecker/#Term_Subst">Term_Subst</a></li>
     <li><a href="../theories/metalogic_proofchecker/#Name">Name</a></li>
     <li><a href="../theories/metalogic_proofchecker/#BetaNorm">BetaNorm</a></li>
     <li><a href="../theories/metalogic_proofchecker/#BetaNormProof">BetaNormProof</a></li>
     <li><a href="../theories/metalogic_proofchecker/#EtaNorm">EtaNorm</a></li>
     <li><a href="../theories/metalogic_proofchecker/#EtaNormProof">EtaNormProof</a></li>
     <li><a href="../theories/metalogic_proofchecker/#Logic">Logic</a></li>
     <li><a href="../theories/metalogic_proofchecker/#EqualityProof">EqualityProof</a></li>
     <li><a href="../theories/metalogic_proofchecker/#ProofTerm">ProofTerm</a></li>
     <li><a href="../theories/metalogic_proofchecker/#SortsExe">SortsExe</a></li>
     <li><a href="../theories/metalogic_proofchecker/#Instances">Instances</a></li>
     <li><a href="../theories/metalogic_proofchecker/#TheoryExe">TheoryExe</a></li>
     <li><a href="../theories/metalogic_proofchecker/#CheckerExe">CheckerExe</a></li>
     <li><a href="../theories/metalogic_proofchecker/#CodeGen">CodeGen</a></li></ul><div class="flex-wrap"><div>
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     <ul class="horizontal-list"><li><a href="../entries/List-Index.html">List-Index</a></li></ul>
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       <pre id="copyText">@article{Metalogic_ProofChecker-AFP,
   author  = {nipkow and rosskopf},
   title   = {Isabelle&#39;s Metalogic: Formalization and Proof Checker},
   journal = {Archive of Formal Proofs},
   month   = April,
   year    = 2021,
   note    = {\url{https://isa-afp.org/entries/Metalogic_ProofChecker.html},
             Formal proof development},
   ISSN    = {2150-914x},
 }</pre>
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   <meta name="viewport" content="width=device-width, initial-scale=1"><title>Mini ML - Archive of Formal Proofs</title><meta name="description" content="This theory defines the type inference rules and the type inference algorithm W for MiniML (simply-typed lambda terms with let) due to Milner. It proves..."><meta property="og:title" content="Mini ML" />
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   <h1 >
     <span class='first'>M</span>ini <span class='first'>M</span><span class='first'>L</span></h1>
   <div>
     
-    <p><a href="../authors/naraschewski">Wolfgang Naraschewski</a> and <a href="../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a>
+    <p><a href="../authors/naraschewski">Wolfgang Naraschewski</a> and <a href="../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a>
     </p>
     
     
     <p class="date">March 19, 2004</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">This theory defines the type inference rules and the type inference algorithm <i>W</i> for MiniML (simply-typed lambda terms with <tt>let</tt>) due to Milner. It proves the soundness and completeness of <i>W</i> w.r.t. the rules.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/programming-languages/type-systems">Computer science/Programming languages/Type systems</a></li></ul>
   <h3>Theories of MiniML</h3>
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     <li><a href="../theories/miniml/#Maybe">Maybe</a></li>
     <li><a href="../theories/miniml/#Type">Type</a></li>
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       <pre id="copyText">@article{MiniML-AFP,
   author  = {naraschewski and nipkow},
   title   = {Mini ML},
   journal = {Archive of Formal Proofs},
   month   = March,
   year    = 2004,
   note    = {\url{https://isa-afp.org/entries/MiniML.html},
             Formal proof development},
   ISSN    = {2150-914x},
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   <h1 >
     <span class='first'>M</span>inkowski's <span class='first'>T</span>heorem</h1>
   <div>
     
-    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a>
+    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a>
     </p>
     
     
     <p class="date">July 13, 2017</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process"><p>Minkowski's theorem relates a subset of
 &#8477;<sup>n</sup>, the Lebesgue measure, and the
 integer lattice &#8484;<sup>n</sup>: It states that
 any convex subset of &#8477;<sup>n</sup> with volume
 greater than 2<sup>n</sup> contains at least one lattice
 point from &#8484;<sup>n</sup>\{0}, i.&thinsp;e. a
 non-zero point with integer coefficients.</p>  <p>A
 related theorem which directly implies this is Blichfeldt's
 theorem, which states that any subset of
 &#8477;<sup>n</sup> with a volume greater than 1
 contains two different points whose difference vector has integer
 components.</p>  <p>The entry contains a proof of both
 theorems.</p></div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/geometry">Mathematics/Geometry</a></li><li><a href="../topics/mathematics/number-theory">Mathematics/Number theory</a></li></ul>
   <h3>Theories of Minkowskis_Theorem</h3>
   <ul>
     <li><a href="../theories/minkowskis_theorem/#Minkowskis_Theorem">Minkowskis_Theorem</a></li></ul><div class="flex-wrap">
   
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       <pre id="copyText">@article{Minkowskis_Theorem-AFP,
   author  = {eberl},
   title   = {Minkowski&#39;s Theorem},
   journal = {Archive of Formal Proofs},
   month   = July,
   year    = 2017,
   note    = {\url{https://isa-afp.org/entries/Minkowskis_Theorem.html},
             Formal proof development},
   ISSN    = {2150-914x},
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   <meta name="viewport" content="width=device-width, initial-scale=1"><title>An Isabelle/HOL Formalization of the Modular Assembly Kit for Security Properties - Archive of Formal Proofs</title><meta name="description" content="The &#34;Modular Assembly Kit for Security Properties&#34; (MAKS) is
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   <h1 >
     <span class='first'>A</span>n <span class='first'>I</span>sabelle/<span class='first'>H</span><span class='first'>O</span><span class='first'>L</span> <span class='first'>F</span>ormalization of the <span class='first'>M</span>odular <span class='first'>A</span>ssembly <span class='first'>K</span>it for <span class='first'>S</span>ecurity <span class='first'>P</span>roperties</h1>
   <div>
     
-    <p><a href="../authors/bracevac">Oliver Bračevac</a> <a href="mailto:bracevac@st.informatik.tu-darmstadt.de">📧</a>, <a href="../authors/gay">Richard Gay</a> <a href="mailto:gay@mais.informatik.tu-darmstadt.de">📧</a>, <a href="../authors/grewe">Sylvia Grewe</a> <a href="mailto:grewe@st.informatik.tu-darmstadt.de">📧</a>, <a href="../authors/mantel">Heiko Mantel</a> <a href="mailto:mantel@mais.informatik.tu-darmstadt.de">📧</a>, <a href="../authors/sudbrock">Henning Sudbrock</a> <a href="mailto:sudbrock@mais.informatik.tu-darmstadt.de">📧</a> and <a href="../authors/tasch">Markus Tasch</a> <a href="mailto:tasch@mais.informatik.tu-darmstadt.de">📧</a>
+    <p><a href="../authors/bracevac">Oliver Bračevac</a> <a href="mailto:bracevac@st.informatik.tu-darmstadt.de">📧</a>, <a href="../authors/gay">Richard Gay</a> <a href="mailto:gay@mais.informatik.tu-darmstadt.de">📧</a>, <a href="../authors/grewe">Sylvia Grewe</a> <a href="mailto:grewe@cs.tu-darmstadt.de">📧</a>, <a href="../authors/mantel">Heiko Mantel</a> <a href="mailto:mantel@mais.informatik.tu-darmstadt.de">📧</a>, <a href="../authors/sudbrock">Henning Sudbrock</a> <a href="mailto:sudbrock@mais.informatik.tu-darmstadt.de">📧</a> and <a href="../authors/tasch">Markus Tasch</a> <a href="mailto:tasch@mais.informatik.tu-darmstadt.de">📧</a>
     </p>
     
     
     <p class="date">May 7, 2018</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">The "Modular Assembly Kit for Security Properties" (MAKS) is
 a framework for both the definition and verification of possibilistic
 information-flow security properties at the specification-level. MAKS
 supports the uniform representation of a wide range of possibilistic
 information-flow properties and provides support for the verification
 of such properties via unwinding results and compositionality results.
 We provide a formalization of this framework in Isabelle/HOL.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/security">Computer science/Security</a></li></ul>
   <h3>Theories of Modular_Assembly_Kit_Security</h3>
   <ul>
     <li><a href="../theories/modular_assembly_kit_security/#Projection">Projection</a></li>
     <li><a href="../theories/modular_assembly_kit_security/#Prefix">Prefix</a></li>
     <li><a href="../theories/modular_assembly_kit_security/#EventSystems">EventSystems</a></li>
     <li><a href="../theories/modular_assembly_kit_security/#StateEventSystems">StateEventSystems</a></li>
     <li><a href="../theories/modular_assembly_kit_security/#Views">Views</a></li>
     <li><a href="../theories/modular_assembly_kit_security/#FlowPolicies">FlowPolicies</a></li>
     <li><a href="../theories/modular_assembly_kit_security/#BasicSecurityPredicates">BasicSecurityPredicates</a></li>
     <li><a href="../theories/modular_assembly_kit_security/#InformationFlowProperties">InformationFlowProperties</a></li>
     <li><a href="../theories/modular_assembly_kit_security/#BSPTaxonomy">BSPTaxonomy</a></li>
     <li><a href="../theories/modular_assembly_kit_security/#PropertyLibrary">PropertyLibrary</a></li>
     <li><a href="../theories/modular_assembly_kit_security/#SecureSystems">SecureSystems</a></li>
     <li><a href="../theories/modular_assembly_kit_security/#UnwindingConditions">UnwindingConditions</a></li>
     <li><a href="../theories/modular_assembly_kit_security/#AuxiliaryLemmas">AuxiliaryLemmas</a></li>
     <li><a href="../theories/modular_assembly_kit_security/#UnwindingResults">UnwindingResults</a></li>
     <li><a href="../theories/modular_assembly_kit_security/#CompositionBase">CompositionBase</a></li>
     <li><a href="../theories/modular_assembly_kit_security/#CompositionSupport">CompositionSupport</a></li>
     <li><a href="../theories/modular_assembly_kit_security/#GeneralizedZippingLemma">GeneralizedZippingLemma</a></li>
     <li><a href="../theories/modular_assembly_kit_security/#CompositionalityResults">CompositionalityResults</a></li></ul><div class="flex-wrap">
   
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     <h3>Related Entries</h3>
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       <li><a href="../entries/LambdaAuth.html">Formalization of Generic Authenticated Data Structures</a></li>
       
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       <pre id="copyText">@article{Modular_Assembly_Kit_Security-AFP,
   author  = {bracevac, gay, grewe, mantel, sudbrock and tasch},
   title   = {An Isabelle/HOL Formalization of the Modular Assembly Kit for Security Properties},
   journal = {Archive of Formal Proofs},
   month   = May,
   year    = 2018,
   note    = {\url{https://isa-afp.org/entries/Modular_Assembly_Kit_Security.html},
             Formal proof development},
   ISSN    = {2150-914x},
 }</pre>
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diff --git a/web/entries/Monad_Memo_DP.html b/web/entries/Monad_Memo_DP.html
--- a/web/entries/Monad_Memo_DP.html
+++ b/web/entries/Monad_Memo_DP.html
@@ -1,208 +1,208 @@
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   <h1 >
     <span class='first'>M</span>onadification, <span class='first'>M</span>emoization and <span class='first'>D</span>ynamic <span class='first'>P</span>rogramming</h1>
   <div>
     
-    <p><a href="../authors/wimmer">Simon Wimmer</a> <a href="http://home.in.tum.de/~wimmers/">🌐</a>, <a href="../authors/hu">Shuwei Hu</a> <a href="mailto:shuwei.hu@tum.de">📧</a> and <a href="../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow/">🌐</a>
+    <p><a href="../authors/wimmer">Simon Wimmer</a> <a href="http://home.in.tum.de/~wimmers/">🌐</a>, <a href="../authors/hu">Shuwei Hu</a> <a href="mailto:shuwei.hu@tum.de">📧</a> and <a href="../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a>
     </p>
     
     
     <p class="date">May 22, 2018</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">We present a lightweight framework for the automatic verified
 (functional or imperative) memoization of recursive functions. Our
 tool can turn a pure Isabelle/HOL function definition into a
 monadified version in a state monad or the Imperative HOL heap monad,
 and prove a correspondence theorem. We provide a variety of memory
 implementations for the two types of monads. A number of simple
 techniques allow us to achieve bottom-up computation and
 space-efficient memoization. The framework’s utility is demonstrated
 on a number of representative dynamic programming problems. A detailed
 description of our work can be found in the accompanying paper [2].</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/programming-languages/transformations">Computer science/Programming languages/Transformations</a></li><li><a href="../topics/computer-science/algorithms">Computer science/Algorithms</a></li><li><a href="../topics/computer-science/functional-programming">Computer science/Functional programming</a></li></ul>
   <h3>Theories of Monad_Memo_DP</h3>
   <ul>
     <li><a href="../theories/monad_memo_dp/#State_Monad_Ext">State_Monad_Ext</a></li>
     <li><a href="../theories/monad_memo_dp/#Pure_Monad">Pure_Monad</a></li>
     <li><a href="../theories/monad_memo_dp/#DP_CRelVS">DP_CRelVS</a></li>
     <li><a href="../theories/monad_memo_dp/#State_Heap_Misc">State_Heap_Misc</a></li>
     <li><a href="../theories/monad_memo_dp/#Heap_Monad_Ext">Heap_Monad_Ext</a></li>
     <li><a href="../theories/monad_memo_dp/#State_Heap">State_Heap</a></li>
     <li><a href="../theories/monad_memo_dp/#DP_CRelVH">DP_CRelVH</a></li>
     <li><a href="../theories/monad_memo_dp/#Memory">Memory</a></li>
     <li><a href="../theories/monad_memo_dp/#Pair_Memory">Pair_Memory</a></li>
     <li><a href="../theories/monad_memo_dp/#Indexing">Indexing</a></li>
     <li><a href="../theories/monad_memo_dp/#Memory_Heap">Memory_Heap</a></li>
     <li><a href="../theories/monad_memo_dp/#Transform_Cmd">Transform_Cmd</a></li>
     <li><a href="../theories/monad_memo_dp/#Bottom_Up_Computation">Bottom_Up_Computation</a></li>
     <li><a href="../theories/monad_memo_dp/#Bottom_Up_Computation_Heap">Bottom_Up_Computation_Heap</a></li>
     <li><a href="../theories/monad_memo_dp/#Solve_Cong">Solve_Cong</a></li>
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   author  = {wimmer, hu and nipkow},
   title   = {Monadification, Memoization and Dynamic Programming},
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   <h1 >
     <span class='first'>M</span>onad <span class='first'>N</span>ormalisation</h1>
   <div>
     
-    <p><a href="../authors/schneider">Joshua Schneider</a>, <a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a> and <a href="../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de">🌐</a>
+    <p><a href="../authors/schneider">Joshua Schneider</a>, <a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a> and <a href="../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de/">🌐</a>
     </p>
     
     
     <p class="date">May 5, 2017</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">The usual monad laws can directly be used as rewrite rules for Isabelle’s
 simplifier to normalise monadic HOL terms and decide equivalences.
 In a commutative monad, however, the commutativity law is a
 higher-order permutative rewrite rule that makes the simplifier loop.
 This AFP entry implements a simproc that normalises monadic
 expressions in commutative monads using ordered rewriting. The
 simproc can also permute computations across control operators like if
 and case.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/tools">Tools</a></li><li><a href="../topics/computer-science/functional-programming">Computer science/Functional programming</a></li><li><a href="../topics/logic/rewriting">Logic/Rewriting</a></li></ul>
   <h3>Theories of Monad_Normalisation</h3>
   <ul>
     <li><a href="../theories/monad_normalisation/#Monad_Normalisation">Monad_Normalisation</a></li>
     <li><a href="../theories/monad_normalisation/#Monad_Normalisation_Test">Monad_Normalisation_Test</a></li></ul><div class="flex-wrap"><div>
     <h3>Used by</h3>
     <ul class="horizontal-list"><li><a href="../entries/Skip_Lists.html">Skip_Lists</a></li><li><a href="../entries/Randomised_BSTs.html">Randomised_BSTs</a></li><li><a href="../entries/CryptHOL.html">CryptHOL</a></li></ul>
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       <pre id="copyText">@article{Monad_Normalisation-AFP,
   author  = {schneider, eberl and lochbihler},
   title   = {Monad normalisation},
   journal = {Archive of Formal Proofs},
   month   = May,
   year    = 2017,
   note    = {\url{https://isa-afp.org/entries/Monad_Normalisation.html},
             Formal proof development},
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diff --git a/web/entries/Monomorphic_Monad.html b/web/entries/Monomorphic_Monad.html
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   <h1 >
     <span class='first'>E</span>ffect <span class='first'>P</span>olymorphism in <span class='first'>H</span>igher-<span class='first'>O</span>rder <span class='first'>L</span>ogic</h1>
   <div>
     
-    <p><a href="../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de">🌐</a>
+    <p><a href="../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de/">🌐</a>
     </p>
     
     
     <p class="date">May 5, 2017</p>
     
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 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">The notion of a monad cannot be expressed within higher-order logic
 (HOL) due to type system restrictions. We show that if a monad is used
 with values of only one type, this notion can be formalised in HOL.
 Based on this idea, we develop a library of effect specifications and
 implementations of monads and monad transformers. Hence, we can
 abstract over the concrete monad in HOL definitions and thus use the
 same definition for different (combinations of) effects. We illustrate
 the usefulness of effect polymorphism with a monadic interpreter for a
 simple language.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/functional-programming">Computer science/Functional programming</a></li></ul>
   <h3>Theories of Monomorphic_Monad</h3>
   <ul>
     <li><a href="../theories/monomorphic_monad/#Monomorphic_Monad">Monomorphic_Monad</a></li>
     <li><a href="../theories/monomorphic_monad/#Monad_Overloading">Monad_Overloading</a></li>
     <li><a href="../theories/monomorphic_monad/#Interpreter">Interpreter</a></li>
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     <ul class="horizontal-list"><li><a href="../entries/CryptHOL.html">CryptHOL</a></li></ul>
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   author  = {lochbihler},
   title   = {Effect polymorphism in higher-order logic},
   journal = {Archive of Formal Proofs},
   month   = May,
   year    = 2017,
   note    = {\url{https://isa-afp.org/entries/Monomorphic_Monad.html},
             Formal proof development},
   ISSN    = {2150-914x},
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   <h1 >
     <span class='first'>B</span>inary <span class='first'>M</span>ultirelations</h1>
   <div>
     
-    <p><a href="../authors/furusawa">Hitoshi Furusawa</a> <a href="http://www.sci.kagoshima-u.ac.jp/~furusawa/">🌐</a> and <a href="../authors/struth">Georg Struth</a> <a href="http://www.dcs.shef.ac.uk/~georg">🌐</a>
+    <p><a href="../authors/furusawa">Hitoshi Furusawa</a> <a href="http://www.sci.kagoshima-u.ac.jp/~furusawa/">🌐</a> and <a href="../authors/struth">Georg Struth</a> <a href="http://staffwww.dcs.shef.ac.uk/people/G.Struth/">🌐</a>
     </p>
     
     
     <p class="date">June 11, 2015</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">Binary multirelations associate elements of a set with its subsets; hence
 they are binary relations from a set to its power set. Applications include
 alternating automata, models and logics for games, program semantics with
 dual demonic and angelic nondeterministic choices and concurrent dynamic
 logics. This proof document supports an arXiv article that formalises the
 basic algebra of multirelations and proposes axiom systems for them,
 ranging from weak bi-monoids to weak bi-quantales.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/algebra">Mathematics/Algebra</a></li></ul>
   <h3>Theories of Multirelations</h3>
   <ul>
     <li><a href="../theories/multirelations/#C_Algebras">C_Algebras</a></li>
     <li><a href="../theories/multirelations/#Multirelations">Multirelations</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/Kleene_Algebra.html">Kleene_Algebra</a></li></ul>
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     <h3>Related Entries</h3>
     <ul class="horizontal-list">
       
       <li><a href="../entries/KAD.html">Kleene Algebras with Domain</a></li>
       
       <li><a href="../entries/Relation_Algebra.html">Relation Algebra</a></li>
       
       <li><a href="../entries/KAT_and_DRA.html">Kleene Algebra with Tests and Demonic Refinement Algebras</a></li>
       
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   author  = {furusawa and struth},
   title   = {Binary Multirelations},
   journal = {Archive of Formal Proofs},
   month   = June,
   year    = 2015,
   note    = {\url{https://isa-afp.org/entries/Multirelations.html},
             Formal proof development},
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diff --git a/web/entries/Myhill-Nerode.html b/web/entries/Myhill-Nerode.html
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   <h1 >
     <span class='first'>T</span>he <span class='first'>M</span>yhill-<span class='first'>N</span>erode <span class='first'>T</span>heorem <span class='first'>B</span>ased on <span class='first'>R</span>egular <span class='first'>E</span>xpressions</h1>
   <div>
     
-    <p><a href="../authors/wu">Chunhan Wu</a>, <a href="../authors/zhangx">Xingyuan Zhang</a> and <a href="../authors/urban">Christian Urban</a> <a href="http://www.inf.kcl.ac.uk/staff/urbanc/">🌐</a>
-      with contributions from <a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a>
+    <p><a href="../authors/wu">Chunhan Wu</a>, <a href="../authors/zhangx">Xingyuan Zhang</a> and <a href="../authors/urban">Christian Urban</a> <a href="https://nms.kcl.ac.uk/christian.urban/">🌐</a>
+      with contributions from <a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a>
     </p>
     
     
     <p class="date">August 26, 2011</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">There are many proofs of the Myhill-Nerode theorem using automata. In this library we give a proof entirely based on regular expressions, since regularity of languages can be conveniently defined using regular expressions (it is more painful in HOL to define regularity in terms of automata).  We prove the first direction of the Myhill-Nerode theorem by solving equational systems that involve regular expressions.  For the second direction we give two proofs: one using tagging-functions and another using partial derivatives. We also establish various closure properties of regular languages. Most details of the theories are described in our ITP 2011 paper.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/automata-and-formal-languages">Computer science/Automata and formal languages</a></li></ul>
   <h3>Theories of Myhill-Nerode</h3>
   <ul>
     <li><a href="../theories/myhill-nerode/#Folds">Folds</a></li>
     <li><a href="../theories/myhill-nerode/#Myhill_1">Myhill_1</a></li>
     <li><a href="../theories/myhill-nerode/#Myhill_2">Myhill_2</a></li>
     <li><a href="../theories/myhill-nerode/#Myhill">Myhill</a></li>
     <li><a href="../theories/myhill-nerode/#Closures">Closures</a></li>
     <li><a href="../theories/myhill-nerode/#Closures2">Closures2</a></li>
     <li><a href="../theories/myhill-nerode/#Non_Regular_Languages">Non_Regular_Languages</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/Abstract-Rewriting.html">Abstract-Rewriting</a></li><li><a href="../entries/Open_Induction.html">Open_Induction</a></li><li><a href="../entries/Regular-Sets.html">Regular-Sets</a></li><li><a href="../entries/Well_Quasi_Orders.html">Well_Quasi_Orders</a></li></ul>
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       <li><a href="../entries/Regular_Tree_Relations.html">Regular Tree Relations</a></li>
       
       <li><a href="../entries/Finite_Automata_HF.html">Finite Automata in Hereditarily Finite Set Theory</a></li>
       
       <li><a href="../entries/MSO_Regex_Equivalence.html">Decision Procedures for MSO on Words Based on Derivatives of Regular Expressions</a></li>
       
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   author  = {wu, zhangx and urban},
   title   = {The Myhill-Nerode Theorem Based on Regular Expressions},
   journal = {Archive of Formal Proofs},
   month   = August,
   year    = 2011,
   note    = {\url{https://isa-afp.org/entries/Myhill-Nerode.html},
             Formal proof development},
   ISSN    = {2150-914x},
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diff --git a/web/entries/Native_Word.html b/web/entries/Native_Word.html
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   <h1 >
     <span class='first'>N</span>ative <span class='first'>W</span>ord</h1>
   <div>
     
-    <p><a href="../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de">🌐</a>
+    <p><a href="../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de/">🌐</a>
       with contributions from <a href="../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a>
     </p>
     
     
     <p class="date">September 17, 2013</p>
     
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 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">This entry makes machine words and machine arithmetic available for code generation from Isabelle/HOL.  It provides a common abstraction that hides the differences between the different target languages.  The code generator maps these operations to the APIs of the target languages.  Apart from that, we extend the available bit operations on types int and integer, and map them to the operations in the target languages.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/data-structures">Computer science/Data structures</a></li></ul>
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     <li><a href="../theories/native_word/#Code_Int_Integer_Conversion">Code_Int_Integer_Conversion</a></li>
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     <ul class="horizontal-list"><li><a href="../entries/Word_Lib.html">Word_Lib</a></li></ul>
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     <ul class="horizontal-list"><li><a href="../entries/MiniSail.html">MiniSail</a></li><li><a href="../entries/Mersenne_Primes.html">Mersenne_Primes</a></li><li><a href="../entries/WebAssembly.html">WebAssembly</a></li><li><a href="../entries/Iptables_Semantics.html">Iptables_Semantics</a></li><li><a href="../entries/ROBDD.html">ROBDD</a></li><li><a href="../entries/Separation_Logic_Imperative_HOL.html">Separation_Logic_Imperative_HOL</a></li><li><a href="../entries/Datatype_Order_Generator.html">Datatype_Order_Generator</a></li><li><a href="../entries/Collections.html">Collections</a></li><li><a href="../entries/JinjaThreads.html">JinjaThreads</a></li></ul>
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       <pre id="copyText">@article{Native_Word-AFP,
   author  = {lochbihler},
   title   = {Native Word},
   journal = {Archive of Formal Proofs},
   month   = September,
   year    = 2013,
   note    = {\url{https://isa-afp.org/entries/Native_Word.html},
             Formal proof development},
   ISSN    = {2150-914x},
 }</pre>
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   <meta name="viewport" content="width=device-width, initial-scale=1"><title>Formalization of Nested Multisets, Hereditary Multisets, and Syntactic Ordinals - Archive of Formal Proofs</title><meta name="description" content="This Isabelle/HOL formalization introduces a nested multiset datatype and defines Dershowitz and Manna&#39;s nested multiset order. The order is proved well..."><meta property="og:title" content="Formalization of Nested Multisets, Hereditary Multisets, and Syntactic Ordinals" />
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   <h1 >
     <span class='first'>F</span>ormalization of <span class='first'>N</span>ested <span class='first'>M</span>ultisets, <span class='first'>H</span>ereditary <span class='first'>M</span>ultisets, and <span class='first'>S</span>yntactic <span class='first'>O</span>rdinals</h1>
   <div>
     
-    <p><a href="../authors/blanchette">Jasmin Christian Blanchette</a> <a href="mailto:jasmin.blanchette@gmail.com">📧</a>, <a href="../authors/fleury">Mathias Fleury</a> <a href="mailto:fleury@mpi-inf.mpg.de">📧</a> and <a href="../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io">🌐</a>
+    <p><a href="../authors/blanchette">Jasmin Christian Blanchette</a> <a href="mailto:jasmin.blanchette@gmail.com">📧</a>, <a href="../authors/fleury">Mathias Fleury</a> <a href="mailto:fleury@mpi-inf.mpg.de">📧</a> and <a href="../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io/">🌐</a>
     </p>
     
     
     <p class="date">November 12, 2016</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">This Isabelle/HOL formalization introduces a nested multiset datatype and defines Dershowitz and Manna's nested multiset order. The order is proved well founded and linear. By removing one constructor, we transform the nested multisets into hereditary multisets. These are isomorphic to the syntactic ordinals—the ordinals can be recursively expressed in Cantor normal form. Addition, subtraction, multiplication, and linear orders are provided on this type.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/logic/rewriting">Logic/Rewriting</a></li></ul>
   <h3>Theories of Nested_Multisets_Ordinals</h3>
   <ul>
     <li><a href="../theories/nested_multisets_ordinals/#Multiset_More">Multiset_More</a></li>
     <li><a href="../theories/nested_multisets_ordinals/#Signed_Multiset">Signed_Multiset</a></li>
     <li><a href="../theories/nested_multisets_ordinals/#Nested_Multiset">Nested_Multiset</a></li>
     <li><a href="../theories/nested_multisets_ordinals/#Hereditary_Multiset">Hereditary_Multiset</a></li>
     <li><a href="../theories/nested_multisets_ordinals/#Signed_Hereditary_Multiset">Signed_Hereditary_Multiset</a></li>
     <li><a href="../theories/nested_multisets_ordinals/#Syntactic_Ordinal">Syntactic_Ordinal</a></li>
     <li><a href="../theories/nested_multisets_ordinals/#Signed_Syntactic_Ordinal">Signed_Syntactic_Ordinal</a></li>
     <li><a href="../theories/nested_multisets_ordinals/#Syntactic_Ordinal_Bridge">Syntactic_Ordinal_Bridge</a></li>
     <li><a href="../theories/nested_multisets_ordinals/#McCarthy_91">McCarthy_91</a></li>
     <li><a href="../theories/nested_multisets_ordinals/#Hydra_Battle">Hydra_Battle</a></li>
     <li><a href="../theories/nested_multisets_ordinals/#Goodstein_Sequence">Goodstein_Sequence</a></li>
     <li><a href="../theories/nested_multisets_ordinals/#Unary_PCF">Unary_PCF</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/List-Index.html">List-Index</a></li><li><a href="../entries/Ordinal.html">Ordinal</a></li></ul>
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     <ul class="horizontal-list"><li><a href="../entries/Design_Theory.html">Design_Theory</a></li><li><a href="../entries/Progress_Tracking.html">Progress_Tracking</a></li><li><a href="../entries/PAC_Checker.html">PAC_Checker</a></li><li><a href="../entries/Functional_Ordered_Resolution_Prover.html">Functional_Ordered_Resolution_Prover</a></li><li><a href="../entries/Ordered_Resolution_Prover.html">Ordered_Resolution_Prover</a></li><li><a href="../entries/Lambda_Free_KBOs.html">Lambda_Free_KBOs</a></li><li><a href="../entries/Lambda_Free_RPOs.html">Lambda_Free_RPOs</a></li></ul>
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       <pre id="copyText">@article{Nested_Multisets_Ordinals-AFP,
   author  = {blanchette, fleury and traytel},
   title   = {Formalization of Nested Multisets, Hereditary Multisets, and Syntactic Ordinals},
   journal = {Archive of Formal Proofs},
   month   = November,
   year    = 2016,
   note    = {\url{https://isa-afp.org/entries/Nested_Multisets_Ordinals.html},
             Formal proof development},
   ISSN    = {2150-914x},
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diff --git a/web/entries/Nominal2.html b/web/entries/Nominal2.html
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   <h1 >
     <span class='first'>N</span>ominal 2</h1>
   <div>
     
-    <p><a href="../authors/urban">Christian Urban</a> <a href="http://www.inf.kcl.ac.uk/staff/urbanc/">🌐</a>, <a href="../authors/berghofer">Stefan Berghofer</a> <a href="http://www.in.tum.de/~berghofe">🌐</a> and <a href="../authors/kaliszyk">Cezary Kaliszyk</a> <a href="http://cl-informatik.uibk.ac.at/users/cek/">🌐</a>
+    <p><a href="../authors/urban">Christian Urban</a> <a href="https://nms.kcl.ac.uk/christian.urban/">🌐</a>, <a href="../authors/berghofer">Stefan Berghofer</a> <a href="http://www.in.tum.de/~berghofe">🌐</a> and <a href="../authors/kaliszyk">Cezary Kaliszyk</a> <a href="http://cl-informatik.uibk.ac.at/users/cek/">🌐</a>
     </p>
     
     
     <p class="date">February 21, 2013</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process"><p>Dealing with binders, renaming of bound variables, capture-avoiding
 substitution, etc., is very often a major problem in formal
 proofs, especially in proofs by structural and rule
 induction. Nominal Isabelle is designed to make such proofs easy to
 formalise: it provides an infrastructure for declaring nominal
 datatypes (that is alpha-equivalence classes) and for defining
 functions over them by structural recursion. It also provides
 induction principles that have Barendregt’s variable convention
 already built in.
 </p><p>
 This entry can be used as a more advanced replacement for
 HOL/Nominal in the Isabelle distribution.
 </p></div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/tools">Tools</a></li></ul>
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     <li><a href="../theories/nominal2/#Nominal2_Base">Nominal2_Base</a></li>
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     <li><a href="../theories/nominal2/#Nominal2_FCB">Nominal2_FCB</a></li>
     <li><a href="../theories/nominal2/#Nominal2">Nominal2</a></li>
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     <ul class="horizontal-list"><li><a href="../entries/MiniSail.html">MiniSail</a></li><li><a href="../entries/Goedel_HFSet_Semanticless.html">Goedel_HFSet_Semanticless</a></li><li><a href="../entries/Robinson_Arithmetic.html">Robinson_Arithmetic</a></li><li><a href="../entries/LambdaAuth.html">LambdaAuth</a></li><li><a href="../entries/Modal_Logics_for_NTS.html">Modal_Logics_for_NTS</a></li><li><a href="../entries/Rewriting_Z.html">Rewriting_Z</a></li><li><a href="../entries/Incompleteness.html">Incompleteness</a></li><li><a href="../entries/Launchbury.html">Launchbury</a></li></ul>
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       <li><a href="../entries/Name_Carrying_Type_Inference.html">Verified Metatheory and Type Inference for a Name-Carrying Simply-Typed Lambda Calculus</a></li>
       
       <li><a href="../entries/Noninterference_Inductive_Unwinding.html">The Inductive Unwinding Theorem for CSP Noninterference Security</a></li>
       
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   author  = {urban, berghofer and kaliszyk},
   title   = {Nominal 2},
   journal = {Archive of Formal Proofs},
   month   = February,
   year    = 2013,
   note    = {\url{https://isa-afp.org/entries/Nominal2.html},
             Formal proof development},
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     <span class='first'>N</span>ormalization by <span class='first'>E</span>valuation</h1>
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-    <p><a href="../authors/aehlig">Klaus Aehlig</a> <a href="http://www.linta.de/~aehlig/">🌐</a> and <a href="../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a>
+    <p><a href="../authors/aehlig">Klaus Aehlig</a> <a href="http://www.linta.de/~aehlig/">🌐</a> and <a href="../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a>
     </p>
     
     
     <p class="date">February 18, 2008</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">This article formalizes normalization by evaluation as implemented in Isabelle. Lambda calculus plus term rewriting is compiled into a functional program with pattern matching. It is proved that the result of a successful evaluation is a) correct, i.e. equivalent to the input, and b) in normal form.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/programming-languages/compiling">Computer science/Programming languages/Compiling</a></li></ul>
   <h3>Theories of NormByEval</h3>
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   author  = {aehlig and nipkow},
   title   = {Normalization by Evaluation},
   journal = {Archive of Formal Proofs},
   month   = February,
   year    = 2008,
   note    = {\url{https://isa-afp.org/entries/NormByEval.html},
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diff --git a/web/entries/Octonions.html b/web/entries/Octonions.html
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   <h1 >
     <span class='first'>O</span>ctonions</h1>
   <div>
     
-    <p><a href="../authors/argyraki">Angeliki Koutsoukou-Argyraki</a> <a href="http://www.cl.cam.ac.uk/~ak2110/">🌐</a>
+    <p><a href="../authors/argyraki">Angeliki Koutsoukou-Argyraki</a> <a href="https://www.cl.cam.ac.uk/~ak2110/">🌐</a>
     </p>
     
     
     <p class="date">September 14, 2018</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">We develop the basic theory of Octonions, including various identities
 and properties of the octonions and of the octonionic product, a
 description of 7D isometries and representations of orthogonal
 transformations. To this end we first develop the theory of the vector
 cross product in 7 dimensions. The development of the theory of
 Octonions is inspired by that of the theory of Quaternions by Lawrence
 Paulson. However, we do not work within the type class real_algebra_1
 because the octonionic product is not associative.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/algebra">Mathematics/Algebra</a></li><li><a href="../topics/mathematics/geometry">Mathematics/Geometry</a></li></ul>
   <h3>Theories of Octonions</h3>
   <ul>
     <li><a href="../theories/octonions/#Cross_Product_7">Cross_Product_7</a></li>
     <li><a href="../theories/octonions/#Octonions">Octonions</a></li></ul><div class="flex-wrap">
   
   <div>
     <h3>Related Entries</h3>
     <ul class="horizontal-list">
       
       <li><a href="../entries/CZH_Elementary_Categories.html">Category Theory for ZFC in HOL II: Elementary Theory of 1-Categories</a></li>
       
       <li><a href="../entries/CZH_Universal_Constructions.html">Category Theory for ZFC in HOL III: Universal Constructions</a></li>
       
       <li><a href="../entries/Neumann_Morgenstern_Utility.html">Von-Neumann-Morgenstern Utility Theorem</a></li>
       
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   author  = {argyraki},
   title   = {Octonions},
   journal = {Archive of Formal Proofs},
   month   = September,
   year    = 2018,
   note    = {\url{https://isa-afp.org/entries/Octonions.html},
             Formal proof development},
   ISSN    = {2150-914x},
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diff --git a/web/entries/OpSets.html b/web/entries/OpSets.html
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     <span class='first'>O</span>p<span class='first'>S</span>ets: <span class='first'>S</span>equential <span class='first'>S</span>pecifications for <span class='first'>R</span>eplicated <span class='first'>D</span>atatypes</h1>
   <div>
     
-    <p><a href="../authors/kleppmann">Martin Kleppmann</a> <a href="mailto:mk428@cl.cam.ac.uk">📧</a>, <a href="../authors/gomes">Victor B. F. Gomes</a> <a href="mailto:vb358@cl.cam.ac.uk">📧</a>, <a href="../authors/mulligan">Dominic P. Mulligan</a> <a href="mailto:Dominic.Mulligan@arm.com">📧</a> and <a href="../authors/beresford">Alastair R. Beresford</a> <a href="mailto:arb33@cl.cam.ac.uk">📧</a>
+    <p><a href="../authors/kleppmann">Martin Kleppmann</a> <a href="mailto:martin.kleppmann@cl.cam.ac.uk">📧</a>, <a href="../authors/gomes">Victor B. F. Gomes</a> <a href="mailto:victor.gomes@cl.cam.ac.uk">📧</a>, <a href="../authors/mulligan">Dominic P. Mulligan</a> <a href="mailto:Dominic.Mulligan@arm.com">📧</a> and <a href="../authors/beresford">Alastair R. Beresford</a> <a href="mailto:arb33@cam.ac.uk">📧</a>
     </p>
     
     
     <p class="date">May 10, 2018</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">We introduce OpSets, an executable framework for specifying and
 reasoning about the semantics of replicated datatypes that provide
 eventual consistency in a distributed system, and for mechanically
 verifying algorithms that implement these datatypes. Our approach is
 simple but expressive, allowing us to succinctly specify a variety of
 abstract datatypes, including maps, sets, lists, text, graphs, trees,
 and registers. Our datatypes are also composable, enabling the
 construction of complex data structures. To demonstrate the utility of
 OpSets for analysing replication algorithms, we highlight an important
 correctness property for collaborative text editing that has
 traditionally been overlooked; algorithms that do not satisfy this
 property can exhibit awkward interleaving of text. We use OpSets to
 specify this correctness property and prove that although one existing
 replication algorithm satisfies this property, several other published
 algorithms do not.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/algorithms/distributed">Computer science/Algorithms/Distributed</a></li><li><a href="../topics/computer-science/data-structures">Computer science/Data structures</a></li></ul>
   <h3>Theories of OpSets</h3>
   <ul>
     <li><a href="../theories/opsets/#OpSet">OpSet</a></li>
     <li><a href="../theories/opsets/#Insert_Spec">Insert_Spec</a></li>
     <li><a href="../theories/opsets/#List_Spec">List_Spec</a></li>
     <li><a href="../theories/opsets/#Interleaving">Interleaving</a></li>
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   author  = {kleppmann, gomes, mulligan and beresford},
   title   = {OpSets: Sequential Specifications for Replicated Datatypes},
   journal = {Archive of Formal Proofs},
   month   = May,
   year    = 2018,
   note    = {\url{https://isa-afp.org/entries/OpSets.html},
             Formal proof development},
   ISSN    = {2150-914x},
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   <h1 >
     <span class='first'>O</span>ptimal <span class='first'>B</span>inary <span class='first'>S</span>earch <span class='first'>T</span>rees</h1>
   <div>
     
-    <p><a href="../authors/nipkow">Tobias Nipkow</a> <a href="https://www.in.tum.de/~nipkow">🌐</a> and <a href="../authors/somogyi">Dániel Somogyi</a>
+    <p><a href="../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a> and <a href="../authors/somogyi">Dániel Somogyi</a>
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     <p class="date">May 27, 2018</p>
     
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 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">This article formalizes recursive algorithms for the construction
 of optimal binary search trees given fixed access frequencies.
 We follow Knuth (1971), Yao (1980) and Mehlhorn (1984).
 The algorithms are memoized with the help of the AFP article
 <a href="Monad_Memo_DP.html">Monadification, Memoization and Dynamic Programming</a>,
 thus yielding dynamic programming algorithms.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/algorithms">Computer science/Algorithms</a></li><li><a href="../topics/computer-science/data-structures">Computer science/Data structures</a></li></ul>
   <h3>Theories of Optimal_BST</h3>
   <ul>
     <li><a href="../theories/optimal_bst/#Weighted_Path_Length">Weighted_Path_Length</a></li>
     <li><a href="../theories/optimal_bst/#Optimal_BST">Optimal_BST</a></li>
     <li><a href="../theories/optimal_bst/#Quadrilateral_Inequality">Quadrilateral_Inequality</a></li>
     <li><a href="../theories/optimal_bst/#Optimal_BST2">Optimal_BST2</a></li>
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     <ul class="horizontal-list"><li><a href="../entries/Monad_Memo_DP.html">Monad_Memo_DP</a></li></ul>
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   author  = {nipkow and somogyi},
   title   = {Optimal Binary Search Trees},
   journal = {Archive of Formal Proofs},
   month   = May,
   year    = 2018,
   note    = {\url{https://isa-afp.org/entries/Optimal_BST.html},
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   ISSN    = {2150-914x},
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   <meta name="viewport" content="width=device-width, initial-scale=1"><title>Formalization of Bachmair and Ganzinger&#39;s Ordered Resolution Prover - Archive of Formal Proofs</title><meta name="description" content="This Isabelle/HOL formalization covers Sections 2 to 4 of Bachmair and Ganzinger&#39;s &#34;Resolution Theorem Proving&#34; chapter in the Handbook of Automated..."><meta property="og:title" content="Formalization of Bachmair and Ganzinger&#39;s Ordered Resolution Prover" />
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   <h1 >
     <span class='first'>F</span>ormalization of <span class='first'>B</span>achmair and <span class='first'>G</span>anzinger's <span class='first'>O</span>rdered <span class='first'>R</span>esolution <span class='first'>P</span>rover</h1>
   <div>
     
-    <p><a href="../authors/schlichtkrull">Anders Schlichtkrull</a> <a href="https://people.compute.dtu.dk/andschl/">🌐</a>, <a href="../authors/blanchette">Jasmin Christian Blanchette</a> <a href="mailto:j.c.blanchette@vu.nl">📧</a>, <a href="../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io">🌐</a> and <a href="../authors/waldmann">Uwe Waldmann</a> <a href="mailto:uwe@mpi-inf.mpg.de">📧</a>
+    <p><a href="../authors/schlichtkrull">Anders Schlichtkrull</a> <a href="https://people.compute.dtu.dk/andschl/">🌐</a>, <a href="../authors/blanchette">Jasmin Christian Blanchette</a> <a href="mailto:j.c.blanchette@vu.nl">📧</a>, <a href="../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io/">🌐</a> and <a href="../authors/waldmann">Uwe Waldmann</a> <a href="mailto:waldmann@mpi-inf.mpg.de">📧</a>
     </p>
     
     
     <p class="date">January 18, 2018</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">This Isabelle/HOL formalization covers Sections 2 to 4 of Bachmair and
 Ganzinger's "Resolution Theorem Proving" chapter in the
 <em>Handbook of Automated Reasoning</em>. This includes
 soundness and completeness of unordered and ordered variants of ground
 resolution with and without literal selection, the standard redundancy
 criterion, a general framework for refutational theorem proving, and
 soundness and completeness of an abstract first-order prover.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/logic/general-logic/mechanization-of-proofs">Logic/General logic/Mechanization of proofs</a></li></ul>
   <h3>Theories of Ordered_Resolution_Prover</h3>
   <ul>
     <li><a href="../theories/ordered_resolution_prover/#Map2">Map2</a></li>
     <li><a href="../theories/ordered_resolution_prover/#Lazy_List_Liminf">Lazy_List_Liminf</a></li>
     <li><a href="../theories/ordered_resolution_prover/#Lazy_List_Chain">Lazy_List_Chain</a></li>
     <li><a href="../theories/ordered_resolution_prover/#Clausal_Logic">Clausal_Logic</a></li>
     <li><a href="../theories/ordered_resolution_prover/#Herbrand_Interpretation">Herbrand_Interpretation</a></li>
     <li><a href="../theories/ordered_resolution_prover/#Abstract_Substitution">Abstract_Substitution</a></li>
     <li><a href="../theories/ordered_resolution_prover/#Inference_System">Inference_System</a></li>
     <li><a href="../theories/ordered_resolution_prover/#Ground_Resolution_Model">Ground_Resolution_Model</a></li>
     <li><a href="../theories/ordered_resolution_prover/#Unordered_Ground_Resolution">Unordered_Ground_Resolution</a></li>
     <li><a href="../theories/ordered_resolution_prover/#Ordered_Ground_Resolution">Ordered_Ground_Resolution</a></li>
     <li><a href="../theories/ordered_resolution_prover/#Proving_Process">Proving_Process</a></li>
     <li><a href="../theories/ordered_resolution_prover/#Standard_Redundancy">Standard_Redundancy</a></li>
     <li><a href="../theories/ordered_resolution_prover/#FO_Ordered_Resolution">FO_Ordered_Resolution</a></li>
     <li><a href="../theories/ordered_resolution_prover/#FO_Ordered_Resolution_Prover">FO_Ordered_Resolution_Prover</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/Coinductive.html">Coinductive</a></li><li><a href="../entries/Nested_Multisets_Ordinals.html">Nested_Multisets_Ordinals</a></li></ul>
   </div><div>
     <h3>Used by</h3>
     <ul class="horizontal-list"><li><a href="../entries/Saturation_Framework_Extensions.html">Saturation_Framework_Extensions</a></li><li><a href="../entries/Chandy_Lamport.html">Chandy_Lamport</a></li><li><a href="../entries/Saturation_Framework.html">Saturation_Framework</a></li><li><a href="../entries/Functional_Ordered_Resolution_Prover.html">Functional_Ordered_Resolution_Prover</a></li></ul>
   </div>
   
   <div>
     <h3>Related Entries</h3>
     <ul class="horizontal-list">
       
       <li><a href="../entries/FOL_Seq_Calc3.html">A Naive Prover for First-Order Logic</a></li>
       
       <li><a href="../entries/Functional_Ordered_Resolution_Prover.html">A Verified Functional Implementation of Bachmair and Ganzinger&rsquo;s Ordered Resolution Prover</a></li>
       
       <li><a href="../entries/FOL_Harrison.html">First-Order Logic According to Harrison</a></li>
       
     </ul>
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       <pre id="copyText">@article{Ordered_Resolution_Prover-AFP,
   author  = {schlichtkrull, blanchette, traytel and waldmann},
   title   = {Formalization of Bachmair and Ganzinger&#39;s Ordered Resolution Prover},
   journal = {Archive of Formal Proofs},
   month   = January,
   year    = 2018,
   note    = {\url{https://isa-afp.org/entries/Ordered_Resolution_Prover.html},
             Formal proof development},
   ISSN    = {2150-914x},
 }</pre>
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diff --git a/web/entries/Ordinal.html b/web/entries/Ordinal.html
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   <meta name="viewport" content="width=device-width, initial-scale=1"><title>Countable Ordinals - Archive of Formal Proofs</title><meta name="description" content="This development defines a well-ordered type of countable ordinals. It includes notions of continuous and normal functions, recursively defined functions..."><meta property="og:title" content="Countable Ordinals" />
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   <h1 >
     <span class='first'>C</span>ountable <span class='first'>O</span>rdinals</h1>
   <div>
     
-    <p><a href="../authors/huffman">Brian Huffman</a> <a href="http://web.cecs.pdx.edu/~brianh/">🌐</a>
+    <p><a href="../authors/huffman">Brian Huffman</a> <a href="http://cs.pdx.edu/~brianh/">🌐</a>
     </p>
     
     
     <p class="date">November 11, 2005</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">This development defines a well-ordered type of countable ordinals. It includes notions of continuous and normal functions, recursively defined functions over ordinals, least fixed-points, and derivatives. Much of ordinal arithmetic is formalized, including exponentials and logarithms. The development concludes with formalizations of Cantor Normal Form and Veblen hierarchies over normal functions.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/logic/set-theory">Logic/Set theory</a></li></ul>
   <h3>Theories of Ordinal</h3>
   <ul>
     <li><a href="../theories/ordinal/#OrdinalDef">OrdinalDef</a></li>
     <li><a href="../theories/ordinal/#OrdinalInduct">OrdinalInduct</a></li>
     <li><a href="../theories/ordinal/#OrdinalCont">OrdinalCont</a></li>
     <li><a href="../theories/ordinal/#OrdinalRec">OrdinalRec</a></li>
     <li><a href="../theories/ordinal/#OrdinalArith">OrdinalArith</a></li>
     <li><a href="../theories/ordinal/#OrdinalInverse">OrdinalInverse</a></li>
     <li><a href="../theories/ordinal/#OrdinalFix">OrdinalFix</a></li>
     <li><a href="../theories/ordinal/#OrdinalOmega">OrdinalOmega</a></li>
     <li><a href="../theories/ordinal/#OrdinalVeblen">OrdinalVeblen</a></li>
     <li><a href="../theories/ordinal/#Ordinal">Ordinal</a></li></ul><div class="flex-wrap"><div>
     <h3>Used by</h3>
     <ul class="horizontal-list"><li><a href="../entries/Nested_Multisets_Ordinals.html">Nested_Multisets_Ordinals</a></li></ul>
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       <pre id="copyText">@article{Ordinal-AFP,
   author  = {huffman},
   title   = {Countable Ordinals},
   journal = {Archive of Formal Proofs},
   month   = November,
   year    = 2005,
   note    = {\url{https://isa-afp.org/entries/Ordinal.html},
             Formal proof development},
   ISSN    = {2150-914x},
 }</pre>
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diff --git a/web/entries/Ordinary_Differential_Equations.html b/web/entries/Ordinary_Differential_Equations.html
--- a/web/entries/Ordinary_Differential_Equations.html
+++ b/web/entries/Ordinary_Differential_Equations.html
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   <h1 >
     <span class='first'>O</span>rdinary <span class='first'>D</span>ifferential <span class='first'>E</span>quations</h1>
   <div>
     
-    <p><a href="../authors/immler">Fabian Immler</a> <a href="http://www21.in.tum.de/~immler">🌐</a> and <a href="../authors/hoelzl">Johannes Hölzl</a> <a href="http://in.tum.de/~hoelzl">🌐</a>
+    <p><a href="../authors/immler">Fabian Immler</a> <a href="https://home.in.tum.de/~immler/">🌐</a> and <a href="../authors/hoelzl">Johannes Hölzl</a> <a href="http://home.in.tum.de/~hoelzl">🌐</a>
     </p>
     
     
     <p class="date">April 26, 2012</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process"><p>Session Ordinary-Differential-Equations formalizes ordinary differential equations (ODEs) and initial value
 problems. This work comprises proofs for local and global existence of unique solutions
 (Picard-Lindelöf theorem). Moreover, it contains a formalization of the (continuous or even
 differentiable) dependency of the flow on initial conditions as the <i>flow</i> of ODEs.</p>
 <p>
 Not in the generated document are the following sessions:
 <ul>
 <li> HOL-ODE-Numerics:
 Rigorous numerical algorithms for computing enclosures of solutions based on Runge-Kutta methods
 and affine arithmetic. Reachability analysis with splitting and reduction at hyperplanes.</li>
 <li> HOL-ODE-Examples:
 Applications of the numerical algorithms to concrete systems of ODEs.</li>
 <li> Lorenz_C0, Lorenz_C1:
 Verified algorithms for checking C1-information according to Tucker's proof,
 computation of C0-information.</li>
 </ul>
 </p></div>BSD License<h3>Change history</h3>
 
   <p>[2014-02-13] added an implementation of the Euler method based on affine arithmetic<br>
 
 [2016-04-14] added flow and variational equation<br>
 
 [2016-08-03] numerical algorithms for reachability analysis (using second-order Runge-Kutta methods, splitting, and reduction) implemented using Lammich's framework for automatic refinement<br>
 
 [2017-09-20] added Poincare map and propagation of variational equation in
 reachability analysis, verified algorithms for C1-information and computations
 for C0-information of the Lorenz attractor.</p><h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/analysis">Mathematics/Analysis</a></li></ul>
   <h3>Theories of Ordinary_Differential_Equations</h3>
   <ul>
     <li><a href="../theories/ordinary_differential_equations/#ODE_Auxiliarities">ODE_Auxiliarities</a></li>
     <li><a href="../theories/ordinary_differential_equations/#MVT_Ex">MVT_Ex</a></li>
     <li><a href="../theories/ordinary_differential_equations/#Vector_Derivative_On">Vector_Derivative_On</a></li>
     <li><a href="../theories/ordinary_differential_equations/#Interval_Integral_HK">Interval_Integral_HK</a></li>
     <li><a href="../theories/ordinary_differential_equations/#Gronwall">Gronwall</a></li>
     <li><a href="../theories/ordinary_differential_equations/#Initial_Value_Problem">Initial_Value_Problem</a></li>
     <li><a href="../theories/ordinary_differential_equations/#Picard_Lindeloef_Qualitative">Picard_Lindeloef_Qualitative</a></li>
     <li><a href="../theories/ordinary_differential_equations/#Bounded_Linear_Operator">Bounded_Linear_Operator</a></li>
     <li><a href="../theories/ordinary_differential_equations/#Multivariate_Taylor">Multivariate_Taylor</a></li>
     <li><a href="../theories/ordinary_differential_equations/#Flow">Flow</a></li>
     <li><a href="../theories/ordinary_differential_equations/#Upper_Lower_Solution">Upper_Lower_Solution</a></li>
     <li><a href="../theories/ordinary_differential_equations/#Poincare_Map">Poincare_Map</a></li>
     <li><a href="../theories/ordinary_differential_equations/#Reachability_Analysis">Reachability_Analysis</a></li>
     <li><a href="../theories/ordinary_differential_equations/#Flow_Congs">Flow_Congs</a></li>
     <li><a href="../theories/ordinary_differential_equations/#Cones">Cones</a></li>
     <li><a href="../theories/ordinary_differential_equations/#Linear_ODE">Linear_ODE</a></li>
     <li><a href="../theories/ordinary_differential_equations/#ODE_Analysis">ODE_Analysis</a></li></ul>
   <h3>Theories of HOL-ODE-Numerics</h3>
   <ul>
     <li><a href="../theories/hol-ode-numerics/#GenCF_No_Comp">GenCF_No_Comp</a></li>
     <li><a href="../theories/hol-ode-numerics/#Refine_Dflt_No_Comp">Refine_Dflt_No_Comp</a></li>
     <li><a href="../theories/hol-ode-numerics/#Autoref_Misc">Autoref_Misc</a></li>
     <li><a href="../theories/hol-ode-numerics/#Weak_Set">Weak_Set</a></li>
     <li><a href="../theories/hol-ode-numerics/#Enclosure_Operations">Enclosure_Operations</a></li>
     <li><a href="../theories/hol-ode-numerics/#Refine_Vector_List">Refine_Vector_List</a></li>
     <li><a href="../theories/hol-ode-numerics/#Transfer_Analysis">Transfer_Analysis</a></li>
     <li><a href="../theories/hol-ode-numerics/#Transfer_ODE">Transfer_ODE</a></li>
     <li><a href="../theories/hol-ode-numerics/#Transfer_Euclidean_Space_Vector">Transfer_Euclidean_Space_Vector</a></li>
     <li><a href="../theories/hol-ode-numerics/#Refine_Hyperplane">Refine_Hyperplane</a></li>
     <li><a href="../theories/hol-ode-numerics/#Refine_Unions">Refine_Unions</a></li>
     <li><a href="../theories/hol-ode-numerics/#Refine_Intersection">Refine_Intersection</a></li>
     <li><a href="../theories/hol-ode-numerics/#Refine_Invar">Refine_Invar</a></li>
     <li><a href="../theories/hol-ode-numerics/#Refine_Interval">Refine_Interval</a></li>
     <li><a href="../theories/hol-ode-numerics/#Refine_Info">Refine_Info</a></li>
     <li><a href="../theories/hol-ode-numerics/#Abstract_Rigorous_Numerics">Abstract_Rigorous_Numerics</a></li>
     <li><a href="../theories/hol-ode-numerics/#Refine_Rigorous_Numerics">Refine_Rigorous_Numerics</a></li>
     <li><a href="../theories/hol-ode-numerics/#Refine_Rigorous_Numerics_Aform">Refine_Rigorous_Numerics_Aform</a></li>
     <li><a href="../theories/hol-ode-numerics/#Concrete_Rigorous_Numerics">Concrete_Rigorous_Numerics</a></li>
     <li><a href="../theories/hol-ode-numerics/#Refine_String">Refine_String</a></li>
     <li><a href="../theories/hol-ode-numerics/#Refine_Folds">Refine_Folds</a></li>
     <li><a href="../theories/hol-ode-numerics/#One_Step_Method">One_Step_Method</a></li>
     <li><a href="../theories/hol-ode-numerics/#Runge_Kutta">Runge_Kutta</a></li>
     <li><a href="../theories/hol-ode-numerics/#Abstract_Reachability_Analysis">Abstract_Reachability_Analysis</a></li>
     <li><a href="../theories/hol-ode-numerics/#Concrete_Reachability_Analysis">Concrete_Reachability_Analysis</a></li>
     <li><a href="../theories/hol-ode-numerics/#Refine_Parallel">Refine_Parallel</a></li>
     <li><a href="../theories/hol-ode-numerics/#Refine_Default">Refine_Default</a></li>
     <li><a href="../theories/hol-ode-numerics/#Refine_Phantom">Refine_Phantom</a></li>
     <li><a href="../theories/hol-ode-numerics/#Refine_ScaleR2">Refine_ScaleR2</a></li>
     <li><a href="../theories/hol-ode-numerics/#Abstract_Reachability_Analysis_C1">Abstract_Reachability_Analysis_C1</a></li>
     <li><a href="../theories/hol-ode-numerics/#Concrete_Reachability_Analysis_C1">Concrete_Reachability_Analysis_C1</a></li>
     <li><a href="../theories/hol-ode-numerics/#Refine_Reachability_Analysis">Refine_Reachability_Analysis</a></li>
     <li><a href="../theories/hol-ode-numerics/#Refine_Reachability_Analysis_C1">Refine_Reachability_Analysis_C1</a></li>
     <li><a href="../theories/hol-ode-numerics/#Init_ODE_Solver">Init_ODE_Solver</a></li>
     <li><a href="../theories/hol-ode-numerics/#Example_Utilities">Example_Utilities</a></li>
     <li><a href="../theories/hol-ode-numerics/#ODE_Numerics">ODE_Numerics</a></li></ul>
   <h3>Theories of Lorenz_Approximation</h3>
   <ul>
     <li><a href="../theories/lorenz_approximation/#Result_Elements">Result_Elements</a></li>
     <li><a href="../theories/lorenz_approximation/#Result_File_Coarse">Result_File_Coarse</a></li>
     <li><a href="../theories/lorenz_approximation/#Lorenz_Approximation">Lorenz_Approximation</a></li></ul>
   <h3>Theories of HOL-ODE-Examples</h3>
   <ul>
     <li><a href="../theories/hol-ode-examples/#Examples_Integral">Examples_Integral</a></li>
     <li><a href="../theories/hol-ode-examples/#Examples_One_Step_Method">Examples_One_Step_Method</a></li>
     <li><a href="../theories/hol-ode-examples/#Examples_Poincare_Map">Examples_Poincare_Map</a></li>
     <li><a href="../theories/hol-ode-examples/#ODE_Examples">ODE_Examples</a></li></ul>
   <h3>Theories of HOL-ODE-ARCH-COMP</h3>
   <ul>
     <li><a href="../theories/hol-ode-arch-comp/#Examples_ARCH_COMP">Examples_ARCH_COMP</a></li></ul>
   <h3>Theories of Lorenz_C0</h3>
   <ul>
     <li><a href="../theories/lorenz_c0/#Lorenz_C0">Lorenz_C0</a></li></ul>
   <h3>Theories of Lorenz_C1</h3>
   <ul>
     <li><a href="../theories/lorenz_c1/#Lorenz_C1">Lorenz_C1</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/Affine_Arithmetic.html">Affine_Arithmetic</a></li><li><a href="../entries/List-Index.html">List-Index</a></li><li><a href="../entries/Triangle.html">Triangle</a></li><li><a href="../entries/Collections.html">Collections</a></li><li><a href="../entries/Deriving.html">Deriving</a></li><li><a href="../entries/Ordinary_Differential_Equations.html">Ordinary_Differential_Equations</a></li><li><a href="../entries/Show.html">Show</a></li><li><a href="../entries/HOL-ODE-Numerics.html">HOL-ODE-Numerics</a></li><li><a href="../entries/Lorenz_Approximation.html">Lorenz_Approximation</a></li></ul>
   </div><div>
     <h3>Used by</h3>
     <ul class="horizontal-list"><li><a href="../entries/Hybrid_Systems_VCs.html">Hybrid_Systems_VCs</a></li><li><a href="../entries/Differential_Dynamic_Logic.html">Differential_Dynamic_Logic</a></li><li><a href="../entries/Ordinary_Differential_Equations.html">Ordinary_Differential_Equations</a></li></ul>
   </div>
   
   <div>
     <h3>Related Entries</h3>
     <ul class="horizontal-list">
       
       <li><a href="../entries/Matrices_for_ODEs.html">Matrices for ODEs</a></li>
       
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       <pre id="copyText">@article{Ordinary_Differential_Equations-AFP,
   author  = {immler and hoelzl},
   title   = {Ordinary Differential Equations},
   journal = {Archive of Formal Proofs},
   month   = April,
   year    = 2012,
   note    = {\url{https://isa-afp.org/entries/Ordinary_Differential_Equations.html},
             Formal proof development},
   ISSN    = {2150-914x},
 }</pre>
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diff --git a/web/entries/Pairing_Heap.html b/web/entries/Pairing_Heap.html
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   <h1 >
     <span class='first'>P</span>airing <span class='first'>H</span>eap</h1>
   <div>
     
-    <p><a href="../authors/brinkop">Hauke Brinkop</a> <a href="mailto:hauke.brinkop@googlemail.com">📧</a> and <a href="../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a>
+    <p><a href="../authors/brinkop">Hauke Brinkop</a> <a href="mailto:hauke.brinkop@googlemail.com">📧</a> and <a href="../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a>
     </p>
     
     
     <p class="date">July 14, 2016</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">This library defines three different versions of pairing heaps: a
 functional version of the original design based on binary
 trees [Fredman et al. 1986], the version by Okasaki [1998] and
 a modified version of the latter that is free of structural invariants.
 <p>
 The amortized complexity of pairing heaps is analyzed in the AFP article
 <a href="http://isa-afp.org/entries/Amortized_Complexity.html">Amortized Complexity</a>.</div>BSD License<h3>Extra 0</h3>
 
   <p>Origin: This library was extracted from Amortized Complexity and extended.</p><h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/data-structures">Computer science/Data structures</a></li></ul>
   <h3>Theories of Pairing_Heap</h3>
   <ul>
     <li><a href="../theories/pairing_heap/#Pairing_Heap_Tree">Pairing_Heap_Tree</a></li>
     <li><a href="../theories/pairing_heap/#Pairing_Heap_List1">Pairing_Heap_List1</a></li>
     <li><a href="../theories/pairing_heap/#Pairing_Heap_List2">Pairing_Heap_List2</a></li></ul><div class="flex-wrap"><div>
     <h3>Used by</h3>
     <ul class="horizontal-list"><li><a href="../entries/CakeML_Codegen.html">CakeML_Codegen</a></li><li><a href="../entries/Amortized_Complexity.html">Amortized_Complexity</a></li></ul>
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       <li><a href="../entries/Amortized_Complexity.html">Amortized Complexity Verified</a></li>
       
       <li><a href="../entries/Root_Balanced_Tree.html">Root-Balanced Tree</a></li>
       
       <li><a href="../entries/Skew_Heap.html">Skew Heap</a></li>
       
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   author  = {brinkop and nipkow},
   title   = {Pairing Heap},
   journal = {Archive of Formal Proofs},
   month   = July,
   year    = 2016,
   note    = {\url{https://isa-afp.org/entries/Pairing_Heap.html},
             Formal proof development},
   ISSN    = {2150-914x},
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   <h1 >
     <span class='first'>P</span>ell's <span class='first'>E</span>quation</h1>
   <div>
     
-    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a>
+    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a>
     </p>
     
     
     <p class="date">June 23, 2018</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process"><p> This article gives the basic theory of Pell's equation
 <em>x</em><sup>2</sup> = 1 +
 <em>D</em>&thinsp;<em>y</em><sup>2</sup>,
 where
 <em>D</em>&thinsp;&isin;&thinsp;&#8469; is
 a parameter and <em>x</em>, <em>y</em> are
 integer variables. </p> <p> The main result that is proven
 is the following: If <em>D</em> is not a perfect square,
 then there exists a <em>fundamental solution</em>
 (<em>x</em><sub>0</sub>,
 <em>y</em><sub>0</sub>) that is not the
 trivial solution (1, 0) and which generates all other solutions
 (<em>x</em>, <em>y</em>) in the sense that
 there exists some
 <em>n</em>&thinsp;&isin;&thinsp;&#8469;
 such that |<em>x</em>| +
 |<em>y</em>|&thinsp;&radic;<span
 style="text-decoration:
 overline"><em>D</em></span> =
 (<em>x</em><sub>0</sub> +
 <em>y</em><sub>0</sub>&thinsp;&radic;<span
 style="text-decoration:
 overline"><em>D</em></span>)<sup><em>n</em></sup>.
 This also implies that the set of solutions is infinite, and it gives
 us an explicit and executable characterisation of all the solutions.
 </p> <p> Based on this, simple executable algorithms for
 computing the fundamental solution and the infinite sequence of all
 non-negative solutions are also provided. </p></div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/number-theory">Mathematics/Number theory</a></li></ul>
   <h3>Theories of Pell</h3>
   <ul>
     <li><a href="../theories/pell/#Efficient_Discrete_Sqrt">Efficient_Discrete_Sqrt</a></li>
     <li><a href="../theories/pell/#Pell">Pell</a></li>
     <li><a href="../theories/pell/#Pell_Algorithm">Pell_Algorithm</a></li>
     <li><a href="../theories/pell/#Pell_Algorithm_Test">Pell_Algorithm_Test</a></li></ul><div class="flex-wrap"><div>
     <h3>Used by</h3>
     <ul class="horizontal-list"><li><a href="../entries/Mersenne_Primes.html">Mersenne_Primes</a></li></ul>
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     <h3>Related Entries</h3>
     <ul class="horizontal-list">
       
       <li><a href="../entries/GaleStewart_Games.html">Gale-Stewart Games</a></li>
       
       <li><a href="../entries/Chandy_Lamport.html">A Formal Proof of The Chandy&ndash;Lamport Distributed Snapshot Algorithm</a></li>
       
       <li><a href="../entries/Octonions.html">Octonions</a></li>
       
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       <pre id="copyText">@article{Pell-AFP,
   author  = {eberl},
   title   = {Pell&#39;s Equation},
   journal = {Archive of Formal Proofs},
   month   = June,
   year    = 2018,
   note    = {\url{https://isa-afp.org/entries/Pell.html},
             Formal proof development},
   ISSN    = {2150-914x},
 }</pre>
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diff --git a/web/entries/Perron_Frobenius.html b/web/entries/Perron_Frobenius.html
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   <h1 >
     <span class='first'>P</span>erron-<span class='first'>F</span>robenius <span class='first'>T</span>heorem for <span class='first'>S</span>pectral <span class='first'>R</span>adius <span class='first'>A</span>nalysis</h1>
   <div>
     
-    <p><a href="../authors/divason">Jose Divasón</a> <a href="http://www.unirioja.es/cu/jodivaso">🌐</a>, <a href="../authors/kuncar">Ondřej Kunčar</a> <a href="http://www21.in.tum.de/~kuncar/">🌐</a>, <a href="../authors/thiemann">René Thiemann</a> <a href="mailto:rene.thiemann@uibk.ac.at">📧</a> and <a href="../authors/yamada">Akihisa Yamada</a> <a href="mailto:akihisa.yamada@uibk.ac.at">📧</a>
+    <p><a href="../authors/divason">Jose Divasón</a> <a href="https://www.unirioja.es/cu/jodivaso/">🌐</a>, <a href="../authors/kuncar">Ondřej Kunčar</a> <a href="http://www21.in.tum.de/~kuncar/">🌐</a>, <a href="../authors/thiemann">René Thiemann</a> <a href="mailto:rene.thiemann@uibk.ac.at">📧</a> and <a href="../authors/yamada">Akihisa Yamada</a> <a href="mailto:akihisa.yamada@uibk.ac.at">📧</a>
     </p>
     
     
     <p class="date">May 20, 2016</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process"><p>The spectral radius of a matrix A is the maximum norm of all
 eigenvalues of A. In previous work we already formalized that for a
 complex matrix A, the values in A<sup>n</sup> grow polynomially in n
 if and only if the spectral radius is at most one. One problem with
 the above characterization is the determination of all
 <em>complex</em> eigenvalues. In case A contains only non-negative
 real values, a simplification is possible with the help of the
 Perron&ndash;Frobenius theorem, which tells us that it suffices to consider only
 the <em>real</em> eigenvalues of A, i.e., applying Sturm's method can
 decide the polynomial growth of A<sup>n</sup>. </p><p> We formalize
 the Perron&ndash;Frobenius theorem based on a proof via Brouwer's fixpoint
 theorem, which is available in the HOL multivariate analysis (HMA)
 library. Since the results on the spectral radius is based on matrices
 in the Jordan normal form (JNF) library, we further develop a
 connection which allows us to easily transfer theorems between HMA and
 JNF. With this connection we derive the combined result: if A is a
 non-negative real matrix, and no real eigenvalue of A is strictly
 larger than one, then A<sup>n</sup> is polynomially bounded in n. </p></div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/algebra">Mathematics/Algebra</a></li></ul>
   <h3>Theories of Perron_Frobenius</h3>
   <ul>
     <li><a href="../theories/perron_frobenius/#Cancel_Card_Constraint">Cancel_Card_Constraint</a></li>
     <li><a href="../theories/perron_frobenius/#Bij_Nat">Bij_Nat</a></li>
     <li><a href="../theories/perron_frobenius/#HMA_Connect">HMA_Connect</a></li>
     <li><a href="../theories/perron_frobenius/#Perron_Frobenius_Aux">Perron_Frobenius_Aux</a></li>
     <li><a href="../theories/perron_frobenius/#Perron_Frobenius">Perron_Frobenius</a></li>
     <li><a href="../theories/perron_frobenius/#Roots_Unity">Roots_Unity</a></li>
     <li><a href="../theories/perron_frobenius/#Perron_Frobenius_Irreducible">Perron_Frobenius_Irreducible</a></li>
     <li><a href="../theories/perron_frobenius/#Perron_Frobenius_General">Perron_Frobenius_General</a></li>
     <li><a href="../theories/perron_frobenius/#Spectral_Radius_Theory">Spectral_Radius_Theory</a></li>
     <li><a href="../theories/perron_frobenius/#Spectral_Radius_Largest_Jordan_Block">Spectral_Radius_Largest_Jordan_Block</a></li>
     <li><a href="../theories/perron_frobenius/#Hom_Gauss_Jordan">Hom_Gauss_Jordan</a></li>
     <li><a href="../theories/perron_frobenius/#Spectral_Radius_Theory_2">Spectral_Radius_Theory_2</a></li>
     <li><a href="../theories/perron_frobenius/#Check_Matrix_Growth">Check_Matrix_Growth</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/Jordan_Normal_Form.html">Jordan_Normal_Form</a></li><li><a href="../entries/Polynomial_Factorization.html">Polynomial_Factorization</a></li><li><a href="../entries/Rank_Nullity_Theorem.html">Rank_Nullity_Theorem</a></li><li><a href="../entries/Sturm_Sequences.html">Sturm_Sequences</a></li></ul>
   </div><div>
     <h3>Used by</h3>
     <ul class="horizontal-list"><li><a href="../entries/Smith_Normal_Form.html">Smith_Normal_Form</a></li><li><a href="../entries/LLL_Factorization.html">LLL_Factorization</a></li><li><a href="../entries/Stochastic_Matrices.html">Stochastic_Matrices</a></li></ul>
   </div>
   
   <div>
     <h3>Related Entries</h3>
     <ul class="horizontal-list">
       
       <li><a href="../entries/Stochastic_Matrices.html">Stochastic Matrices and the Perron-Frobenius Theorem</a></li>
       
       <li><a href="../entries/Matrices_for_ODEs.html">Matrices for ODEs</a></li>
       
       <li><a href="../entries/Jordan_Normal_Form.html">Matrices, Jordan Normal Forms, and Spectral Radius Theory</a></li>
       
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       <pre id="copyText">@article{Perron_Frobenius-AFP,
   author  = {divason, kuncar, thiemann and yamada},
   title   = {Perron-Frobenius Theorem for Spectral Radius Analysis},
   journal = {Archive of Formal Proofs},
   month   = May,
   year    = 2016,
   note    = {\url{https://isa-afp.org/entries/Perron_Frobenius.html},
             Formal proof development},
   ISSN    = {2150-914x},
 }</pre>
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diff --git a/web/entries/Pi_Transcendental.html b/web/entries/Pi_Transcendental.html
--- a/web/entries/Pi_Transcendental.html
+++ b/web/entries/Pi_Transcendental.html
@@ -1,177 +1,177 @@
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   <meta name="viewport" content="width=device-width, initial-scale=1"><title>The Transcendence of π - Archive of Formal Proofs</title><meta name="description" content="This entry shows the transcendence of &amp;pi; based on the classic proof using the fundamental theorem of symmetric polynomials first given by von Lindemann..."><meta property="og:title" content="The Transcendence of π" />
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   <h1 >
     <span class='first'>T</span>he <span class='first'>T</span>ranscendence of Π</h1>
   <div>
     
-    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a>
+    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a>
     </p>
     
     
     <p class="date">September 28, 2018</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process"><p>This entry shows the transcendence of &pi; based on the
 classic proof using the fundamental theorem of symmetric polynomials
 first given by von Lindemann in 1882, but the formalisation mostly
 follows the version by Niven. The proof reuses much of the machinery
 developed in the AFP entry on the transcendence of
 <em>e</em>.</p></div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/number-theory">Mathematics/Number theory</a></li></ul>
   <h3>Theories of Pi_Transcendental</h3>
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       <pre id="copyText">@article{Pi_Transcendental-AFP,
   author  = {eberl},
   title   = {The Transcendence of π},
   journal = {Archive of Formal Proofs},
   month   = September,
   year    = 2018,
   note    = {\url{https://isa-afp.org/entries/Pi_Transcendental.html},
             Formal proof development},
   ISSN    = {2150-914x},
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   <h1 >
     <span class='first'>T</span>he <span class='first'>P</span>oincaré-<span class='first'>B</span>endixson <span class='first'>T</span>heorem</h1>
   <div>
     
-    <p><a href="../authors/immler">Fabian Immler</a> <a href="http://home.in.tum.de/~immler/">🌐</a> and <a href="../authors/tan">Yong Kiam Tan</a> <a href="https://www.cs.cmu.edu/~yongkiat/">🌐</a>
+    <p><a href="../authors/immler">Fabian Immler</a> <a href="https://home.in.tum.de/~immler/">🌐</a> and <a href="../authors/tan">Yong Kiam Tan</a> <a href="https://www.cs.cmu.edu/~yongkiat/">🌐</a>
     </p>
     
     
     <p class="date">December 18, 2019</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">The Poincaré-Bendixson theorem is a classical result in the study of
 (continuous) dynamical systems. Colloquially, it restricts the
 possible behaviors of planar dynamical systems: such systems cannot be
 chaotic. In practice, it is a useful tool for proving the existence of
 (limiting) periodic behavior in planar systems. The theorem is an
 interesting and challenging benchmark for formalized mathematics
 because proofs in the literature rely on geometric sketches and only
 hint at symmetric cases. It also requires a substantial background of
 mathematical theories, e.g., the Jordan curve theorem, real analysis,
 ordinary differential equations, and limiting (long-term) behavior of
 dynamical systems.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/analysis">Mathematics/Analysis</a></li></ul>
   <h3>Theories of Poincare_Bendixson</h3>
   <ul>
     <li><a href="../theories/poincare_bendixson/#Analysis_Misc">Analysis_Misc</a></li>
     <li><a href="../theories/poincare_bendixson/#ODE_Misc">ODE_Misc</a></li>
     <li><a href="../theories/poincare_bendixson/#Invariance">Invariance</a></li>
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     <li><a href="../theories/poincare_bendixson/#Poincare_Bendixson">Poincare_Bendixson</a></li>
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     <ul class="horizontal-list"><li><a href="../entries/HOL-ODE-Numerics.html">HOL-ODE-Numerics</a></li></ul>
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   author  = {immler and tan},
   title   = {The Poincaré-Bendixson Theorem},
   journal = {Archive of Formal Proofs},
   month   = December,
   year    = 2019,
   note    = {\url{https://isa-afp.org/entries/Poincare_Bendixson.html},
             Formal proof development},
   ISSN    = {2150-914x},
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   <h1 >
     <span class='first'>E</span>xecutable <span class='first'>M</span>ultivariate <span class='first'>P</span>olynomials</h1>
   <div>
     
-    <p><a href="../authors/sternagel">Christian Sternagel</a> <a href="mailto:c.sternagel@gmail.com">📧</a>, <a href="../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/~thiemann">🌐</a>, <a href="../authors/maletzky">Alexander Maletzky</a> <a href="https://risc.jku.at/m/alexander-maletzky/">🌐</a>, <a href="../authors/immler">Fabian Immler</a> <a href="http://www21.in.tum.de/~immler">🌐</a>, <a href="../authors/haftmann">Florian Haftmann</a> <a href="http://isabelle.in.tum.de/~haftmann">🌐</a>, <a href="../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de">🌐</a> and <a href="../authors/bentkamp">Alexander Bentkamp</a> <a href="mailto:bentkamp@gmail.com">📧</a>
+    <p><a href="../authors/sternagel">Christian Sternagel</a> <a href="mailto:c.sternagel@gmail.com">📧</a>, <a href="../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/users/thiemann/">🌐</a>, <a href="../authors/maletzky">Alexander Maletzky</a> <a href="https://risc.jku.at/m/alexander-maletzky/">🌐</a>, <a href="../authors/immler">Fabian Immler</a> <a href="https://home.in.tum.de/~immler/">🌐</a>, <a href="../authors/haftmann">Florian Haftmann</a> <a href="http://isabelle.in.tum.de/~haftmann">🌐</a>, <a href="../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de/">🌐</a> and <a href="../authors/bentkamp">Alexander Bentkamp</a> <a href="mailto:bentkamp@gmail.com">📧</a>
     </p>
     
     
     <p class="date">August 10, 2010</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">We define multivariate polynomials over arbitrary (ordered) semirings in
 combination with (executable) operations like addition, multiplication,
 and substitution. We also define (weak) monotonicity of polynomials and
 comparison of polynomials where we provide standard estimations like
 absolute positiveness or the more recent approach of Neurauter, Zankl,
 and Middeldorp. Moreover, it is proven that strongly normalizing
 (monotone) orders can be lifted to strongly normalizing (monotone) orders
 over polynomials. Our formalization was performed as part of the <a
 href="http://cl-informatik.uibk.ac.at/software/ceta">IsaFoR/CeTA-system</a>
 which contains several termination techniques. The provided theories have
 been essential to  formalize polynomial interpretations.
 <p>
 This formalization also contains an abstract representation as coefficient functions with finite
 support and a type of power-products. If this type is ordered by a linear (term) ordering, various
 additional notions, such as leading power-product, leading coefficient etc., are introduced as
 well. Furthermore, a lot of generic properties of, and functions on, multivariate polynomials are
 formalized, including the substitution and evaluation homomorphisms, embeddings of polynomial rings
 into larger rings (i.e. with one additional indeterminate), homogenization and dehomogenization of
 polynomials, and the canonical isomorphism between R[X,Y] and R[X][Y].</div><a href="https://isa-afp.org/LICENSE.LGPL">GNU Lesser General Public License (LGPL)</a><h3>Change history</h3>
 
   <p>[2010-09-17] Moved theories on arbitrary (ordered) semirings to Abstract Rewriting.<br>
 
 [2016-10-28] Added abstract representation of polynomials and authors Maletzky/Immler.<br>
 
 [2018-01-23] Added authors Haftmann, Lochbihler after incorporating
 their formalization of multivariate polynomials based on Polynomial mappings.
 Moved material from Bentkamp's entry "Deep Learning".<br>
 
 [2019-04-18] Added material about polynomials whose power-products are represented themselves
 by polynomial mappings.</p><h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/analysis">Mathematics/Analysis</a></li><li><a href="../topics/mathematics/algebra">Mathematics/Algebra</a></li><li><a href="../topics/computer-science/algorithms/mathematical">Computer science/Algorithms/Mathematical</a></li></ul>
   <h3>Theories of Polynomials</h3>
   <ul>
     <li><a href="../theories/polynomials/#Utils">Utils</a></li>
     <li><a href="../theories/polynomials/#MPoly_Type">MPoly_Type</a></li>
     <li><a href="../theories/polynomials/#More_MPoly_Type">More_MPoly_Type</a></li>
     <li><a href="../theories/polynomials/#Power_Products">Power_Products</a></li>
     <li><a href="../theories/polynomials/#More_Modules">More_Modules</a></li>
     <li><a href="../theories/polynomials/#MPoly_Type_Class">MPoly_Type_Class</a></li>
     <li><a href="../theories/polynomials/#MPoly_Type_Class_Ordered">MPoly_Type_Class_Ordered</a></li>
     <li><a href="../theories/polynomials/#Poly_Mapping_Finite_Map">Poly_Mapping_Finite_Map</a></li>
     <li><a href="../theories/polynomials/#MPoly_Type_Class_FMap">MPoly_Type_Class_FMap</a></li>
     <li><a href="../theories/polynomials/#PP_Type">PP_Type</a></li>
     <li><a href="../theories/polynomials/#OAlist">OAlist</a></li>
     <li><a href="../theories/polynomials/#OAlist_Poly_Mapping">OAlist_Poly_Mapping</a></li>
     <li><a href="../theories/polynomials/#Term_Order">Term_Order</a></li>
     <li><a href="../theories/polynomials/#MPoly_Type_Class_OAlist">MPoly_Type_Class_OAlist</a></li>
     <li><a href="../theories/polynomials/#Quasi_PM_Power_Products">Quasi_PM_Power_Products</a></li>
     <li><a href="../theories/polynomials/#MPoly_PM">MPoly_PM</a></li>
     <li><a href="../theories/polynomials/#MPoly_Type_Univariate">MPoly_Type_Univariate</a></li>
     <li><a href="../theories/polynomials/#Polynomials">Polynomials</a></li>
     <li><a href="../theories/polynomials/#Show_Polynomials">Show_Polynomials</a></li>
     <li><a href="../theories/polynomials/#NZM">NZM</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/Abstract-Rewriting.html">Abstract-Rewriting</a></li><li><a href="../entries/Matrix.html">Matrix</a></li><li><a href="../entries/Show.html">Show</a></li><li><a href="../entries/Well_Quasi_Orders.html">Well_Quasi_Orders</a></li></ul>
   </div><div>
     <h3>Used by</h3>
     <ul class="horizontal-list"><li><a href="../entries/Factor_Algebraic_Polynomial.html">Factor_Algebraic_Polynomial</a></li><li><a href="../entries/Virtual_Substitution.html">Virtual_Substitution</a></li><li><a href="../entries/PAC_Checker.html">PAC_Checker</a></li><li><a href="../entries/Symmetric_Polynomials.html">Symmetric_Polynomials</a></li><li><a href="../entries/Lambda_Free_KBOs.html">Lambda_Free_KBOs</a></li><li><a href="../entries/Deep_Learning.html">Deep_Learning</a></li><li><a href="../entries/Groebner_Bases.html">Groebner_Bases</a></li></ul>
   </div>
   
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     <h3>Related Entries</h3>
     <ul class="horizontal-list">
       
       <li><a href="../entries/Taylor_Models.html">Taylor Models</a></li>
       
       <li><a href="../entries/Matrix.html">Executable Matrix Operations on Matrices of Arbitrary Dimensions</a></li>
       
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       <pre id="copyText">@article{Polynomials-AFP,
   author  = {sternagel, thiemann, maletzky, immler, haftmann, lochbihler and bentkamp},
   title   = {Executable Multivariate Polynomials},
   journal = {Archive of Formal Proofs},
   month   = August,
   year    = 2010,
   note    = {\url{https://isa-afp.org/entries/Polynomials.html},
             Formal proof development},
   ISSN    = {2150-914x},
 }</pre>
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   <h1 >
     <span class='first'>P</span><span class='first'>O</span><span class='first'>S</span><span class='first'>I</span><span class='first'>X</span> <span class='first'>L</span>exing <span class='first'>W</span>ith <span class='first'>D</span>erivatives of <span class='first'>R</span>egular <span class='first'>E</span>xpressions</h1>
   <div>
     
-    <p><a href="../authors/ausaf">Fahad Ausaf</a> <a href="http://kcl.academia.edu/FahadAusaf">🌐</a>, <a href="../authors/dyckhoff">Roy Dyckhoff</a> <a href="https://rd.host.cs.st-andrews.ac.uk">🌐</a> and <a href="../authors/urban">Christian Urban</a> <a href="http://www.inf.kcl.ac.uk/staff/urbanc/">🌐</a>
+    <p><a href="../authors/ausaf">Fahad Ausaf</a> <a href="http://kcl.academia.edu/FahadAusaf">🌐</a>, <a href="../authors/dyckhoff">Roy Dyckhoff</a> <a href="https://rd.host.cs.st-andrews.ac.uk">🌐</a> and <a href="../authors/urban">Christian Urban</a> <a href="https://nms.kcl.ac.uk/christian.urban/">🌐</a>
     </p>
     
     
     <p class="date">May 24, 2016</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">Brzozowski introduced the notion of derivatives for regular
 expressions. They can be used for a very simple regular expression
 matching algorithm. Sulzmann and Lu cleverly extended this algorithm
 in order to deal with POSIX matching, which is the underlying
 disambiguation strategy for regular expressions needed in lexers. In
 this entry we give our inductive definition of what a POSIX value is
 and show (i) that such a value is unique (for given regular expression
 and string being matched) and (ii) that Sulzmann and Lu's algorithm
 always generates such a value (provided that the regular expression
 matches the string). We also prove the correctness of an optimised
 version of the POSIX matching algorithm.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/automata-and-formal-languages">Computer science/Automata and formal languages</a></li></ul>
   <h3>Theories of Posix-Lexing</h3>
   <ul>
     <li><a href="../theories/posix-lexing/#Lexer">Lexer</a></li>
     <li><a href="../theories/posix-lexing/#Simplifying">Simplifying</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/Regular-Sets.html">Regular-Sets</a></li></ul>
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   author  = {ausaf, dyckhoff and urban},
   title   = {POSIX Lexing with Derivatives of Regular Expressions},
   journal = {Archive of Formal Proofs},
   month   = May,
   year    = 2016,
   note    = {\url{https://isa-afp.org/entries/Posix-Lexing.html},
             Formal proof development},
   ISSN    = {2150-914x},
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   <h1 >
     <span class='first'>P</span>ower <span class='first'>S</span>um <span class='first'>P</span>olynomials</h1>
   <div>
     
-    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a>
+    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a>
     </p>
     
     
     <p class="date">April 24, 2020</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process"><p>This article provides a formalisation of the symmetric
 multivariate polynomials known as <em>power sum
 polynomials</em>. These are of the form
 p<sub>n</sub>(<em>X</em><sub>1</sub>,&hellip;,
 <em>X</em><sub><em>k</em></sub>) =
 <em>X</em><sub>1</sub><sup>n</sup>
 + &hellip; +
 X<sub><em>k</em></sub><sup>n</sup>.
 A formal proof of the Girard–Newton Theorem is also given. This
 theorem relates the power sum polynomials to the elementary symmetric
 polynomials s<sub><em>k</em></sub> in the form
 of a recurrence relation
 (-1)<sup><em>k</em></sup>
 <em>k</em> s<sub><em>k</em></sub>
 =
 &sum;<sub>i&isinv;[0,<em>k</em>)</sub>
 (-1)<sup>i</sup> s<sub>i</sub>
 p<sub><em>k</em>-<em>i</em></sub>&thinsp;.</p>
 <p>As an application, this is then used to solve a generalised
 form of a puzzle given as an exercise in Dummit and Foote's
 <em>Abstract Algebra</em>: For <em>k</em>
 complex unknowns <em>x</em><sub>1</sub>,
 &hellip;,
 <em>x</em><sub><em>k</em></sub>,
 define p<sub><em>j</em></sub> :=
 <em>x</em><sub>1</sub><sup><em>j</em></sup>
 + &hellip; +
 <em>x</em><sub><em>k</em></sub><sup><em>j</em></sup>.
 Then for each vector <em>a</em> &isinv;
 &#x2102;<sup><em>k</em></sup>, show that
 there is exactly one solution to the system p<sub>1</sub>
 = a<sub>1</sub>, &hellip;,
 p<sub><em>k</em></sub> =
 a<sub><em>k</em></sub> up to permutation of
 the
 <em>x</em><sub><em>i</em></sub>
 and determine the value of
 p<sub><em>i</em></sub> for
 i&gt;k.</p></div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/algebra">Mathematics/Algebra</a></li></ul>
   <h3>Theories of Power_Sum_Polynomials</h3>
   <ul>
     <li><a href="../theories/power_sum_polynomials/#Power_Sum_Polynomials_Library">Power_Sum_Polynomials_Library</a></li>
     <li><a href="../theories/power_sum_polynomials/#Power_Sum_Polynomials">Power_Sum_Polynomials</a></li>
     <li><a href="../theories/power_sum_polynomials/#Power_Sum_Puzzle">Power_Sum_Puzzle</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/Polynomial_Factorization.html">Polynomial_Factorization</a></li><li><a href="../entries/Symmetric_Polynomials.html">Symmetric_Polynomials</a></li></ul>
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     <h3>Used by</h3>
     <ul class="horizontal-list"><li><a href="../entries/Hermite_Lindemann.html">Hermite_Lindemann</a></li></ul>
   </div>
   
   <div>
     <h3>Related Entries</h3>
     <ul class="horizontal-list">
       
       <li><a href="../entries/Smith_Normal_Form.html">A verified algorithm for computing the Smith normal form of a matrix</a></li>
       
       <li><a href="../entries/Jacobson_Basic_Algebra.html">A Case Study in Basic Algebra</a></li>
       
       <li><a href="../entries/WOOT_Strong_Eventual_Consistency.html">Strong Eventual Consistency of the Collaborative Editing Framework WOOT</a></li>
       
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   author  = {eberl},
   title   = {Power Sum Polynomials},
   journal = {Archive of Formal Proofs},
   month   = April,
   year    = 2020,
   note    = {\url{https://isa-afp.org/entries/Power_Sum_Polynomials.html},
             Formal proof development},
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   <h1 >
     <span class='first'>P</span>urely <span class='first'>F</span>unctional, <span class='first'>S</span>imple, and <span class='first'>E</span>fficient <span class='first'>I</span>mplementation of <span class='first'>P</span>rim and <span class='first'>D</span>ijkstra</h1>
   <div>
     
-    <p><a href="../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a> and <a href="../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a>
+    <p><a href="../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a> and <a href="../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a>
     </p>
     
     
     <p class="date">June 25, 2019</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">We verify purely functional, simple and efficient implementations of
 Prim's and Dijkstra's algorithms. This constitutes the first
 verification of an executable and even efficient version of
 Prim's algorithm. This entry formalizes the second part of our
 ITP-2019 proof pearl <em>Purely Functional, Simple and Efficient
 Priority Search Trees and Applications to Prim and Dijkstra</em>.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/algorithms/graph">Computer science/Algorithms/Graph</a></li></ul>
   <h3>Theories of Prim_Dijkstra_Simple</h3>
   <ul>
     <li><a href="../theories/prim_dijkstra_simple/#Common">Common</a></li>
     <li><a href="../theories/prim_dijkstra_simple/#Chapter_Prim">Chapter_Prim</a></li>
     <li><a href="../theories/prim_dijkstra_simple/#Undirected_Graph">Undirected_Graph</a></li>
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   author  = {lammich and nipkow},
   title   = {Purely Functional, Simple, and Efficient Implementation of Prim and Dijkstra},
   journal = {Archive of Formal Proofs},
   month   = June,
   year    = 2019,
   note    = {\url{https://isa-afp.org/entries/Prim_Dijkstra_Simple.html},
             Formal proof development},
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   <meta name="viewport" content="width=device-width, initial-scale=1"><title>Elementary Facts About the Distribution of Primes - Archive of Formal Proofs</title><meta name="description" content="This entry is a formalisation of Chapter 4 (and parts of Chapter 3) of Apostol&#39;s Introduction to Analytic Number Theory. The main topics that are addressed..."><meta property="og:title" content="Elementary Facts About the Distribution of Primes" />
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   <h1 >
     <span class='first'>E</span>lementary <span class='first'>F</span>acts <span class='first'>A</span>bout the <span class='first'>D</span>istribution of <span class='first'>P</span>rimes</h1>
   <div>
     
-    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a>
+    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a>
     </p>
     
     
     <p class="date">February 21, 2019</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process"><p>This entry is a formalisation of Chapter 4 (and parts of
 Chapter 3) of Apostol's <a
 href="https://www.springer.com/de/book/9780387901633"><em>Introduction
 to Analytic Number Theory</em></a>. The main topics that
 are addressed are properties of the distribution of prime numbers that
 can be shown in an elementary way (i.&thinsp;e. without the Prime
 Number Theorem), the various equivalent forms of the PNT (which imply
 each other in elementary ways), and consequences that follow from the
 PNT in elementary ways. The latter include, most notably, asymptotic
 bounds for the number of distinct prime factors of
 <em>n</em>, the divisor function
 <em>d(n)</em>, Euler's totient function
 <em>&phi;(n)</em>, and
 lcm(1,&hellip;,<em>n</em>).</p></div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/number-theory">Mathematics/Number theory</a></li></ul>
   <h3>Theories of Prime_Distribution_Elementary</h3>
   <ul>
     <li><a href="../theories/prime_distribution_elementary/#Prime_Distribution_Elementary_Library">Prime_Distribution_Elementary_Library</a></li>
     <li><a href="../theories/prime_distribution_elementary/#More_Dirichlet_Misc">More_Dirichlet_Misc</a></li>
     <li><a href="../theories/prime_distribution_elementary/#Primes_Omega">Primes_Omega</a></li>
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     <li><a href="../theories/prime_distribution_elementary/#Summatory_Divisor_Sigma_Bounds">Summatory_Divisor_Sigma_Bounds</a></li>
     <li><a href="../theories/prime_distribution_elementary/#Selberg_Asymptotic_Formula">Selberg_Asymptotic_Formula</a></li>
     <li><a href="../theories/prime_distribution_elementary/#PNT_Consequences">PNT_Consequences</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/Prime_Number_Theorem.html">Prime_Number_Theorem</a></li><li><a href="../entries/Zeta_Function.html">Zeta_Function</a></li></ul>
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     <h3>Used by</h3>
     <ul class="horizontal-list"><li><a href="../entries/Irrational_Series_Erdos_Straus.html">Irrational_Series_Erdos_Straus</a></li><li><a href="../entries/Zeta_3_Irrational.html">Zeta_3_Irrational</a></li><li><a href="../entries/IMO2019.html">IMO2019</a></li></ul>
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   author  = {eberl},
   title   = {Elementary Facts About the Distribution of Primes},
   journal = {Archive of Formal Proofs},
   month   = February,
   year    = 2019,
   note    = {\url{https://isa-afp.org/entries/Prime_Distribution_Elementary.html},
             Formal proof development},
   ISSN    = {2150-914x},
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diff --git a/web/entries/Prime_Harmonic_Series.html b/web/entries/Prime_Harmonic_Series.html
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   <meta name="viewport" content="width=device-width, initial-scale=1"><title>The Divergence of the Prime Harmonic Series - Archive of Formal Proofs</title><meta name="description" content=" In this work, we prove the lower bound ln(H_n) - ln(5/3) for the partial sum of the Prime Harmonic series and, based on this, the divergence of the Prime..."><meta property="og:title" content="The Divergence of the Prime Harmonic Series" />
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   <h1 >
     <span class='first'>T</span>he <span class='first'>D</span>ivergence of the <span class='first'>P</span>rime <span class='first'>H</span>armonic <span class='first'>S</span>eries</h1>
   <div>
     
-    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a>
+    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a>
     </p>
     
     
     <p class="date">December 28, 2015</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process"><p>
 In this work, we prove the lower bound <span class="nobr">ln(H_n) -
 ln(5/3)</span> for the
 partial sum of the Prime Harmonic series and, based on this, the divergence of
 the Prime Harmonic Series
 <span class="nobr">∑[p&thinsp;prime]&thinsp;·&thinsp;1/p.</span>
 </p><p>
 The proof relies on the unique squarefree decomposition of natural numbers. This
 is similar to Euler's original proof (which was highly informal and morally
 questionable). Its advantage over proofs by contradiction, like the famous one
 by Paul Erdős, is that it provides a relatively good lower bound for the partial
 sums.
 </p></div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/number-theory">Mathematics/Number theory</a></li></ul>
   <h3>Theories of Prime_Harmonic_Series</h3>
   <ul>
     <li><a href="../theories/prime_harmonic_series/#Prime_Harmonic_Misc">Prime_Harmonic_Misc</a></li>
     <li><a href="../theories/prime_harmonic_series/#Squarefree_Nat">Squarefree_Nat</a></li>
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   author  = {eberl},
   title   = {The Divergence of the Prime Harmonic Series},
   journal = {Archive of Formal Proofs},
   month   = December,
   year    = 2015,
   note    = {\url{https://isa-afp.org/entries/Prime_Harmonic_Series.html},
             Formal proof development},
   ISSN    = {2150-914x},
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   <h1 >
     <span class='first'>T</span>he <span class='first'>P</span>rime <span class='first'>N</span>umber <span class='first'>T</span>heorem</h1>
   <div>
     
-    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a> and <a href="../authors/paulson">Lawrence C. Paulson</a> <a href="https://www.cl.cam.ac.uk/~lp15/">🌐</a>
+    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a> and <a href="../authors/paulson">Lawrence C. Paulson</a> <a href="https://www.cl.cam.ac.uk/~lp15/">🌐</a>
     </p>
     
     
     <p class="date">September 19, 2018</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process"><p>This article provides a short proof of the Prime Number
 Theorem in several equivalent forms, most notably
 &pi;(<em>x</em>) ~ <em>x</em>/ln
 <em>x</em> where &pi;(<em>x</em>) is the
 number of primes no larger than <em>x</em>. It also
 defines other basic number-theoretic functions related to primes like
 Chebyshev's functions &thetasym; and &psi; and the
 &ldquo;<em>n</em>-th prime number&rdquo; function
 p<sub><em>n</em></sub>. We also show various
 bounds and relationship between these functions are shown. Lastly, we
 derive Mertens' First and Second Theorem, i.&thinsp;e.
 &sum;<sub><em>p</em>&le;<em>x</em></sub>
 ln <em>p</em>/<em>p</em> = ln
 <em>x</em> + <em>O</em>(1) and
 &sum;<sub><em>p</em>&le;<em>x</em></sub>
 1/<em>p</em> = ln ln <em>x</em> + M +
 <em>O</em>(1/ln <em>x</em>). We also give
 explicit bounds for the remainder terms.</p> <p>The proof
 of the Prime Number Theorem builds on a library of Dirichlet series
 and analytic combinatorics. We essentially follow the presentation by
 Newman. The core part of the proof is a Tauberian theorem for
 Dirichlet series, which is proven using complex analysis and then used
 to strengthen Mertens' First Theorem to
 &sum;<sub><em>p</em>&le;<em>x</em></sub>
 ln <em>p</em>/<em>p</em> = ln
 <em>x</em> + c + <em>o</em>(1).</p>
 <p>A variant of this proof has been formalised before by
 Harrison in HOL Light, and formalisations of Selberg's elementary
 proof exist both by Avigad <em>et al.</em> in Isabelle and
 by Carneiro in Metamath. The advantage of the analytic proof is that,
 while it requires more powerful mathematical tools, it is considerably
 shorter and clearer. This article attempts to provide a short and
 clear formalisation of all components of that proof using the full
 range of mathematical machinery available in Isabelle, staying as
 close as possible to Newman's simple paper proof.</p></div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/number-theory">Mathematics/Number theory</a></li></ul>
   <h3>Theories of Prime_Number_Theorem</h3>
   <ul>
     <li><a href="../theories/prime_number_theorem/#Prime_Number_Theorem_Library">Prime_Number_Theorem_Library</a></li>
     <li><a href="../theories/prime_number_theorem/#Newman_Ingham_Tauberian">Newman_Ingham_Tauberian</a></li>
     <li><a href="../theories/prime_number_theorem/#Prime_Counting_Functions">Prime_Counting_Functions</a></li>
     <li><a href="../theories/prime_number_theorem/#Prime_Number_Theorem">Prime_Number_Theorem</a></li>
     <li><a href="../theories/prime_number_theorem/#Mertens_Theorems">Mertens_Theorems</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/Stirling_Formula.html">Stirling_Formula</a></li><li><a href="../entries/Zeta_Function.html">Zeta_Function</a></li></ul>
   </div><div>
     <h3>Used by</h3>
     <ul class="horizontal-list"><li><a href="../entries/Irrational_Series_Erdos_Straus.html">Irrational_Series_Erdos_Straus</a></li><li><a href="../entries/Zeta_3_Irrational.html">Zeta_3_Irrational</a></li><li><a href="../entries/Transcendence_Series_Hancl_Rucki.html">Transcendence_Series_Hancl_Rucki</a></li><li><a href="../entries/Prime_Distribution_Elementary.html">Prime_Distribution_Elementary</a></li></ul>
   </div>
   
   <div>
     <h3>Related Entries</h3>
     <ul class="horizontal-list">
       
       <li><a href="../entries/Prime_Distribution_Elementary.html">Elementary Facts About the Distribution of Primes</a></li>
       
       <li><a href="../entries/Dirichlet_L.html">Dirichlet L-Functions and Dirichlet&rsquo;s Theorem</a></li>
       
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   author  = {eberl and paulson},
   title   = {The Prime Number Theorem},
   journal = {Archive of Formal Proofs},
   month   = September,
   year    = 2018,
   note    = {\url{https://isa-afp.org/entries/Prime_Number_Theorem.html},
             Formal proof development},
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   <h1 >
     <span class='first'>P</span>riority <span class='first'>Q</span>ueues <span class='first'>B</span>ased on <span class='first'>B</span>raun <span class='first'>T</span>rees</h1>
   <div>
     
-    <p><a href="../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a>
+    <p><a href="../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a>
     </p>
     
     
     <p class="date">September 4, 2014</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">This entry verifies priority queues based on Braun trees. Insertion
 and deletion take logarithmic time and preserve the balanced nature
 of Braun trees. Two implementations of deletion are provided.</div>BSD License<h3>Change history</h3>
 
   <p>[2019-12-16] Added theory Priority_Queue_Braun2 with second version of del_min</p><h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/data-structures">Computer science/Data structures</a></li></ul>
   <h3>Theories of Priority_Queue_Braun</h3>
   <ul>
     <li><a href="../theories/priority_queue_braun/#Priority_Queue_Braun">Priority_Queue_Braun</a></li>
     <li><a href="../theories/priority_queue_braun/#Priority_Queue_Braun2">Priority_Queue_Braun2</a></li>
     <li><a href="../theories/priority_queue_braun/#Sorting_Braun">Sorting_Braun</a></li></ul><div class="flex-wrap">
   
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       <pre id="copyText">@article{Priority_Queue_Braun-AFP,
   author  = {nipkow},
   title   = {Priority Queues Based on Braun Trees},
   journal = {Archive of Formal Proofs},
   month   = September,
   year    = 2014,
   note    = {\url{https://isa-afp.org/entries/Priority_Queue_Braun.html},
             Formal proof development},
   ISSN    = {2150-914x},
 }</pre>
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   <h1 >
     <span class='first'>P</span>riority <span class='first'>S</span>earch <span class='first'>T</span>rees</h1>
   <div>
     
-    <p><a href="../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a> and <a href="../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a>
+    <p><a href="../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a> and <a href="../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a>
     </p>
     
     
     <p class="date">June 25, 2019</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">We present a new, purely functional, simple and efficient data
 structure combining a search tree and a priority queue, which we call
 a <em>priority search tree</em>. The salient feature of priority search
 trees is that they offer a decrease-key operation, something that is
 missing from other simple, purely functional priority queue
 implementations. Priority search trees can be implemented on top of
 any search tree. This entry does the implementation for red-black
 trees.  This entry formalizes the first part of our ITP-2019 proof
 pearl <em>Purely Functional, Simple and Efficient Priority
 Search Trees and Applications to Prim and Dijkstra</em>.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/data-structures">Computer science/Data structures</a></li></ul>
   <h3>Theories of Priority_Search_Trees</h3>
   <ul>
     <li><a href="../theories/priority_search_trees/#Prio_Map_Specs">Prio_Map_Specs</a></li>
     <li><a href="../theories/priority_search_trees/#PST_General">PST_General</a></li>
     <li><a href="../theories/priority_search_trees/#PST_RBT">PST_RBT</a></li></ul><div class="flex-wrap"><div>
     <h3>Used by</h3>
     <ul class="horizontal-list"><li><a href="../entries/Prim_Dijkstra_Simple.html">Prim_Dijkstra_Simple</a></li></ul>
   </div>
   
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       <li><a href="../entries/Auto2_Imperative_HOL.html">Verifying Imperative Programs using Auto2</a></li>
       
       <li><a href="../entries/Root_Balanced_Tree.html">Root-Balanced Tree</a></li>
       
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       <pre id="copyText">@article{Priority_Search_Trees-AFP,
   author  = {lammich and nipkow},
   title   = {Priority Search Trees},
   journal = {Archive of Formal Proofs},
   month   = June,
   year    = 2019,
   note    = {\url{https://isa-afp.org/entries/Priority_Search_Trees.html},
             Formal proof development},
   ISSN    = {2150-914x},
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diff --git a/web/entries/Probabilistic_Noninterference.html b/web/entries/Probabilistic_Noninterference.html
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   <h1 >
     <span class='first'>P</span>robabilistic <span class='first'>N</span>oninterference</h1>
   <div>
     
-    <p><a href="../authors/popescu">Andrei Popescu</a> <a href="https://www.andreipopescu.uk">🌐</a> and <a href="../authors/hoelzl">Johannes Hölzl</a> <a href="http://in.tum.de/~hoelzl">🌐</a>
+    <p><a href="../authors/popescu">Andrei Popescu</a> <a href="https://www.andreipopescu.uk">🌐</a> and <a href="../authors/hoelzl">Johannes Hölzl</a> <a href="http://home.in.tum.de/~hoelzl">🌐</a>
     </p>
     
     
     <p class="date">March 11, 2014</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">We formalize a probabilistic noninterference for a multi-threaded language with uniform scheduling, where probabilistic behaviour comes from both the scheduler and the individual threads. We define notions probabilistic noninterference in two variants: resumption-based and trace-based. For the resumption-based notions, we prove compositionality w.r.t. the language constructs and establish sound type-system-like syntactic criteria. This is a formalization of the mathematical development presented at CPP 2013 and CALCO 2013. It is the probabilistic variant of the Possibilistic Noninterference AFP entry.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/security">Computer science/Security</a></li></ul>
   <h3>Theories of Probabilistic_Noninterference</h3>
   <ul>
     <li><a href="../theories/probabilistic_noninterference/#Interface">Interface</a></li>
     <li><a href="../theories/probabilistic_noninterference/#Language_Semantics">Language_Semantics</a></li>
     <li><a href="../theories/probabilistic_noninterference/#Resumption_Based">Resumption_Based</a></li>
     <li><a href="../theories/probabilistic_noninterference/#Trace_Based">Trace_Based</a></li>
     <li><a href="../theories/probabilistic_noninterference/#Compositionality">Compositionality</a></li>
     <li><a href="../theories/probabilistic_noninterference/#Syntactic_Criteria">Syntactic_Criteria</a></li>
     <li><a href="../theories/probabilistic_noninterference/#Concrete">Concrete</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/Coinductive.html">Coinductive</a></li><li><a href="../entries/Markov_Models.html">Markov_Models</a></li></ul>
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   author  = {popescu and hoelzl},
   title   = {Probabilistic Noninterference},
   journal = {Archive of Formal Proofs},
   month   = March,
   year    = 2014,
   note    = {\url{https://isa-afp.org/entries/Probabilistic_Noninterference.html},
             Formal proof development},
   ISSN    = {2150-914x},
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   <meta name="viewport" content="width=device-width, initial-scale=1"><title>Probabilistic Primality Testing - Archive of Formal Proofs</title><meta name="description" content="The most efficient known primality tests are probabilistic in the sense that they use randomness and may, with some probability, mistakenly classify a..."><meta property="og:title" content="Probabilistic Primality Testing" />
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   <h1 >
     <span class='first'>P</span>robabilistic <span class='first'>P</span>rimality <span class='first'>T</span>esting</h1>
   <div>
     
-    <p><a href="../authors/stuewe">Daniel Stüwe</a> and <a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a>
+    <p><a href="../authors/stuewe">Daniel Stüwe</a> and <a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a>
     </p>
     
     
     <p class="date">February 11, 2019</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process"><p>The most efficient known primality tests are
 <em>probabilistic</em> in the sense that they use
 randomness and may, with some probability, mistakenly classify a
 composite number as prime &ndash; but never a prime number as
 composite. Examples of this are the Miller&ndash;Rabin test, the
 Solovay&ndash;Strassen test, and (in most cases) Fermat's
 test.</p> <p>This entry defines these three tests and
 proves their correctness. It also develops some of the
 number-theoretic foundations, such as Carmichael numbers and the
 Jacobi symbol with an efficient executable algorithm to compute
 it.</p></div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/number-theory">Mathematics/Number theory</a></li></ul>
   <h3>Theories of Probabilistic_Prime_Tests</h3>
   <ul>
     <li><a href="../theories/probabilistic_prime_tests/#Legendre_Symbol">Legendre_Symbol</a></li>
     <li><a href="../theories/probabilistic_prime_tests/#Algebraic_Auxiliaries">Algebraic_Auxiliaries</a></li>
     <li><a href="../theories/probabilistic_prime_tests/#Jacobi_Symbol">Jacobi_Symbol</a></li>
     <li><a href="../theories/probabilistic_prime_tests/#Residues_Nat">Residues_Nat</a></li>
     <li><a href="../theories/probabilistic_prime_tests/#QuadRes">QuadRes</a></li>
     <li><a href="../theories/probabilistic_prime_tests/#Euler_Witness">Euler_Witness</a></li>
     <li><a href="../theories/probabilistic_prime_tests/#Carmichael_Numbers">Carmichael_Numbers</a></li>
     <li><a href="../theories/probabilistic_prime_tests/#Fermat_Witness">Fermat_Witness</a></li>
     <li><a href="../theories/probabilistic_prime_tests/#Generalized_Primality_Test">Generalized_Primality_Test</a></li>
     <li><a href="../theories/probabilistic_prime_tests/#Fermat_Test">Fermat_Test</a></li>
     <li><a href="../theories/probabilistic_prime_tests/#Miller_Rabin_Test">Miller_Rabin_Test</a></li>
     <li><a href="../theories/probabilistic_prime_tests/#Solovay_Strassen_Test">Solovay_Strassen_Test</a></li></ul><div class="flex-wrap"><div>
     <h3>Used by</h3>
     <ul class="horizontal-list"><li><a href="../entries/Mersenne_Primes.html">Mersenne_Primes</a></li></ul>
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     <h3>Related Entries</h3>
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       <li><a href="../entries/Bertrands_Postulate.html">Bertrand&rsquo;s postulate</a></li>
       
       <li><a href="../entries/Pratt_Certificate.html">Pratt&rsquo;s Primality Certificates</a></li>
       
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   author  = {stuewe and eberl},
   title   = {Probabilistic Primality Testing},
   journal = {Archive of Formal Proofs},
   month   = February,
   year    = 2019,
   note    = {\url{https://isa-afp.org/entries/Probabilistic_Prime_Tests.html},
             Formal proof development},
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diff --git a/web/entries/Probabilistic_System_Zoo.html b/web/entries/Probabilistic_System_Zoo.html
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   <h1 >
     <span class='first'>A</span> <span class='first'>Z</span>oo of <span class='first'>P</span>robabilistic <span class='first'>S</span>ystems</h1>
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-    <p><a href="../authors/hoelzl">Johannes Hölzl</a> <a href="http://in.tum.de/~hoelzl">🌐</a>, <a href="../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de">🌐</a> and <a href="../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io">🌐</a>
+    <p><a href="../authors/hoelzl">Johannes Hölzl</a> <a href="http://home.in.tum.de/~hoelzl">🌐</a>, <a href="../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de/">🌐</a> and <a href="../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io/">🌐</a>
     </p>
     
     
     <p class="date">May 27, 2015</p>
     
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 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">Numerous models of probabilistic systems are studied in the literature.
 Coalgebra has been used to classify them into system types and compare their
 expressiveness.  We formalize the resulting hierarchy of probabilistic system
 types by modeling the semantics of the different systems as codatatypes.
 This approach yields simple and concise proofs, as bisimilarity coincides
 with equality for codatatypes.
 <p>
 This work is described in detail in the ITP 2015 publication by the authors.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/automata-and-formal-languages">Computer science/Automata and formal languages</a></li></ul>
   <h3>Theories of Probabilistic_System_Zoo</h3>
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     <li><a href="../theories/probabilistic_system_zoo/#Bool_Bounded_Set">Bool_Bounded_Set</a></li>
     <li><a href="../theories/probabilistic_system_zoo/#Finitely_Bounded_Set_Counterexample">Finitely_Bounded_Set_Counterexample</a></li>
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   author  = {hoelzl, lochbihler and traytel},
   title   = {A Zoo of Probabilistic Systems},
   journal = {Archive of Formal Proofs},
   month   = May,
   year    = 2015,
   note    = {\url{https://isa-afp.org/entries/Probabilistic_System_Zoo.html},
             Formal proof development},
   ISSN    = {2150-914x},
 }</pre>
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   <h1 >
     <span class='first'>P</span>robabilistic <span class='first'>T</span>imed <span class='first'>A</span>utomata</h1>
   <div>
     
-    <p><a href="../authors/wimmer">Simon Wimmer</a> <a href="http://in.tum.de/~wimmers">🌐</a> and <a href="../authors/hoelzl">Johannes Hölzl</a> <a href="http://home.in.tum.de/~hoelzl">🌐</a>
+    <p><a href="../authors/wimmer">Simon Wimmer</a> <a href="http://home.in.tum.de/~wimmers/">🌐</a> and <a href="../authors/hoelzl">Johannes Hölzl</a> <a href="http://home.in.tum.de/~hoelzl">🌐</a>
     </p>
     
     
     <p class="date">May 24, 2018</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">We present a formalization of probabilistic timed automata (PTA) for
 which we try to follow the formula MDP + TA = PTA as far as possible:
 our work starts from our existing formalizations of Markov decision
 processes (MDP) and timed automata (TA) and combines them modularly.
 We prove the fundamental result for probabilistic timed automata: the
 region construction that is known from timed automata carries over to
 the probabilistic setting. In particular, this allows us to prove that
 minimum and maximum reachability probabilities can be computed via a
 reduction to MDP model checking, including the case where one wants to
 disregard unrealizable behavior. Further information can be found in
 our ITP paper [2].</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/probability-theory">Mathematics/Probability theory</a></li><li><a href="../topics/computer-science/automata-and-formal-languages">Computer science/Automata and formal languages</a></li></ul>
   <h3>Theories of Probabilistic_Timed_Automata</h3>
   <ul>
     <li><a href="../theories/probabilistic_timed_automata/#MDP_Aux">MDP_Aux</a></li>
     <li><a href="../theories/probabilistic_timed_automata/#Finiteness">Finiteness</a></li>
     <li><a href="../theories/probabilistic_timed_automata/#Basic">Basic</a></li>
     <li><a href="../theories/probabilistic_timed_automata/#Sequence">Sequence</a></li>
     <li><a href="../theories/probabilistic_timed_automata/#Sequence_LTL">Sequence_LTL</a></li>
     <li><a href="../theories/probabilistic_timed_automata/#Instantiate_Existentials">Instantiate_Existentials</a></li>
     <li><a href="../theories/probabilistic_timed_automata/#More_List">More_List</a></li>
     <li><a href="../theories/probabilistic_timed_automata/#Stream_More">Stream_More</a></li>
     <li><a href="../theories/probabilistic_timed_automata/#Graphs">Graphs</a></li>
     <li><a href="../theories/probabilistic_timed_automata/#Lib">Lib</a></li>
     <li><a href="../theories/probabilistic_timed_automata/#PTA">PTA</a></li>
     <li><a href="../theories/probabilistic_timed_automata/#PTA_Reachability">PTA_Reachability</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/Markov_Models.html">Markov_Models</a></li><li><a href="../entries/Timed_Automata.html">Timed_Automata</a></li></ul>
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       <pre id="copyText">@article{Probabilistic_Timed_Automata-AFP,
   author  = {wimmer and hoelzl},
   title   = {Probabilistic Timed Automata},
   journal = {Archive of Formal Proofs},
   month   = May,
   year    = 2018,
   note    = {\url{https://isa-afp.org/entries/Probabilistic_Timed_Automata.html},
             Formal proof development},
   ISSN    = {2150-914x},
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   <h1 >
     <span class='first'>P</span>robabilistic <span class='first'>W</span>hile <span class='first'>L</span>oop</h1>
   <div>
     
-    <p><a href="../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de">🌐</a>
+    <p><a href="../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de/">🌐</a>
     </p>
     
     
     <p class="date">May 5, 2017</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">This AFP entry defines a probabilistic while operator based on
 sub-probability mass functions and formalises zero-one laws and variant
 rules for probabilistic loop termination. As applications, we
 implement probabilistic algorithms for the Bernoulli, geometric and
 arbitrary uniform distributions that only use fair coin flips, and
 prove them correct and terminating with probability 1.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/functional-programming">Computer science/Functional programming</a></li><li><a href="../topics/mathematics/probability-theory">Mathematics/Probability theory</a></li><li><a href="../topics/computer-science/algorithms">Computer science/Algorithms</a></li></ul>
   <h3>Theories of Probabilistic_While</h3>
   <ul>
     <li><a href="../theories/probabilistic_while/#While_SPMF">While_SPMF</a></li>
     <li><a href="../theories/probabilistic_while/#Bernoulli">Bernoulli</a></li>
     <li><a href="../theories/probabilistic_while/#Geometric">Geometric</a></li>
     <li><a href="../theories/probabilistic_while/#Fast_Dice_Roll">Fast_Dice_Roll</a></li>
     <li><a href="../theories/probabilistic_while/#Resampling">Resampling</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/MFMC_Countable.html">MFMC_Countable</a></li></ul>
   </div><div>
     <h3>Used by</h3>
     <ul class="horizontal-list"><li><a href="../entries/CryptHOL.html">CryptHOL</a></li></ul>
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       <pre id="copyText">@article{Probabilistic_While-AFP,
   author  = {lochbihler},
   title   = {Probabilistic while loop},
   journal = {Archive of Formal Proofs},
   month   = May,
   year    = 2017,
   note    = {\url{https://isa-afp.org/entries/Probabilistic_While.html},
             Formal proof development},
   ISSN    = {2150-914x},
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diff --git a/web/entries/Propositional_Proof_Systems.html b/web/entries/Propositional_Proof_Systems.html
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   <h1 >
     <span class='first'>P</span>ropositional <span class='first'>P</span>roof <span class='first'>S</span>ystems</h1>
   <div>
     
-    <p><a href="../authors/michaelis">Julius Michaelis</a> <a href="http://liftm.de">🌐</a> and <a href="../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a>
+    <p><a href="../authors/michaelis">Julius Michaelis</a> <a href="http://liftm.de/">🌐</a> and <a href="../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a>
     </p>
     
     
     <p class="date">June 21, 2017</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">We formalize a range of proof systems for classical propositional
 logic (sequent calculus, natural deduction, Hilbert systems,
 resolution) and prove the most important meta-theoretic results about
 semantics and proofs: compactness, soundness, completeness,
 translations between proof systems, cut-elimination, interpolation and
 model existence.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/logic/proof-theory">Logic/Proof theory</a></li></ul>
   <h3>Theories of Propositional_Proof_Systems</h3>
   <ul>
     <li><a href="../theories/propositional_proof_systems/#Formulas">Formulas</a></li>
     <li><a href="../theories/propositional_proof_systems/#Sema">Sema</a></li>
     <li><a href="../theories/propositional_proof_systems/#Substitution">Substitution</a></li>
     <li><a href="../theories/propositional_proof_systems/#Substitution_Sema">Substitution_Sema</a></li>
     <li><a href="../theories/propositional_proof_systems/#CNF">CNF</a></li>
     <li><a href="../theories/propositional_proof_systems/#CNF_Formulas">CNF_Formulas</a></li>
     <li><a href="../theories/propositional_proof_systems/#CNF_Sema">CNF_Sema</a></li>
     <li><a href="../theories/propositional_proof_systems/#CNF_Formulas_Sema">CNF_Formulas_Sema</a></li>
     <li><a href="../theories/propositional_proof_systems/#CNF_To_Formula">CNF_To_Formula</a></li>
     <li><a href="../theories/propositional_proof_systems/#Tseytin">Tseytin</a></li>
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       <pre id="copyText">@article{Propositional_Proof_Systems-AFP,
   author  = {michaelis and nipkow},
   title   = {Propositional Proof Systems},
   journal = {Archive of Formal Proofs},
   month   = June,
   year    = 2017,
   note    = {\url{https://isa-afp.org/entries/Propositional_Proof_Systems.html},
             Formal proof development},
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   <h1 >
     <span class='first'>Q</span><span class='first'>R</span> <span class='first'>D</span>ecomposition</h1>
   <div>
     
-    <p><a href="../authors/divason">Jose Divasón</a> <a href="http://www.unirioja.es/cu/jodivaso">🌐</a> and <a href="../authors/aransay">Jesús Aransay</a> <a href="http://www.unirioja.es/cu/jearansa">🌐</a>
+    <p><a href="../authors/divason">Jose Divasón</a> <a href="https://www.unirioja.es/cu/jodivaso/">🌐</a> and <a href="../authors/aransay">Jesús Aransay</a> <a href="https://www.unirioja.es/cu/jearansa">🌐</a>
     </p>
     
     
     <p class="date">February 12, 2015</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">QR decomposition is an algorithm to decompose a real matrix A into the product of two other matrices Q and R, where Q is orthogonal and R is invertible and upper triangular. The algorithm is useful for the least squares problem; i.e., the computation of the best approximation of an unsolvable system of linear equations. As a side-product, the Gram-Schmidt process has also been formalized. A refinement using immutable arrays is presented as well. The development relies, among others, on the AFP entry "Implementing field extensions of the form Q[sqrt(b)]" by René Thiemann, which allows execution of the algorithm using symbolic computations. Verified code can be generated and executed using floats as well.</div>BSD License<h3>Change history</h3>
 
   <p>[2015-06-18] The second part of the Fundamental Theorem of Linear Algebra has been generalized to more general inner product spaces.</p><h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/algorithms/mathematical">Computer science/Algorithms/Mathematical</a></li><li><a href="../topics/mathematics/algebra">Mathematics/Algebra</a></li></ul>
   <h3>Theories of QR_Decomposition</h3>
   <ul>
     <li><a href="../theories/qr_decomposition/#Miscellaneous_QR">Miscellaneous_QR</a></li>
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     <li><a href="../theories/qr_decomposition/#QR_Decomposition">QR_Decomposition</a></li>
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     <li><a href="../theories/qr_decomposition/#Examples_QR_Abstract_Float">Examples_QR_Abstract_Float</a></li>
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       <pre id="copyText">@article{QR_Decomposition-AFP,
   author  = {divason and aransay},
   title   = {QR Decomposition},
   journal = {Archive of Formal Proofs},
   month   = February,
   year    = 2015,
   note    = {\url{https://isa-afp.org/entries/QR_Decomposition.html},
             Formal proof development},
   ISSN    = {2150-914x},
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diff --git a/web/entries/Quick_Sort_Cost.html b/web/entries/Quick_Sort_Cost.html
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@@ -1,180 +1,180 @@
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   <h1 >
     <span class='first'>T</span>he <span class='first'>N</span>umber of <span class='first'>C</span>omparisons in <span class='first'>Q</span>uick<span class='first'>S</span>ort</h1>
   <div>
     
-    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a>
+    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a>
     </p>
     
     
     <p class="date">March 15, 2017</p>
     
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 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process"><p>We give a formal proof of the well-known results about the
 number of comparisons performed by two variants of QuickSort: first,
 the expected number of comparisons of randomised QuickSort
 (i.&thinsp;e.&nbsp;QuickSort with random pivot choice) is
 <em>2&thinsp;(n+1)&thinsp;H<sub>n</sub> -
 4&thinsp;n</em>, which is asymptotically equivalent to
 <em>2&thinsp;n ln n</em>; second, the number of
 comparisons performed by the classic non-randomised QuickSort has the
 same distribution in the average case as the randomised one.</p></div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/algorithms">Computer science/Algorithms</a></li></ul>
   <h3>Theories of Quick_Sort_Cost</h3>
   <ul>
     <li><a href="../theories/quick_sort_cost/#Randomised_Quick_Sort">Randomised_Quick_Sort</a></li>
     <li><a href="../theories/quick_sort_cost/#Quick_Sort_Average_Case">Quick_Sort_Average_Case</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/Comparison_Sort_Lower_Bound.html">Comparison_Sort_Lower_Bound</a></li><li><a href="../entries/Landau_Symbols.html">Landau_Symbols</a></li><li><a href="../entries/List-Index.html">List-Index</a></li><li><a href="../entries/Regular-Sets.html">Regular-Sets</a></li></ul>
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     <ul class="horizontal-list"><li><a href="../entries/Random_BSTs.html">Random_BSTs</a></li></ul>
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       <li><a href="../entries/Smith_Normal_Form.html">A verified algorithm for computing the Smith normal form of a matrix</a></li>
       
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       <pre id="copyText">@article{Quick_Sort_Cost-AFP,
   author  = {eberl},
   title   = {The number of comparisons in QuickSort},
   journal = {Archive of Formal Proofs},
   month   = March,
   year    = 2017,
   note    = {\url{https://isa-afp.org/entries/Quick_Sort_Cost.html},
             Formal proof development},
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   <meta name="viewport" content="width=device-width, initial-scale=1"><title>Algorithms for Reduced Ordered Binary Decision Diagrams - Archive of Formal Proofs</title><meta name="description" content="We present a verified and executable implementation of ROBDDs in
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   <h1 >
     <span class='first'>A</span>lgorithms for <span class='first'>R</span>educed <span class='first'>O</span>rdered <span class='first'>B</span>inary <span class='first'>D</span>ecision <span class='first'>D</span>iagrams</h1>
   <div>
     
-    <p><a href="../authors/michaelis">Julius Michaelis</a> <a href="http://liftm.de">🌐</a>, <a href="../authors/haslbeck">Max W. Haslbeck</a> <a href="http://cl-informatik.uibk.ac.at/users/mhaslbeck//">🌐</a>, <a href="../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a> and <a href="../authors/hupel">Lars Hupel</a> <a href="https://www21.in.tum.de/~hupel/">🌐</a>
+    <p><a href="../authors/michaelis">Julius Michaelis</a> <a href="http://liftm.de/">🌐</a>, <a href="../authors/haslbeck">Max W. Haslbeck</a> <a href="http://cl-informatik.uibk.ac.at/users/mhaslbeck/">🌐</a>, <a href="../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a> and <a href="../authors/hupel">Lars Hupel</a> <a href="https://www21.in.tum.de/~hupel/">🌐</a>
     </p>
     
     
     <p class="date">April 27, 2016</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">We present a verified and executable implementation of ROBDDs in
 Isabelle/HOL. Our implementation relates pointer-based computation in
 the Heap monad to operations on an abstract definition of boolean
 functions. Internally, we implemented the if-then-else combinator in a
 recursive fashion, following the Shannon decomposition of the argument
 functions. The implementation mixes and adapts known techniques and is
 built with efficiency in mind.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/algorithms">Computer science/Algorithms</a></li><li><a href="../topics/computer-science/data-structures">Computer science/Data structures</a></li></ul>
   <h3>Theories of ROBDD</h3>
   <ul>
     <li><a href="../theories/robdd/#Bool_Func">Bool_Func</a></li>
     <li><a href="../theories/robdd/#BDT">BDT</a></li>
     <li><a href="../theories/robdd/#Option_Helpers">Option_Helpers</a></li>
     <li><a href="../theories/robdd/#Abstract_Impl">Abstract_Impl</a></li>
     <li><a href="../theories/robdd/#Pointer_Map">Pointer_Map</a></li>
     <li><a href="../theories/robdd/#Middle_Impl">Middle_Impl</a></li>
     <li><a href="../theories/robdd/#Array_List">Array_List</a></li>
     <li><a href="../theories/robdd/#Pointer_Map_Impl">Pointer_Map_Impl</a></li>
     <li><a href="../theories/robdd/#Conc_Impl">Conc_Impl</a></li>
     <li><a href="../theories/robdd/#Level_Collapse">Level_Collapse</a></li>
     <li><a href="../theories/robdd/#BDD_Examples">BDD_Examples</a></li>
     <li><a href="../theories/robdd/#BDD_Code">BDD_Code</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/Automatic_Refinement.html">Automatic_Refinement</a></li><li><a href="../entries/Collections.html">Collections</a></li><li><a href="../entries/Native_Word.html">Native_Word</a></li><li><a href="../entries/Sepref_Prereq.html">Sepref_Prereq</a></li></ul>
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     <h3>Used by</h3>
     <ul class="horizontal-list"><li><a href="../entries/Simplicial_complexes_and_boolean_functions.html">Simplicial_complexes_and_boolean_functions</a></li></ul>
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       <pre id="copyText">@article{ROBDD-AFP,
   author  = {michaelis, haslbeck, lammich and hupel},
   title   = {Algorithms for Reduced Ordered Binary Decision Diagrams},
   journal = {Archive of Formal Proofs},
   month   = April,
   year    = 2016,
   note    = {\url{https://isa-afp.org/entries/ROBDD.html},
             Formal proof development},
   ISSN    = {2150-914x},
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   <h1 >
     <span class='first'>E</span>xpected <span class='first'>S</span>hape of <span class='first'>R</span>andom <span class='first'>B</span>inary <span class='first'>S</span>earch <span class='first'>T</span>rees</h1>
   <div>
     
-    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a>
+    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a>
     </p>
     
     
     <p class="date">April 4, 2017</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process"><p>This entry contains proofs for the textbook results about the
 distributions of the height and internal path length of random binary
 search trees (BSTs), i.&thinsp;e. BSTs that are formed by taking
 an empty BST and inserting elements from a fixed set in random
 order.</p>  <p>In particular, we prove a logarithmic upper
 bound on the expected height and the <em>Θ(n log n)</em>
 closed-form solution for the expected internal path length in terms of
 the harmonic numbers. We also show how the internal path length
 relates to the average-case cost of a lookup in a BST.</p></div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/data-structures">Computer science/Data structures</a></li></ul>
   <h3>Theories of Random_BSTs</h3>
   <ul>
     <li><a href="../theories/random_bsts/#Random_BSTs">Random_BSTs</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/Landau_Symbols.html">Landau_Symbols</a></li><li><a href="../entries/Quick_Sort_Cost.html">Quick_Sort_Cost</a></li></ul>
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     <h3>Used by</h3>
     <ul class="horizontal-list"><li><a href="../entries/Randomised_BSTs.html">Randomised_BSTs</a></li><li><a href="../entries/Treaps.html">Treaps</a></li></ul>
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   author  = {eberl},
   title   = {Expected Shape of Random Binary Search Trees},
   journal = {Archive of Formal Proofs},
   month   = April,
   year    = 2017,
   note    = {\url{https://isa-afp.org/entries/Random_BSTs.html},
             Formal proof development},
   ISSN    = {2150-914x},
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   <h1 >
     <span class='first'>R</span>andomised <span class='first'>B</span>inary <span class='first'>S</span>earch <span class='first'>T</span>rees</h1>
   <div>
     
-    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a>
+    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a>
     </p>
     
     
     <p class="date">October 19, 2018</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process"><p>This work is a formalisation of the Randomised Binary Search
 Trees introduced by Martínez and Roura, including definitions and
 correctness proofs.</p> <p>Like randomised treaps, they
 are a probabilistic data structure that behaves exactly as if elements
 were inserted into a non-balancing BST in random order. However,
 unlike treaps, they only use discrete probability distributions, but
 their use of randomness is more complicated.</p></div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/data-structures">Computer science/Data structures</a></li></ul>
   <h3>Theories of Randomised_BSTs</h3>
   <ul>
     <li><a href="../theories/randomised_bsts/#Randomised_BSTs">Randomised_BSTs</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/Monad_Normalisation.html">Monad_Normalisation</a></li><li><a href="../entries/Random_BSTs.html">Random_BSTs</a></li></ul>
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   <meta name="viewport" content="width=device-width, initial-scale=1"><title>Rank-Nullity Theorem in Linear Algebra - Archive of Formal Proofs</title><meta name="description" content="In this contribution, we present some formalizations based on the HOL-Multivariate-Analysis session of Isabelle. Firstly, a generalization of several..."><meta property="og:title" content="Rank-Nullity Theorem in Linear Algebra" />
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   <h1 >
     <span class='first'>R</span>ank-<span class='first'>N</span>ullity <span class='first'>T</span>heorem in <span class='first'>L</span>inear <span class='first'>A</span>lgebra</h1>
   <div>
     
-    <p><a href="../authors/divason">Jose Divasón</a> <a href="http://www.unirioja.es/cu/jodivaso">🌐</a> and <a href="../authors/aransay">Jesús Aransay</a> <a href="http://www.unirioja.es/cu/jearansa">🌐</a>
+    <p><a href="../authors/divason">Jose Divasón</a> <a href="https://www.unirioja.es/cu/jodivaso/">🌐</a> and <a href="../authors/aransay">Jesús Aransay</a> <a href="https://www.unirioja.es/cu/jearansa">🌐</a>
     </p>
     
     
     <p class="date">January 16, 2013</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">In this contribution, we present some formalizations based on the HOL-Multivariate-Analysis session of Isabelle. Firstly, a generalization of several theorems of such library are presented. Secondly, some definitions and proofs involving Linear Algebra and the four fundamental subspaces of a matrix are shown. Finally, we present a proof of the result known in Linear Algebra as the ``Rank-Nullity Theorem'', which states that, given any linear map f from a finite dimensional vector space V to a vector space W, then the dimension of V is equal to the dimension of the kernel of f (which is a subspace of V) and the dimension of the range of f (which is a subspace of W). The proof presented here is based on the one given by Sheldon Axler in his book <i>Linear Algebra Done Right</i>. As a corollary of the previous theorem, and taking advantage of the relationship between linear maps and matrices, we prove that, for every matrix A (which has associated a linear map between finite dimensional vector spaces), the sum of its null space and its column space (which is equal to the range of the linear map) is equal to the number of columns of A.</div>BSD License<h3>Change history</h3>
 
   <p>[2014-07-14] Added some generalizations that allow us to formalize the Rank-Nullity Theorem over finite dimensional vector spaces, instead of over the more particular euclidean spaces. Updated abstract.</p><h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/algebra">Mathematics/Algebra</a></li></ul>
   <h3>Theories of Rank_Nullity_Theorem</h3>
   <ul>
     <li><a href="../theories/rank_nullity_theorem/#Dual_Order">Dual_Order</a></li>
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     <li><a href="../theories/rank_nullity_theorem/#Miscellaneous">Miscellaneous</a></li>
     <li><a href="../theories/rank_nullity_theorem/#Fundamental_Subspaces">Fundamental_Subspaces</a></li>
     <li><a href="../theories/rank_nullity_theorem/#Dim_Formula">Dim_Formula</a></li></ul><div class="flex-wrap"><div>
     <h3>Used by</h3>
     <ul class="horizontal-list"><li><a href="../entries/Perron_Frobenius.html">Perron_Frobenius</a></li><li><a href="../entries/Echelon_Form.html">Echelon_Form</a></li><li><a href="../entries/QR_Decomposition.html">QR_Decomposition</a></li><li><a href="../entries/Gauss_Jordan.html">Gauss_Jordan</a></li></ul>
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   author  = {divason and aransay},
   title   = {Rank-Nullity Theorem in Linear Algebra},
   journal = {Archive of Formal Proofs},
   month   = January,
   year    = 2013,
   note    = {\url{https://isa-afp.org/entries/Rank_Nullity_Theorem.html},
             Formal proof development},
   ISSN    = {2150-914x},
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diff --git a/web/entries/Regex_Equivalence.html b/web/entries/Regex_Equivalence.html
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   <meta name="viewport" content="width=device-width, initial-scale=1"><title>Unified Decision Procedures for Regular Expression Equivalence - Archive of Formal Proofs</title><meta name="description" content="We formalize a unified framework for verified decision procedures for regular expression equivalence. Five recently published formalizations of such..."><meta property="og:title" content="Unified Decision Procedures for Regular Expression Equivalence" />
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     <span class='first'>U</span>nified <span class='first'>D</span>ecision <span class='first'>P</span>rocedures for <span class='first'>R</span>egular <span class='first'>E</span>xpression <span class='first'>E</span>quivalence</h1>
   <div>
     
-    <p><a href="../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a> and <a href="../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io">🌐</a>
+    <p><a href="../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a> and <a href="../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io/">🌐</a>
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     <p class="date">January 30, 2014</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">We formalize a unified framework for verified decision procedures for regular
 expression equivalence. Five recently published formalizations of such
 decision procedures (three based on derivatives, two on marked regular
 expressions) can be obtained as instances of the framework. We discover that
 the two approaches based on marked regular expressions, which were previously
 thought to be the same, are different, and one seems to produce uniformly
 smaller automata.  The common framework makes it possible to compare the
 performance of the different decision procedures in a meaningful way.
 <a href="http://www21.in.tum.de/~nipkow/pubs/itp14.html">
 The formalization is described in a paper of the same name presented at
 Interactive Theorem Proving 2014</a>.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/automata-and-formal-languages">Computer science/Automata and formal languages</a></li></ul>
   <h3>Theories of Regex_Equivalence</h3>
   <ul>
     <li><a href="../theories/regex_equivalence/#Automaton">Automaton</a></li>
     <li><a href="../theories/regex_equivalence/#Derivatives_Finite">Derivatives_Finite</a></li>
     <li><a href="../theories/regex_equivalence/#Deriv_PDeriv">Deriv_PDeriv</a></li>
     <li><a href="../theories/regex_equivalence/#Deriv_Autos">Deriv_Autos</a></li>
     <li><a href="../theories/regex_equivalence/#Position_Autos">Position_Autos</a></li>
     <li><a href="../theories/regex_equivalence/#After2">After2</a></li>
     <li><a href="../theories/regex_equivalence/#Before2">Before2</a></li>
     <li><a href="../theories/regex_equivalence/#Regex_Equivalence">Regex_Equivalence</a></li>
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     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/Efficient-Mergesort.html">Efficient-Mergesort</a></li><li><a href="../entries/Regular-Sets.html">Regular-Sets</a></li><li><a href="../entries/SpecCheck.html">SpecCheck</a></li></ul>
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       <pre id="copyText">@article{Regex_Equivalence-AFP,
   author  = {nipkow and traytel},
   title   = {Unified Decision Procedures for Regular Expression Equivalence},
   journal = {Archive of Formal Proofs},
   month   = January,
   year    = 2014,
   note    = {\url{https://isa-afp.org/entries/Regex_Equivalence.html},
             Formal proof development},
   ISSN    = {2150-914x},
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   <h1 >
     <span class='first'>R</span>egular <span class='first'>S</span>ets and <span class='first'>E</span>xpressions</h1>
   <div>
     
-    <p><a href="../authors/krauss">Alexander Krauss</a> <a href="http://www.in.tum.de/~krauss">🌐</a> and <a href="../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a>
-      with contributions from <a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a>
+    <p><a href="../authors/krauss">Alexander Krauss</a> <a href="http://www.in.tum.de/~krauss">🌐</a> and <a href="../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a>
+      with contributions from <a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a>
     </p>
     
     
     <p class="date">May 12, 2010</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">This is a library of constructions on regular expressions and languages. It provides the operations of concatenation, Kleene star and derivative on languages. Regular expressions and their meaning are defined. An executable equivalence checker for regular expressions is verified; it does not need automata but works directly on regular expressions. <i>By mapping regular expressions to binary relations, an automatic and complete proof method for (in)equalities of binary relations over union, concatenation and (reflexive) transitive closure is obtained.</i> <P> Extended regular expressions with complement and intersection are also defined and an equivalence checker is provided.</div>BSD License<h3>Change history</h3>
 
   <p>[2011-08-26] Christian Urban added a theory about derivatives and partial derivatives of regular expressions<br>
 
 [2012-05-10] Tobias Nipkow added equivalence checking with partial derivatives</p><h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/automata-and-formal-languages">Computer science/Automata and formal languages</a></li></ul>
   <h3>Theories of Regular-Sets</h3>
   <ul>
     <li><a href="../theories/regular-sets/#Regular_Set">Regular_Set</a></li>
     <li><a href="../theories/regular-sets/#Regular_Exp">Regular_Exp</a></li>
     <li><a href="../theories/regular-sets/#NDerivative">NDerivative</a></li>
     <li><a href="../theories/regular-sets/#Equivalence_Checking">Equivalence_Checking</a></li>
     <li><a href="../theories/regular-sets/#Relation_Interpretation">Relation_Interpretation</a></li>
     <li><a href="../theories/regular-sets/#Regexp_Method">Regexp_Method</a></li>
     <li><a href="../theories/regular-sets/#Regexp_Constructions">Regexp_Constructions</a></li>
     <li><a href="../theories/regular-sets/#Derivatives">Derivatives</a></li>
     <li><a href="../theories/regular-sets/#pEquivalence_Checking">pEquivalence_Checking</a></li>
     <li><a href="../theories/regular-sets/#Regular_Exp2">Regular_Exp2</a></li>
     <li><a href="../theories/regular-sets/#Equivalence_Checking2">Equivalence_Checking2</a></li></ul><div class="flex-wrap"><div>
     <h3>Used by</h3>
     <ul class="horizontal-list"><li><a href="../entries/Quick_Sort_Cost.html">Quick_Sort_Cost</a></li><li><a href="../entries/Lambda_Free_KBOs.html">Lambda_Free_KBOs</a></li><li><a href="../entries/Posix-Lexing.html">Posix-Lexing</a></li><li><a href="../entries/List_Update.html">List_Update</a></li><li><a href="../entries/Finite_Automata_HF.html">Finite_Automata_HF</a></li><li><a href="../entries/Regex_Equivalence.html">Regex_Equivalence</a></li><li><a href="../entries/Coinductive_Languages.html">Coinductive_Languages</a></li><li><a href="../entries/Containers.html">Containers</a></li><li><a href="../entries/Transitive-Closure-II.html">Transitive-Closure-II</a></li><li><a href="../entries/Myhill-Nerode.html">Myhill-Nerode</a></li><li><a href="../entries/Abstract-Rewriting.html">Abstract-Rewriting</a></li><li><a href="../entries/Functional-Automata.html">Functional-Automata</a></li></ul>
   </div>
   
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     <h3>Related Entries</h3>
     <ul class="horizontal-list">
       
       <li><a href="../entries/KAD.html">Kleene Algebras with Domain</a></li>
       
       <li><a href="../entries/KAT_and_DRA.html">Kleene Algebra with Tests and Demonic Refinement Algebras</a></li>
       
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       <pre id="copyText">@article{Regular-Sets-AFP,
   author  = {krauss and nipkow},
   title   = {Regular Sets and Expressions},
   journal = {Archive of Formal Proofs},
   month   = May,
   year    = 2010,
   note    = {\url{https://isa-afp.org/entries/Regular-Sets.html},
             Formal proof development},
   ISSN    = {2150-914x},
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   <h1 >
     <span class='first'>R</span>egular <span class='first'>A</span>lgebras</h1>
   <div>
     
-    <p><a href="../authors/fosters">Simon Foster</a> <a href="http://www-users.cs.york.ac.uk/~simonf">🌐</a> and <a href="../authors/struth">Georg Struth</a> <a href="http://www.dcs.shef.ac.uk/~georg">🌐</a>
+    <p><a href="../authors/fosters">Simon Foster</a> <a href="https://www-users.cs.york.ac.uk/~simonf/">🌐</a> and <a href="../authors/struth">Georg Struth</a> <a href="http://staffwww.dcs.shef.ac.uk/people/G.Struth/">🌐</a>
     </p>
     
     
     <p class="date">May 21, 2014</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">Regular algebras axiomatise the equational theory of regular expressions as induced by
 regular language identity. We use Isabelle/HOL for a detailed systematic study of regular
 algebras given by Boffa, Conway, Kozen and Salomaa. We investigate the relationships between
 these classes, formalise a soundness proof for the smallest class (Salomaa's) and obtain
 completeness of the largest one (Boffa's) relative to a deep result by Krob. In addition
 we provide a large collection of regular identities in the general setting of Boffa's axiom.
 Our regular algebra hierarchy is orthogonal to the Kleene algebra hierarchy in the Archive
 of Formal Proofs; we have not aimed at an integration for pragmatic reasons.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/automata-and-formal-languages">Computer science/Automata and formal languages</a></li><li><a href="../topics/mathematics/algebra">Mathematics/Algebra</a></li></ul>
   <h3>Theories of Regular_Algebras</h3>
   <ul>
     <li><a href="../theories/regular_algebras/#Dioid_Power_Sum">Dioid_Power_Sum</a></li>
     <li><a href="../theories/regular_algebras/#Regular_Algebras">Regular_Algebras</a></li>
     <li><a href="../theories/regular_algebras/#Regular_Algebra_Models">Regular_Algebra_Models</a></li>
     <li><a href="../theories/regular_algebras/#Pratts_Counterexamples">Pratts_Counterexamples</a></li>
     <li><a href="../theories/regular_algebras/#Regular_Algebra_Variants">Regular_Algebra_Variants</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/Kleene_Algebra.html">Kleene_Algebra</a></li></ul>
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       <li><a href="../entries/IMP2.html">IMP2 – Simple Program Verification in Isabelle/HOL</a></li>
       
       <li><a href="../entries/KAD.html">Kleene Algebras with Domain</a></li>
       
       <li><a href="../entries/KAT_and_DRA.html">Kleene Algebra with Tests and Demonic Refinement Algebras</a></li>
       
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   author  = {fosters and struth},
   title   = {Regular Algebras},
   journal = {Archive of Formal Proofs},
   month   = May,
   year    = 2014,
   note    = {\url{https://isa-afp.org/entries/Regular_Algebras.html},
             Formal proof development},
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   <h1 >
     <span class='first'>R</span>elational <span class='first'>D</span>isjoint-<span class='first'>S</span>et <span class='first'>F</span>orests</h1>
   <div>
     
-    <p><a href="../authors/guttmann">Walter Guttmann</a> <a href="http://www.cosc.canterbury.ac.nz/walter.guttmann/">🌐</a>
+    <p><a href="../authors/guttmann">Walter Guttmann</a> <a href="https://www.cosc.canterbury.ac.nz/walter.guttmann/">🌐</a>
     </p>
     
     
     <p class="date">August 26, 2020</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">We give a simple relation-algebraic semantics of read and write
 operations on associative arrays. The array operations seamlessly
 integrate with assignments in the Hoare-logic library. Using relation
 algebras and Kleene algebras we verify the correctness of an
 array-based implementation of disjoint-set forests with a naive union
 operation and a find operation with path compression.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/data-structures">Computer science/Data structures</a></li></ul>
   <h3>Theories of Relational_Disjoint_Set_Forests</h3>
   <ul>
     <li><a href="../theories/relational_disjoint_set_forests/#Disjoint_Set_Forests">Disjoint_Set_Forests</a></li>
     <li><a href="../theories/relational_disjoint_set_forests/#More_Disjoint_Set_Forests">More_Disjoint_Set_Forests</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/Stone_Kleene_Relation_Algebras.html">Stone_Kleene_Relation_Algebras</a></li></ul>
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     <h3>Used by</h3>
     <ul class="horizontal-list"><li><a href="../entries/Relational_Minimum_Spanning_Trees.html">Relational_Minimum_Spanning_Trees</a></li></ul>
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   author  = {guttmann},
   title   = {Relational Disjoint-Set Forests},
   journal = {Archive of Formal Proofs},
   month   = August,
   year    = 2020,
   note    = {\url{https://isa-afp.org/entries/Relational_Disjoint_Set_Forests.html},
             Formal proof development},
   ISSN    = {2150-914x},
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   <h1 >
     <span class='first'>R</span>elational <span class='first'>M</span>inimum <span class='first'>S</span>panning <span class='first'>T</span>ree <span class='first'>A</span>lgorithms</h1>
   <div>
     
-    <p><a href="../authors/guttmann">Walter Guttmann</a> <a href="http://www.cosc.canterbury.ac.nz/walter.guttmann/">🌐</a> and <a href="../authors/brien">Nicolas Robinson-O&rsquo;Brien</a>
+    <p><a href="../authors/guttmann">Walter Guttmann</a> <a href="https://www.cosc.canterbury.ac.nz/walter.guttmann/">🌐</a> and <a href="../authors/brien">Nicolas Robinson-O&rsquo;Brien</a>
     </p>
     
     
     <p class="date">December 8, 2020</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">We verify the correctness of Prim's, Kruskal's and
 Borůvka's minimum spanning tree algorithms based on algebras for
 aggregation and minimisation.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/algorithms/graph">Computer science/Algorithms/Graph</a></li></ul>
   <h3>Theories of Relational_Minimum_Spanning_Trees</h3>
   <ul>
     <li><a href="../theories/relational_minimum_spanning_trees/#Kruskal">Kruskal</a></li>
     <li><a href="../theories/relational_minimum_spanning_trees/#Prim">Prim</a></li>
     <li><a href="../theories/relational_minimum_spanning_trees/#Boruvka">Boruvka</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/Aggregation_Algebras.html">Aggregation_Algebras</a></li><li><a href="../entries/Relational_Disjoint_Set_Forests.html">Relational_Disjoint_Set_Forests</a></li></ul>
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   author  = {guttmann and brien},
   title   = {Relational Minimum Spanning Tree Algorithms},
   journal = {Archive of Formal Proofs},
   month   = December,
   year    = 2020,
   note    = {\url{https://isa-afp.org/entries/Relational_Minimum_Spanning_Trees.html},
             Formal proof development},
   ISSN    = {2150-914x},
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   <h1 >
     <span class='first'>R</span>elational <span class='first'>C</span>haracterisations of <span class='first'>P</span>aths</h1>
   <div>
     
-    <p><a href="../authors/guttmann">Walter Guttmann</a> <a href="http://www.cosc.canterbury.ac.nz/walter.guttmann/">🌐</a> and <a href="../authors/hoefner">Peter Höfner</a> <a href="http://www.hoefner-online.de/">🌐</a>
+    <p><a href="../authors/guttmann">Walter Guttmann</a> <a href="https://www.cosc.canterbury.ac.nz/walter.guttmann/">🌐</a> and <a href="../authors/hoefner">Peter Höfner</a> <a href="http://www.hoefner-online.de/">🌐</a>
     </p>
     
     
     <p class="date">July 13, 2020</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">Binary relations are one of the standard ways to encode, characterise
 and reason about graphs. Relation algebras provide equational axioms
 for a large fragment of the calculus of binary relations. Although
 relations are standard tools in many areas of mathematics and
 computing, researchers usually fall back to point-wise reasoning when
 it comes to arguments about paths in a graph. We present a purely
 algebraic way to specify different kinds of paths in Kleene relation
 algebras, which are relation algebras equipped with an operation for
 reflexive transitive closure. We study the relationship between paths
 with a designated root vertex and paths without such a vertex. Since
 we stay in first-order logic this development helps with mechanising
 proofs. To demonstrate the applicability of the algebraic framework we
 verify the correctness of three basic graph algorithms.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/graph-theory">Mathematics/Graph theory</a></li></ul>
   <h3>Theories of Relational_Paths</h3>
   <ul>
     <li><a href="../theories/relational_paths/#More_Relation_Algebra">More_Relation_Algebra</a></li>
     <li><a href="../theories/relational_paths/#Paths">Paths</a></li>
     <li><a href="../theories/relational_paths/#Rooted_Paths">Rooted_Paths</a></li>
     <li><a href="../theories/relational_paths/#Path_Algorithms">Path_Algorithms</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/Relation_Algebra.html">Relation_Algebra</a></li></ul>
   </div>
   
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     <h3>Related Entries</h3>
     <ul class="horizontal-list">
       
       <li><a href="../entries/FOL_Seq_Calc3.html">A Naive Prover for First-Order Logic</a></li>
       
       <li><a href="../entries/Eval_FO.html">First-Order Query Evaluation</a></li>
       
       <li><a href="../entries/FOL_Seq_Calc2.html">A Sequent Calculus Prover for First-Order Logic with Functions</a></li>
       
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   author  = {guttmann and hoefner},
   title   = {Relational Characterisations of Paths},
   journal = {Archive of Formal Proofs},
   month   = July,
   year    = 2020,
   note    = {\url{https://isa-afp.org/entries/Relational_Paths.html},
             Formal proof development},
   ISSN    = {2150-914x},
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   <h1 >
     <span class='first'>R</span>obinson <span class='first'>A</span>rithmetic</h1>
   <div>
     
-    <p><a href="../authors/popescu">Andrei Popescu</a> <a href="https://www.andreipopescu.uk">🌐</a> and <a href="../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io">🌐</a>
+    <p><a href="../authors/popescu">Andrei Popescu</a> <a href="https://www.andreipopescu.uk">🌐</a> and <a href="../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io/">🌐</a>
     </p>
     
     
     <p class="date">September 16, 2020</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">We instantiate our syntax-independent logic infrastructure developed
 in <a
 href="https://www.isa-afp.org/entries/Syntax_Independent_Logic.html">a
 separate AFP entry</a> to the FOL theory of Robinson arithmetic
 (also known as Q). The latter was formalised using Nominal Isabelle by
 adapting <a
 href="https://www.isa-afp.org/entries/Incompleteness.html">Larry
 Paulson’s formalization of the Hereditarily Finite Set
 theory</a>.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/logic/proof-theory">Logic/Proof theory</a></li></ul>
   <h3>Theories of Robinson_Arithmetic</h3>
   <ul>
     <li><a href="../theories/robinson_arithmetic/#Robinson_Arithmetic">Robinson_Arithmetic</a></li>
     <li><a href="../theories/robinson_arithmetic/#Instance">Instance</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/Nominal2.html">Nominal2</a></li><li><a href="../entries/Syntax_Independent_Logic.html">Syntax_Independent_Logic</a></li></ul>
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       <li><a href="../entries/Syntax_Independent_Logic.html">Syntax-Independent Logic Infrastructure</a></li>
       
       <li><a href="../entries/Name_Carrying_Type_Inference.html">Verified Metatheory and Type Inference for a Name-Carrying Simply-Typed Lambda Calculus</a></li>
       
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   author  = {popescu and traytel},
   title   = {Robinson Arithmetic},
   journal = {Archive of Formal Proofs},
   month   = September,
   year    = 2020,
   note    = {\url{https://isa-afp.org/entries/Robinson_Arithmetic.html},
             Formal proof development},
   ISSN    = {2150-914x},
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   <h1 >
     <span class='first'>R</span>oot-<span class='first'>B</span>alanced <span class='first'>T</span>ree</h1>
   <div>
     
-    <p><a href="../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a>
+    <p><a href="../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a>
     </p>
     
     
     <p class="date">August 20, 2017</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process"><p>
 Andersson introduced <em>general balanced trees</em>,
 search trees based on the design principle of partial rebuilding:
 perform update operations naively until the tree becomes too
 unbalanced, at which point a whole subtree is rebalanced.  This article
 defines and analyzes a functional version of general balanced trees,
 which we call <em>root-balanced trees</em>. Using a lightweight model
 of execution time, amortized logarithmic complexity is verified in
 the theorem prover Isabelle.
 </p>
 <p>
 This is the Isabelle formalization of the material decribed in the APLAS 2017 article
 <a href="http://www21.in.tum.de/~nipkow/pubs/aplas17.html">Verified Root-Balanced Trees</a>
 by the same author, which also presents experimental results that show
 competitiveness of root-balanced with AVL and red-black trees.
 </p></div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/data-structures">Computer science/Data structures</a></li></ul>
   <h3>Theories of Root_Balanced_Tree</h3>
   <ul>
     <li><a href="../theories/root_balanced_tree/#Time_Monad">Time_Monad</a></li>
     <li><a href="../theories/root_balanced_tree/#Root_Balanced_Tree">Root_Balanced_Tree</a></li>
     <li><a href="../theories/root_balanced_tree/#Root_Balanced_Tree_Tab">Root_Balanced_Tree_Tab</a></li></ul><div class="flex-wrap"><div>
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     <ul class="horizontal-list"><li><a href="../entries/Amortized_Complexity.html">Amortized_Complexity</a></li></ul>
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     <ul class="horizontal-list"><li><a href="../entries/Closest_Pair_Points.html">Closest_Pair_Points</a></li><li><a href="../entries/CakeML_Codegen.html">CakeML_Codegen</a></li></ul>
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   title   = {Root-Balanced Tree},
   journal = {Archive of Formal Proofs},
   month   = August,
   year    = 2017,
   note    = {\url{https://isa-afp.org/entries/Root_Balanced_Tree.html},
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   <h1 >
     <span class='first'>R</span>outing</h1>
   <div>
     
-    <p><a href="../authors/michaelis">Julius Michaelis</a> <a href="http://liftm.de">🌐</a> and <a href="../authors/diekmann">Cornelius Diekmann</a> <a href="http://net.in.tum.de/~diekmann">🌐</a>
+    <p><a href="../authors/michaelis">Julius Michaelis</a> <a href="http://liftm.de/">🌐</a> and <a href="../authors/diekmann">Cornelius Diekmann</a> <a href="http://net.in.tum.de/~diekmann">🌐</a>
     </p>
     
     
     <p class="date">August 31, 2016</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">This entry contains definitions for routing with routing
 tables/longest prefix matching.  A routing table entry is modelled as
 a record of a prefix match, a metric, an output port, and an optional
 next hop. A routing table is a list of entries, sorted by prefix
 length and metric. Additionally, a parser and serializer for the
 output of the ip-route command, a function to create a relation from
 output port to corresponding destination IP space, and a model of a
 Linux-style router are included.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/networks">Computer science/Networks</a></li></ul>
   <h3>Theories of Routing</h3>
   <ul>
     <li><a href="../theories/routing/#Linorder_Helper">Linorder_Helper</a></li>
     <li><a href="../theories/routing/#Routing_Table">Routing_Table</a></li>
     <li><a href="../theories/routing/#Linux_Router">Linux_Router</a></li>
     <li><a href="../theories/routing/#IpRoute_Parser">IpRoute_Parser</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/Simple_Firewall.html">Simple_Firewall</a></li></ul>
   </div><div>
     <h3>Used by</h3>
     <ul class="horizontal-list"><li><a href="../entries/Iptables_Semantics.html">Iptables_Semantics</a></li></ul>
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   author  = {michaelis and diekmann},
   title   = {Routing},
   journal = {Archive of Formal Proofs},
   month   = August,
   year    = 2016,
   note    = {\url{https://isa-afp.org/entries/Routing.html},
             Formal proof development},
   ISSN    = {2150-914x},
 }</pre>
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diff --git a/web/entries/SATSolverVerification.html b/web/entries/SATSolverVerification.html
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     <span class='first'>F</span>ormal <span class='first'>V</span>erification of <span class='first'>M</span>odern <span class='first'>S</span><span class='first'>A</span><span class='first'>T</span> <span class='first'>S</span>olvers</h1>
   <div>
     
-    <p><a href="../authors/maricf">Filip Marić</a> <a href="http://poincare.matf.bg.ac.rs/~filip/">🌐</a>
+    <p><a href="../authors/maricf">Filip Marić</a> <a href="http://www.matf.bg.ac.rs/~filip">🌐</a>
     </p>
     
     
     <p class="date">July 23, 2008</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">This document contains formal correctness proofs of modern SAT solvers. Following (Krstic et al, 2007) and (Nieuwenhuis et al., 2006), solvers are described using state-transition systems. Several different SAT solver descriptions are given and their partial correctness and termination is proved. These include: <ul> <li> a solver based on classical DPLL procedure (using only a backtrack-search with unit propagation),</li> <li> a very general solver with backjumping and learning (similar to the description given in (Nieuwenhuis et al., 2006)), and</li> <li> a solver with a specific conflict analysis algorithm (similar to the description given in (Krstic et al., 2007)).</li> </ul> Within the SAT solver correctness proofs, a large number of lemmas about propositional logic and CNF formulae are proved. This theory is self-contained and could be used for further exploring of properties of CNF based SAT algorithms.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/algorithms">Computer science/Algorithms</a></li></ul>
   <h3>Theories of SATSolverVerification</h3>
   <ul>
     <li><a href="../theories/satsolververification/#MoreList">MoreList</a></li>
     <li><a href="../theories/satsolververification/#CNF">CNF</a></li>
     <li><a href="../theories/satsolververification/#Trail">Trail</a></li>
     <li><a href="../theories/satsolververification/#SatSolverVerification">SatSolverVerification</a></li>
     <li><a href="../theories/satsolververification/#BasicDPLL">BasicDPLL</a></li>
     <li><a href="../theories/satsolververification/#NieuwenhuisOliverasTinelli">NieuwenhuisOliverasTinelli</a></li>
     <li><a href="../theories/satsolververification/#KrsticGoel">KrsticGoel</a></li>
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     <li><a href="../theories/satsolververification/#AssertLiteral">AssertLiteral</a></li>
     <li><a href="../theories/satsolververification/#UnitPropagate">UnitPropagate</a></li>
     <li><a href="../theories/satsolververification/#Initialization">Initialization</a></li>
     <li><a href="../theories/satsolververification/#ConflictAnalysis">ConflictAnalysis</a></li>
     <li><a href="../theories/satsolververification/#Decide">Decide</a></li>
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       <pre id="copyText">@article{SATSolverVerification-AFP,
   author  = {maricf},
   title   = {Formal Verification of Modern SAT Solvers},
   journal = {Archive of Formal Proofs},
   month   = July,
   year    = 2008,
   note    = {\url{https://isa-afp.org/entries/SATSolverVerification.html},
             Formal proof development},
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diff --git a/web/entries/SC_DOM_Components.html b/web/entries/SC_DOM_Components.html
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@@ -1,188 +1,188 @@
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   <h1 >
     <span class='first'>A</span> <span class='first'>F</span>ormalization of <span class='first'>S</span>afely <span class='first'>C</span>omposable <span class='first'>W</span>eb <span class='first'>C</span>omponents</h1>
   <div>
     
-    <p><a href="../authors/brucker">Achim D. Brucker</a> <a href="https://www.brucker.ch">🌐</a> and <a href="../authors/herzberg">Michael Herzberg</a> <a href="http://www.dcs.shef.ac.uk/cgi-bin/makeperson?M.Herzberg">🌐</a>
+    <p><a href="../authors/brucker">Achim D. Brucker</a> <a href="https://www.brucker.ch/">🌐</a> and <a href="../authors/herzberg">Michael Herzberg</a> <a href="http://www.dcs.shef.ac.uk/cgi-bin/makeperson?M.Herzberg">🌐</a>
     </p>
     
     
     <p class="date">September 28, 2020</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">While the (safely composable) DOM with shadow trees provide the
 technical basis for defining web components, it does neither defines
 the concept of web components nor specifies the safety properties that
 web components should guarantee. Consequently, the standard also does
 not discuss how or even if the methods for modifying the DOM respect
 component boundaries. In AFP entry, we present a formally verified
 model of safely composable web components and define safety properties
 which ensure that different web components can only interact with each
 other using well-defined interfaces. Moreover, our verification of the
 application programming interface (API) of the DOM revealed numerous
 invariants that implementations of the DOM API need to preserve to
 ensure the integrity of components.  In comparison to the strict
 standard compliance formalization of Web Components in the AFP entry
 "DOM_Components", the notion of components in this entry
 (based on "SC_DOM" and "Shadow_SC_DOM") provides
 much stronger safety guarantees.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/data-structures">Computer science/Data structures</a></li></ul>
   <h3>Theories of SC_DOM_Components</h3>
   <ul>
     <li><a href="../theories/sc_dom_components/#Core_DOM_DOM_Components">Core_DOM_DOM_Components</a></li>
     <li><a href="../theories/sc_dom_components/#Core_DOM_SC_DOM_Components">Core_DOM_SC_DOM_Components</a></li>
     <li><a href="../theories/sc_dom_components/#Shadow_DOM_DOM_Components">Shadow_DOM_DOM_Components</a></li>
     <li><a href="../theories/sc_dom_components/#Shadow_DOM_SC_DOM_Components">Shadow_DOM_SC_DOM_Components</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/Shadow_SC_DOM.html">Shadow_SC_DOM</a></li></ul>
   </div>
   
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     <h3>Related Entries</h3>
     <ul class="horizontal-list">
       
       <li><a href="../entries/DOM_Components.html">A Formalization of Web Components</a></li>
       
       <li><a href="../entries/Shadow_DOM.html">A Formal Model of the Document Object Model with Shadow Roots</a></li>
       
       <li><a href="../entries/Shadow_SC_DOM.html">A Formal Model of the Safely Composable Document Object Model with Shadow Roots</a></li>
       
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   author  = {brucker and herzberg},
   title   = {A Formalization of Safely Composable Web Components},
   journal = {Archive of Formal Proofs},
   month   = September,
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   <meta name="viewport" content="width=device-width, initial-scale=1"><title>A Formally Verified Checker of the Safe Distance Traffic Rules for Autonomous Vehicles - Archive of Formal Proofs</title><meta name="description" content="The Vienna Convention on Road Traffic defines the safe distance
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     <span class='first'>A</span> <span class='first'>F</span>ormally <span class='first'>V</span>erified <span class='first'>C</span>hecker of the <span class='first'>S</span>afe <span class='first'>D</span>istance <span class='first'>T</span>raffic <span class='first'>R</span>ules for <span class='first'>A</span>utonomous <span class='first'>V</span>ehicles</h1>
   <div>
     
-    <p><a href="../authors/rizaldi">Albert Rizaldi</a> <a href="mailto:albert.rizaldi@ntu.edu.sg">📧</a> and <a href="../authors/immler">Fabian Immler</a> <a href="http://home.in.tum.de/~immler/">🌐</a>
+    <p><a href="../authors/rizaldi">Albert Rizaldi</a> <a href="mailto:albert.rizaldi@ntu.edu.sg">📧</a> and <a href="../authors/immler">Fabian Immler</a> <a href="https://home.in.tum.de/~immler/">🌐</a>
     </p>
     
     
     <p class="date">June 1, 2020</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">The Vienna Convention on Road Traffic defines the safe distance
 traffic rules informally. This could make autonomous vehicle liable
 for safe-distance-related accidents because there is no clear
 definition of how large a safe distance is. We provide a formally
 proven prescriptive definition of a safe distance, and checkers which
 can decide whether an autonomous vehicle is obeying the safe distance
 rule. Not only does our work apply to the domain of law, but it also
 serves as a specification for autonomous vehicle manufacturers and for
 online verification of path planners.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/algorithms/mathematical">Computer science/Algorithms/Mathematical</a></li><li><a href="../topics/mathematics/physics">Mathematics/Physics</a></li></ul>
   <h3>Theories of Safe_Distance</h3>
   <ul>
     <li><a href="../theories/safe_distance/#Safe_Distance">Safe_Distance</a></li>
     <li><a href="../theories/safe_distance/#Safe_Distance_Reaction">Safe_Distance_Reaction</a></li>
     <li><a href="../theories/safe_distance/#Evaluation">Evaluation</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/Sturm_Sequences.html">Sturm_Sequences</a></li></ul>
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   author  = {rizaldi and immler},
   title   = {A Formally Verified Checker of the Safe Distance Traffic Rules for Autonomous Vehicles},
   journal = {Archive of Formal Proofs},
   month   = June,
   year    = 2020,
   note    = {\url{https://isa-afp.org/entries/Safe_Distance.html},
             Formal proof development},
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   <h1 >
     <span class='first'>E</span>xtensions to the <span class='first'>C</span>omprehensive <span class='first'>F</span>ramework for <span class='first'>S</span>aturation <span class='first'>T</span>heorem <span class='first'>P</span>roving</h1>
   <div>
     
-    <p><a href="../authors/blanchette">Jasmin Christian Blanchette</a> <a href="https://www.cs.vu.nl/~jbe248/">🌐</a> and <a href="../authors/tourret">Sophie Tourret</a> <a href="https://www.mpi-inf.mpg.de/departments/automation-of-logic/people/sophie-tourret">🌐</a>
+    <p><a href="../authors/blanchette">Jasmin Christian Blanchette</a> <a href="https://www.cs.vu.nl/~jbe248/">🌐</a> and <a href="../authors/tourret">Sophie Tourret</a> <a href="https://www.mpi-inf.mpg.de/departments/automation-of-logic/people/sophie-tourret/">🌐</a>
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     <p class="date">August 25, 2020</p>
     
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 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">This Isabelle/HOL formalization extends the AFP entry
 <em>Saturation_Framework</em> with the following
 contributions:  <ul> <li>an application of the framework
 to prove Bachmair and Ganzinger's resolution prover RP
 refutationally complete, which was formalized in a more ad hoc fashion
 by Schlichtkrull et al. in the AFP entry
 <em>Ordered_Resultion_Prover</em>;</li>
 <li>generalizations of various basic concepts formalized by
 Schlichtkrull et al., which were needed to verify RP and could be
 useful to formalize other calculi, such as superposition;</li>
 <li>alternative proofs of fairness (and hence saturation and
 ultimately refutational completeness) for the given clause procedures
 GC and LGC, based on invariance.</li> </ul></div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/logic/general-logic/mechanization-of-proofs">Logic/General logic/Mechanization of proofs</a></li></ul>
   <h3>Theories of Saturation_Framework_Extensions</h3>
   <ul>
     <li><a href="../theories/saturation_framework_extensions/#Soundness">Soundness</a></li>
     <li><a href="../theories/saturation_framework_extensions/#Standard_Redundancy_Criterion">Standard_Redundancy_Criterion</a></li>
     <li><a href="../theories/saturation_framework_extensions/#Clausal_Calculus">Clausal_Calculus</a></li>
     <li><a href="../theories/saturation_framework_extensions/#FO_Ordered_Resolution_Prover_Revisited">FO_Ordered_Resolution_Prover_Revisited</a></li>
     <li><a href="../theories/saturation_framework_extensions/#Given_Clause_Architectures_Revisited">Given_Clause_Architectures_Revisited</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/First_Order_Terms.html">First_Order_Terms</a></li><li><a href="../entries/Ordered_Resolution_Prover.html">Ordered_Resolution_Prover</a></li><li><a href="../entries/Saturation_Framework.html">Saturation_Framework</a></li><li><a href="../entries/Well_Quasi_Orders.html">Well_Quasi_Orders</a></li></ul>
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   author  = {blanchette and tourret},
   title   = {Extensions to the Comprehensive Framework for Saturation Theorem Proving},
   journal = {Archive of Formal Proofs},
   month   = August,
   year    = 2020,
   note    = {\url{https://isa-afp.org/entries/Saturation_Framework_Extensions.html},
             Formal proof development},
   ISSN    = {2150-914x},
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   <h1 >
     <span class='first'>S</span>eparation <span class='first'>A</span>lgebra</h1>
   <div>
     
-    <p><a href="../authors/klein">Gerwin Klein</a> <a href="mailto:kleing@cse.unsw.edu.au">📧</a>, <a href="../authors/kolanski">Rafal Kolanski</a> <a href="mailto:rafal.kolanski@nicta.com.au">📧</a> and <a href="../authors/boyton">Andrew Boyton</a> <a href="mailto:andrew.boyton@nicta.com.au">📧</a>
+    <p><a href="../authors/klein">Gerwin Klein</a> <a href="mailto:kleing@unsw.edu.au">📧</a>, <a href="../authors/kolanski">Rafal Kolanski</a> <a href="mailto:rafal.kolanski@nicta.com.au">📧</a> and <a href="../authors/boyton">Andrew Boyton</a> <a href="mailto:andrew.boyton@nicta.com.au">📧</a>
     </p>
     
     
     <p class="date">May 11, 2012</p>
     
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 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">We present a generic type class implementation of separation algebra for Isabelle/HOL as well as lemmas and generic tactics which can be used directly for any instantiation of the type class. <P> The ex directory contains example instantiations that include structures such as a heap or virtual memory. <P> The abstract separation algebra is based upon "Abstract Separation Logic" by Calcagno et al. These theories are also the basis of the ITP 2012 rough diamond "Mechanised Separation Algebra" by the authors. <P> The aim of this work is to support and significantly reduce the effort for future separation logic developments in Isabelle/HOL by factoring out the part of separation logic that can be treated abstractly once and for all. This includes developing typical default rule sets for reasoning as well as automated tactic support for separation logic.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/programming-languages/logics">Computer science/Programming languages/Logics</a></li></ul>
   <h3>Theories of Separation_Algebra</h3>
   <ul>
     <li><a href="../theories/separation_algebra/#Separation_Algebra">Separation_Algebra</a></li>
     <li><a href="../theories/separation_algebra/#Sep_Heap_Instance">Sep_Heap_Instance</a></li>
     <li><a href="../theories/separation_algebra/#Sep_Tactics">Sep_Tactics</a></li>
     <li><a href="../theories/separation_algebra/#Simple_Separation_Example">Simple_Separation_Example</a></li>
     <li><a href="../theories/separation_algebra/#Sep_Tactics_Test">Sep_Tactics_Test</a></li>
     <li><a href="../theories/separation_algebra/#Map_Extra">Map_Extra</a></li>
     <li><a href="../theories/separation_algebra/#VM_Example">VM_Example</a></li>
     <li><a href="../theories/separation_algebra/#Separation_Algebra_Alt">Separation_Algebra_Alt</a></li>
     <li><a href="../theories/separation_algebra/#Sep_Eq">Sep_Eq</a></li>
     <li><a href="../theories/separation_algebra/#Types_D">Types_D</a></li>
     <li><a href="../theories/separation_algebra/#Abstract_Separation_D">Abstract_Separation_D</a></li>
     <li><a href="../theories/separation_algebra/#Separation_D">Separation_D</a></li></ul><div class="flex-wrap"><div>
     <h3>Used by</h3>
     <ul class="horizontal-list"><li><a href="../entries/Hoare_Time.html">Hoare_Time</a></li><li><a href="../entries/Separata.html">Separata</a></li></ul>
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     <ul class="horizontal-list">
       
       <li><a href="../entries/Separata.html">Separata: Isabelle tactics for Separation Algebra</a></li>
       
       <li><a href="../entries/Show.html">Haskell&rsquo;s Show Class in Isabelle/HOL</a></li>
       
       <li><a href="../entries/UTP.html">Isabelle/UTP: Mechanised Theory Engineering for Unifying Theories of Programming</a></li>
       
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   author  = {klein, kolanski and boyton},
   title   = {Separation Algebra},
   journal = {Archive of Formal Proofs},
   month   = May,
   year    = 2012,
   note    = {\url{https://isa-afp.org/entries/Separation_Algebra.html},
             Formal proof development},
   ISSN    = {2150-914x},
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diff --git a/web/entries/Shadow_DOM.html b/web/entries/Shadow_DOM.html
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   <h1 >
     <span class='first'>A</span> <span class='first'>F</span>ormal <span class='first'>M</span>odel of the <span class='first'>D</span>ocument <span class='first'>O</span>bject <span class='first'>M</span>odel <span class='first'>W</span>ith <span class='first'>S</span>hadow <span class='first'>R</span>oots</h1>
   <div>
     
-    <p><a href="../authors/brucker">Achim D. Brucker</a> <a href="https://www.brucker.ch">🌐</a> and <a href="../authors/herzberg">Michael Herzberg</a> <a href="http://www.dcs.shef.ac.uk/cgi-bin/makeperson?M.Herzberg">🌐</a>
+    <p><a href="../authors/brucker">Achim D. Brucker</a> <a href="https://www.brucker.ch/">🌐</a> and <a href="../authors/herzberg">Michael Herzberg</a> <a href="http://www.dcs.shef.ac.uk/cgi-bin/makeperson?M.Herzberg">🌐</a>
     </p>
     
     
     <p class="date">September 28, 2020</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">In this AFP entry, we extend our formalization of the core DOM with
 Shadow Roots. Shadow roots are a recent proposal of the web community
 to support a component-based development approach for client-side web
 applications.  Shadow roots are a significant extension to the DOM
 standard and, as web standards are condemned to be backward
 compatible, such extensions often result in complex specification that
 may contain unwanted subtleties that can be detected by a
 formalization.  Our Isabelle/HOL formalization is, in the sense of
 object-orientation, an extension of our formalization of the core DOM
 and enjoys the same basic properties, i.e., it is extensible, i.e.,
 can be extended without the need of re-proving already proven
 properties and executable, i.e., we can generate executable code from
 our specification. We exploit the executability to show that our
 formalization complies to the official standard of the W3C,
 respectively, the WHATWG.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/data-structures">Computer science/Data structures</a></li></ul>
   <h3>Theories of Shadow_DOM</h3>
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     <li><a href="../theories/shadow_dom/#ShadowRootClass">ShadowRootClass</a></li>
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     <li><a href="../theories/shadow_dom/#Shadow_DOM">Shadow_DOM</a></li>
     <li><a href="../theories/shadow_dom/#Shadow_DOM_BaseTest">Shadow_DOM_BaseTest</a></li>
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     <li><a href="../theories/shadow_dom/#Shadow_DOM_Document_adoptNode">Shadow_DOM_Document_adoptNode</a></li>
     <li><a href="../theories/shadow_dom/#Shadow_DOM_Document_getElementById">Shadow_DOM_Document_getElementById</a></li>
     <li><a href="../theories/shadow_dom/#Shadow_DOM_Node_insertBefore">Shadow_DOM_Node_insertBefore</a></li>
     <li><a href="../theories/shadow_dom/#Shadow_DOM_Node_removeChild">Shadow_DOM_Node_removeChild</a></li>
     <li><a href="../theories/shadow_dom/#Shadow_DOM_Tests">Shadow_DOM_Tests</a></li></ul><div class="flex-wrap"><div>
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     <ul class="horizontal-list"><li><a href="../entries/DOM_Components.html">DOM_Components</a></li></ul>
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     <h3>Related Entries</h3>
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       <li><a href="../entries/Shadow_SC_DOM.html">A Formal Model of the Safely Composable Document Object Model with Shadow Roots</a></li>
       
       <li><a href="../entries/DOM_Components.html">A Formalization of Web Components</a></li>
       
       <li><a href="../entries/SC_DOM_Components.html">A Formalization of Safely Composable Web Components</a></li>
       
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       <pre id="copyText">@article{Shadow_DOM-AFP,
   author  = {brucker and herzberg},
   title   = {A Formal Model of the Document Object Model with Shadow Roots},
   journal = {Archive of Formal Proofs},
   month   = September,
   year    = 2020,
   note    = {\url{https://isa-afp.org/entries/Shadow_DOM.html},
             Formal proof development},
   ISSN    = {2150-914x},
 }</pre>
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   <h1 >
     <span class='first'>A</span> <span class='first'>F</span>ormal <span class='first'>M</span>odel of the <span class='first'>S</span>afely <span class='first'>C</span>omposable <span class='first'>D</span>ocument <span class='first'>O</span>bject <span class='first'>M</span>odel <span class='first'>W</span>ith <span class='first'>S</span>hadow <span class='first'>R</span>oots</h1>
   <div>
     
-    <p><a href="../authors/brucker">Achim D. Brucker</a> <a href="https://www.brucker.ch">🌐</a> and <a href="../authors/herzberg">Michael Herzberg</a> <a href="http://www.dcs.shef.ac.uk/cgi-bin/makeperson?M.Herzberg">🌐</a>
+    <p><a href="../authors/brucker">Achim D. Brucker</a> <a href="https://www.brucker.ch/">🌐</a> and <a href="../authors/herzberg">Michael Herzberg</a> <a href="http://www.dcs.shef.ac.uk/cgi-bin/makeperson?M.Herzberg">🌐</a>
     </p>
     
     
     <p class="date">September 28, 2020</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">In this AFP entry, we extend our formalization of the safely
 composable DOM with Shadow Roots. This is a proposal for Shadow Roots
 with stricter safety guarantess than the standard compliant
 formalization (see "Shadow DOM"). Shadow Roots are a recent
 proposal of the web community to support a component-based development
 approach for client-side web applications.  Shadow roots are a
 significant extension to the DOM standard and, as web standards are
 condemned to be backward compatible, such extensions often result in
 complex specification that may contain unwanted subtleties that can be
 detected by a formalization.  Our Isabelle/HOL formalization is, in
 the sense of object-orientation, an extension of our formalization of
 the core DOM and enjoys the same basic properties, i.e., it is
 extensible, i.e., can be extended without the need of re-proving
 already proven properties and executable, i.e., we can generate
 executable code from our specification. We exploit the executability
 to show that our formalization complies to the official standard of
 the W3C, respectively, the WHATWG.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/data-structures">Computer science/Data structures</a></li></ul>
   <h3>Theories of Shadow_SC_DOM</h3>
   <ul>
     <li><a href="../theories/shadow_sc_dom/#ShadowRootClass">ShadowRootClass</a></li>
     <li><a href="../theories/shadow_sc_dom/#ShadowRootMonad">ShadowRootMonad</a></li>
     <li><a href="../theories/shadow_sc_dom/#Shadow_DOM">Shadow_DOM</a></li>
     <li><a href="../theories/shadow_sc_dom/#Shadow_DOM_BaseTest">Shadow_DOM_BaseTest</a></li>
     <li><a href="../theories/shadow_sc_dom/#slots">slots</a></li>
     <li><a href="../theories/shadow_sc_dom/#slots_fallback">slots_fallback</a></li>
     <li><a href="../theories/shadow_sc_dom/#Shadow_DOM_Document_adoptNode">Shadow_DOM_Document_adoptNode</a></li>
     <li><a href="../theories/shadow_sc_dom/#Shadow_DOM_Document_getElementById">Shadow_DOM_Document_getElementById</a></li>
     <li><a href="../theories/shadow_sc_dom/#Shadow_DOM_Node_insertBefore">Shadow_DOM_Node_insertBefore</a></li>
     <li><a href="../theories/shadow_sc_dom/#Shadow_DOM_Node_removeChild">Shadow_DOM_Node_removeChild</a></li>
     <li><a href="../theories/shadow_sc_dom/#Shadow_DOM_Tests">Shadow_DOM_Tests</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/Core_SC_DOM.html">Core_SC_DOM</a></li></ul>
   </div><div>
     <h3>Used by</h3>
     <ul class="horizontal-list"><li><a href="../entries/SC_DOM_Components.html">SC_DOM_Components</a></li></ul>
   </div>
   
   <div>
     <h3>Related Entries</h3>
     <ul class="horizontal-list">
       
       <li><a href="../entries/Shadow_DOM.html">A Formal Model of the Document Object Model with Shadow Roots</a></li>
       
       <li><a href="../entries/DOM_Components.html">A Formalization of Web Components</a></li>
       
       <li><a href="../entries/SC_DOM_Components.html">A Formalization of Safely Composable Web Components</a></li>
       
     </ul>
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   author  = {brucker and herzberg},
   title   = {A Formal Model of the Safely Composable Document Object Model with Shadow Roots},
   journal = {Archive of Formal Proofs},
   month   = September,
   year    = 2020,
   note    = {\url{https://isa-afp.org/entries/Shadow_SC_DOM.html},
             Formal proof development},
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diff --git a/web/entries/Sigma_Commit_Crypto.html b/web/entries/Sigma_Commit_Crypto.html
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   <h1 >
     <span class='first'>S</span>igma <span class='first'>P</span>rotocols and <span class='first'>C</span>ommitment <span class='first'>S</span>chemes</h1>
   <div>
     
-    <p><a href="../authors/butler">David Butler</a> <a href="https://www.turing.ac.uk/people/doctoral-students/david-butler">🌐</a> and <a href="../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de">🌐</a>
+    <p><a href="../authors/butler">David Butler</a> <a href="https://www.turing.ac.uk/people/doctoral-students/david-butler">🌐</a> and <a href="../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de/">🌐</a>
     </p>
     
     
     <p class="date">October 7, 2019</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">We use CryptHOL to formalise commitment schemes and Sigma-protocols.
 Both are widely used fundamental two party cryptographic primitives.
 Security for commitment schemes is considered using game-based
 definitions whereas the security of Sigma-protocols is considered
 using both the game-based and simulation-based security paradigms. In
 this work, we first define security for both primitives and then prove
 secure multiple case studies: the Schnorr, Chaum-Pedersen and
 Okamoto Sigma-protocols as well as a construction that allows for
 compound (AND and OR statements) Sigma-protocols and the Pedersen and
 Rivest commitment schemes. We also prove that commitment schemes can
 be constructed from Sigma-protocols. We formalise this proof at an
 abstract level, only assuming the existence of a Sigma-protocol;
 consequently, the instantiations of this result for the concrete
 Sigma-protocols we consider come for free.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/security/cryptography">Computer science/Security/Cryptography</a></li></ul>
   <h3>Theories of Sigma_Commit_Crypto</h3>
   <ul>
     <li><a href="../theories/sigma_commit_crypto/#Commitment_Schemes">Commitment_Schemes</a></li>
     <li><a href="../theories/sigma_commit_crypto/#Cyclic_Group_Ext">Cyclic_Group_Ext</a></li>
     <li><a href="../theories/sigma_commit_crypto/#Discrete_Log">Discrete_Log</a></li>
     <li><a href="../theories/sigma_commit_crypto/#Number_Theory_Aux">Number_Theory_Aux</a></li>
     <li><a href="../theories/sigma_commit_crypto/#Uniform_Sampling">Uniform_Sampling</a></li>
     <li><a href="../theories/sigma_commit_crypto/#Pedersen">Pedersen</a></li>
     <li><a href="../theories/sigma_commit_crypto/#Rivest">Rivest</a></li>
     <li><a href="../theories/sigma_commit_crypto/#Sigma_Protocols">Sigma_Protocols</a></li>
     <li><a href="../theories/sigma_commit_crypto/#Schnorr_Sigma_Commit">Schnorr_Sigma_Commit</a></li>
     <li><a href="../theories/sigma_commit_crypto/#Chaum_Pedersen_Sigma_Commit">Chaum_Pedersen_Sigma_Commit</a></li>
     <li><a href="../theories/sigma_commit_crypto/#Okamoto_Sigma_Commit">Okamoto_Sigma_Commit</a></li>
     <li><a href="../theories/sigma_commit_crypto/#Xor">Xor</a></li>
     <li><a href="../theories/sigma_commit_crypto/#Sigma_AND">Sigma_AND</a></li>
     <li><a href="../theories/sigma_commit_crypto/#Sigma_OR">Sigma_OR</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/CryptHOL.html">CryptHOL</a></li></ul>
   </div><div>
     <h3>Used by</h3>
     <ul class="horizontal-list"><li><a href="../entries/Constructive_Cryptography_CM.html">Constructive_Cryptography_CM</a></li></ul>
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       <pre id="copyText">@article{Sigma_Commit_Crypto-AFP,
   author  = {butler and lochbihler},
   title   = {Sigma Protocols and Commitment Schemes},
   journal = {Archive of Formal Proofs},
   month   = October,
   year    = 2019,
   note    = {\url{https://isa-afp.org/entries/Sigma_Commit_Crypto.html},
             Formal proof development},
   ISSN    = {2150-914x},
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diff --git a/web/entries/Simple_Firewall.html b/web/entries/Simple_Firewall.html
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   <h1 >
     <span class='first'>S</span>imple <span class='first'>F</span>irewall</h1>
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-    <p><a href="../authors/diekmann">Cornelius Diekmann</a> <a href="http://net.in.tum.de/~diekmann">🌐</a>, <a href="../authors/michaelis">Julius Michaelis</a> <a href="http://liftm.de">🌐</a> and <a href="../authors/haslbeck">Max W. Haslbeck</a> <a href="http://cl-informatik.uibk.ac.at/users/mhaslbeck//">🌐</a>
+    <p><a href="../authors/diekmann">Cornelius Diekmann</a> <a href="http://net.in.tum.de/~diekmann">🌐</a>, <a href="../authors/michaelis">Julius Michaelis</a> <a href="http://liftm.de/">🌐</a> and <a href="../authors/haslbeck">Max W. Haslbeck</a> <a href="http://cl-informatik.uibk.ac.at/users/mhaslbeck/">🌐</a>
     </p>
     
     
     <p class="date">August 24, 2016</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">We present a simple model of a firewall. The firewall can accept or
 drop a packet and can match on interfaces, IP addresses, protocol, and
 ports. It was designed to feature nice mathematical properties: The
 type of match expressions was carefully crafted such that the
 conjunction of two match expressions is only one match expression.
 This model is too simplistic to mirror all aspects of the real world.
 In the upcoming entry "Iptables Semantics", we will translate the
 Linux firewall iptables to this model.  For a fixed service (e.g. ssh,
 http), we provide an algorithm to compute an overview of the
 firewall's filtering behavior. The algorithm computes minimal service
 matrices, i.e. graphs which partition the complete IPv4 and IPv6
 address space and visualize the allowed accesses between partitions.
 For a detailed description, see
 <a href="http://dl.ifip.org/db/conf/networking/networking2016/1570232858.pdf">Verified iptables Firewall
 Analysis</a>, IFIP Networking 2016.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/networks">Computer science/Networks</a></li></ul>
   <h3>Theories of Simple_Firewall</h3>
   <ul>
     <li><a href="../theories/simple_firewall/#Lib_Enum_toString">Lib_Enum_toString</a></li>
     <li><a href="../theories/simple_firewall/#L4_Protocol">L4_Protocol</a></li>
     <li><a href="../theories/simple_firewall/#Simple_Packet">Simple_Packet</a></li>
     <li><a href="../theories/simple_firewall/#Firewall_Common_Decision_State">Firewall_Common_Decision_State</a></li>
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     <li><a href="../theories/simple_firewall/#SimpleFw_Syntax">SimpleFw_Syntax</a></li>
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     <li><a href="../theories/simple_firewall/#SimpleFw_toString">SimpleFw_toString</a></li></ul><div class="flex-wrap"><div>
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     <ul class="horizontal-list"><li><a href="../entries/IP_Addresses.html">IP_Addresses</a></li></ul>
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     <ul class="horizontal-list"><li><a href="../entries/Routing.html">Routing</a></li></ul>
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       <li><a href="../entries/IP_Addresses.html">IP Addresses</a></li>
       
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       <pre id="copyText">@article{Simple_Firewall-AFP,
   author  = {diekmann, michaelis and haslbeck},
   title   = {Simple Firewall},
   journal = {Archive of Formal Proofs},
   month   = August,
   year    = 2016,
   note    = {\url{https://isa-afp.org/entries/Simple_Firewall.html},
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   <h1 >
     <span class='first'>A</span>n <span class='first'>I</span>ncremental <span class='first'>S</span>implex <span class='first'>A</span>lgorithm <span class='first'>W</span>ith <span class='first'>U</span>nsatisfiable <span class='first'>C</span>ore <span class='first'>G</span>eneration</h1>
   <div>
     
-    <p><a href="../authors/maricf">Filip Marić</a> <a href="mailto:filip@matf.bg.ac.rs">📧</a>, <a href="../authors/spasic">Mirko Spasić</a> <a href="mailto:mirko@matf.bg.ac.rs">📧</a> and <a href="../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/~thiemann/">🌐</a>
+    <p><a href="../authors/maricf">Filip Marić</a> <a href="mailto:filip@matf.bg.ac.rs">📧</a>, <a href="../authors/spasic">Mirko Spasić</a> <a href="mailto:mirko@matf.bg.ac.rs">📧</a> and <a href="../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/users/thiemann/">🌐</a>
     </p>
     
     
     <p class="date">August 24, 2018</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">We present an Isabelle/HOL formalization and total correctness proof
 for the incremental version of the Simplex algorithm which is used in
 most state-of-the-art SMT solvers. It supports extraction of
 satisfying assignments, extraction of minimal unsatisfiable cores, incremental
 assertion of constraints and backtracking. The formalization relies on
 stepwise program refinement, starting from a simple specification,
 going through a number of refinement steps, and ending up in a fully
 executable functional implementation. Symmetries present in the
 algorithm are handled with special care.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/algorithms/optimization">Computer science/Algorithms/Optimization</a></li></ul>
   <h3>Theories of Simplex</h3>
   <ul>
     <li><a href="../theories/simplex/#Simplex_Auxiliary">Simplex_Auxiliary</a></li>
     <li><a href="../theories/simplex/#Rel_Chain">Rel_Chain</a></li>
     <li><a href="../theories/simplex/#Simplex_Algebra">Simplex_Algebra</a></li>
     <li><a href="../theories/simplex/#Abstract_Linear_Poly">Abstract_Linear_Poly</a></li>
     <li><a href="../theories/simplex/#Linear_Poly_Maps">Linear_Poly_Maps</a></li>
     <li><a href="../theories/simplex/#QDelta">QDelta</a></li>
     <li><a href="../theories/simplex/#Simplex">Simplex</a></li>
     <li><a href="../theories/simplex/#Simplex_Incremental">Simplex_Incremental</a></li></ul><div class="flex-wrap"><div>
     <h3>Used by</h3>
     <ul class="horizontal-list"><li><a href="../entries/Farkas.html">Farkas</a></li></ul>
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   author  = {maricf, spasic and thiemann},
   title   = {An Incremental Simplex Algorithm with Unsatisfiable Core Generation},
   journal = {Archive of Formal Proofs},
   month   = August,
   year    = 2018,
   note    = {\url{https://isa-afp.org/entries/Simplex.html},
             Formal proof development},
   ISSN    = {2150-914x},
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diff --git a/web/entries/Skew_Heap.html b/web/entries/Skew_Heap.html
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   <h1 >
     <span class='first'>S</span>kew <span class='first'>H</span>eap</h1>
   <div>
     
-    <p><a href="../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a>
+    <p><a href="../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a>
     </p>
     
     
     <p class="date">August 13, 2014</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">Skew heaps are an amazingly simple and lightweight implementation of
 priority queues. They were invented by Sleator and Tarjan [SIAM 1986]
 and have logarithmic amortized complexity. This entry provides executable
 and verified functional skew heaps.
 <p>
 The amortized complexity of skew heaps is analyzed in the AFP entry
 <a href="http://isa-afp.org/entries/Amortized_Complexity.html">Amortized Complexity</a>.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/data-structures">Computer science/Data structures</a></li></ul>
   <h3>Theories of Skew_Heap</h3>
   <ul>
     <li><a href="../theories/skew_heap/#Skew_Heap">Skew_Heap</a></li></ul><div class="flex-wrap"><div>
     <h3>Used by</h3>
     <ul class="horizontal-list"><li><a href="../entries/Amortized_Complexity.html">Amortized_Complexity</a></li></ul>
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       <li><a href="../entries/Amortized_Complexity.html">Amortized Complexity Verified</a></li>
       
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   author  = {nipkow},
   title   = {Skew Heap},
   journal = {Archive of Formal Proofs},
   month   = August,
   year    = 2014,
   note    = {\url{https://isa-afp.org/entries/Skew_Heap.html},
             Formal proof development},
   ISSN    = {2150-914x},
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   <h1 >
     <span class='first'>F</span>ormalization of an <span class='first'>A</span>lgorithm for <span class='first'>G</span>reedily <span class='first'>C</span>omputing <span class='first'>A</span>ssociative <span class='first'>A</span>ggregations on <span class='first'>S</span>liding <span class='first'>W</span>indows</h1>
   <div>
     
-    <p><a href="../authors/heimes">Lukas Heimes</a>, <a href="../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io">🌐</a> and <a href="../authors/schneider">Joshua Schneider</a>
+    <p><a href="../authors/heimes">Lukas Heimes</a>, <a href="../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io/">🌐</a> and <a href="../authors/schneider">Joshua Schneider</a>
     </p>
     
     
     <p class="date">April 10, 2020</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">Basin et al.'s <a
 href="https://doi.org/10.1016/j.ipl.2014.09.009">sliding
 window algorithm (SWA)</a> is an algorithm for combining the
 elements of subsequences of a sequence with an associative operator.
 It is greedy and minimizes the number of operator applications. We
 formalize the algorithm and verify its functional correctness. We
 extend the algorithm with additional operations and provide an
 alternative interface to the slide operation that does not require the
 entire input sequence.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/algorithms">Computer science/Algorithms</a></li></ul>
   <h3>Theories of Sliding_Window_Algorithm</h3>
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     <li><a href="../theories/sliding_window_algorithm/#SWA">SWA</a></li></ul><div class="flex-wrap">
   
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   title   = {Formalization of an Algorithm for Greedily Computing Associative Aggregations on Sliding Windows},
   journal = {Archive of Formal Proofs},
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   <h1 >
     <span class='first'>S</span>mooth <span class='first'>M</span>anifolds</h1>
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-    <p><a href="../authors/immler">Fabian Immler</a> <a href="http://home.in.tum.de/~immler/">🌐</a> and <a href="../authors/zhan">Bohua Zhan</a> <a href="http://lcs.ios.ac.cn/~bzhan/">🌐</a>
+    <p><a href="../authors/immler">Fabian Immler</a> <a href="https://home.in.tum.de/~immler/">🌐</a> and <a href="../authors/zhan">Bohua Zhan</a> <a href="http://lcs.ios.ac.cn/~bzhan/">🌐</a>
     </p>
     
     
     <p class="date">October 22, 2018</p>
     
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 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">We formalize the definition and basic properties of smooth manifolds
 in Isabelle/HOL. Concepts covered include partition of unity, tangent
 and cotangent spaces, and the fundamental theorem of path integrals.
 We also examine some concrete manifolds such as spheres and projective
 spaces. The formalization makes extensive use of the analysis and
 linear algebra libraries in Isabelle/HOL, in particular its
 “types-to-sets” mechanism.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/analysis">Mathematics/Analysis</a></li><li><a href="../topics/mathematics/topology">Mathematics/Topology</a></li></ul>
   <h3>Theories of Smooth_Manifolds</h3>
   <ul>
     <li><a href="../theories/smooth_manifolds/#Analysis_More">Analysis_More</a></li>
     <li><a href="../theories/smooth_manifolds/#Smooth">Smooth</a></li>
     <li><a href="../theories/smooth_manifolds/#Bump_Function">Bump_Function</a></li>
     <li><a href="../theories/smooth_manifolds/#Chart">Chart</a></li>
     <li><a href="../theories/smooth_manifolds/#Topological_Manifold">Topological_Manifold</a></li>
     <li><a href="../theories/smooth_manifolds/#Differentiable_Manifold">Differentiable_Manifold</a></li>
     <li><a href="../theories/smooth_manifolds/#Partition_Of_Unity">Partition_Of_Unity</a></li>
     <li><a href="../theories/smooth_manifolds/#Tangent_Space">Tangent_Space</a></li>
     <li><a href="../theories/smooth_manifolds/#Cotangent_Space">Cotangent_Space</a></li>
     <li><a href="../theories/smooth_manifolds/#Product_Manifold">Product_Manifold</a></li>
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     <li><a href="../theories/smooth_manifolds/#Projective_Space">Projective_Space</a></li></ul><div class="flex-wrap">
   
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       <li><a href="../entries/Symmetric_Polynomials.html">Symmetric Polynomials</a></li>
       
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   author  = {immler and zhan},
   title   = {Smooth Manifolds},
   journal = {Archive of Formal Proofs},
   month   = October,
   year    = 2018,
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             Formal proof development},
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diff --git a/web/entries/Sophomores_Dream.html b/web/entries/Sophomores_Dream.html
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   <h1 >
     <span class='first'>T</span>he <span class='first'>S</span>ophomore's <span class='first'>D</span>ream</h1>
   <div>
     
-    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a>
+    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a>
     </p>
     
     
     <p class="date">April 10, 2022</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process"><p>This article provides a brief formalisation of the two
 equations known as the <em>Sophomore's Dream</em>,
 first discovered by Johann Bernoulli in 1697:</p> \[\int_0^1
 x^{-x}\,\text{d}x = \sum_{n=1}^\infty n^{-n} \quad\text{and}\quad
 \int_0^1 x^x\,\text{d}x = -\sum_{n=1}^\infty (-n)^{-n}\]</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/analysis">Mathematics/Analysis</a></li></ul>
   <h3>Theories of Sophomores_Dream</h3>
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   author  = {eberl},
   title   = {The Sophomore&#39;s Dream},
   journal = {Archive of Formal Proofs},
   month   = April,
   year    = 2022,
   note    = {\url{https://isa-afp.org/entries/Sophomores_Dream.html},
             Formal proof development},
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   <h1 >
     <span class='first'>R</span>eal-<span class='first'>V</span>alued <span class='first'>S</span>pecial <span class='first'>F</span>unctions: <span class='first'>U</span>pper and <span class='first'>L</span>ower <span class='first'>B</span>ounds</h1>
   <div>
     
-    <p><a href="../authors/paulson">Lawrence C. Paulson</a> <a href="http://www.cl.cam.ac.uk/~lp15/">🌐</a>
+    <p><a href="../authors/paulson">Lawrence C. Paulson</a> <a href="https://www.cl.cam.ac.uk/~lp15/">🌐</a>
     </p>
     
     
     <p class="date">August 29, 2014</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">This development proves upper and lower bounds for several familiar real-valued functions. For sin, cos, exp and sqrt, it defines and verifies infinite families of upper and lower bounds, mostly based on Taylor series expansions. For arctan, ln and exp, it verifies a finite collection of upper and lower bounds, originally obtained from the functions' continued fraction expansions using the computer algebra system Maple. A common theme in these proofs is to take the difference between a function and its approximation, which should be zero at one point, and then consider the sign of the derivative. The immediate purpose of this development is to verify axioms used by MetiTarski, an automatic theorem prover for real-valued special functions. Crucial to MetiTarski's operation is the provision of upper and lower bounds for each function of interest.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/analysis">Mathematics/Analysis</a></li></ul>
   <h3>Theories of Special_Function_Bounds</h3>
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     <li><a href="../theories/special_function_bounds/#Bounds_Lemmas">Bounds_Lemmas</a></li>
     <li><a href="../theories/special_function_bounds/#Atan_CF_Bounds">Atan_CF_Bounds</a></li>
     <li><a href="../theories/special_function_bounds/#Exp_Bounds">Exp_Bounds</a></li>
     <li><a href="../theories/special_function_bounds/#Log_CF_Bounds">Log_CF_Bounds</a></li>
     <li><a href="../theories/special_function_bounds/#Sin_Cos_Bounds">Sin_Cos_Bounds</a></li>
     <li><a href="../theories/special_function_bounds/#Sqrt_Bounds">Sqrt_Bounds</a></li></ul><div class="flex-wrap"><div>
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     <ul class="horizontal-list"><li><a href="../entries/Sturm_Sequences.html">Sturm_Sequences</a></li></ul>
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   <h1 >
     <span class='first'>S</span>play <span class='first'>T</span>ree</h1>
   <div>
     
-    <p><a href="../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a>
+    <p><a href="../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a>
     </p>
     
     
     <p class="date">August 12, 2014</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">Splay trees are self-adjusting binary search trees which were invented by Sleator and Tarjan [JACM 1985].
 This entry provides executable and verified functional splay trees
 as well as the related splay heaps (due to Okasaki).
 <p>
 The amortized complexity of splay trees and heaps is analyzed in the AFP entry
 <a href="http://isa-afp.org/entries/Amortized_Complexity.html">Amortized Complexity</a>.</div>BSD License<h3>Change history</h3>
 
   <p>[2016-07-12] Moved splay heaps here from Amortized_Complexity</p><h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/data-structures">Computer science/Data structures</a></li></ul>
   <h3>Theories of Splay_Tree</h3>
   <ul>
     <li><a href="../theories/splay_tree/#Splay_Tree">Splay_Tree</a></li>
     <li><a href="../theories/splay_tree/#Splay_Map">Splay_Map</a></li>
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   note    = {\url{https://isa-afp.org/entries/Splay_Tree.html},
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   <h1 >
     <span class='first'>T</span>he <span class='first'>S</span>tern-<span class='first'>B</span>rocot <span class='first'>T</span>ree</h1>
   <div>
     
-    <p><a href="../authors/gammie">Peter Gammie</a> <a href="http://peteg.org">🌐</a> and <a href="../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de">🌐</a>
+    <p><a href="../authors/gammie">Peter Gammie</a> <a href="http://peteg.org">🌐</a> and <a href="../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de/">🌐</a>
     </p>
     
     
     <p class="date">December 22, 2015</p>
     
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 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">The Stern-Brocot tree contains all rational numbers exactly once and in their lowest terms.  We formalise the Stern-Brocot tree as a coinductive tree using recursive and iterative specifications, which we have proven equivalent, and show that it indeed contains all the numbers as stated.  Following Hinze, we prove that the Stern-Brocot tree can be linearised looplessly into Stern's diatonic sequence (also known as Dijkstra's fusc function) and that it is a permutation of the Bird tree.
 </p><p>
 The reasoning stays at an abstract level by appealing to the uniqueness of solutions of guarded recursive equations and lifting algebraic laws point-wise to trees and streams using applicative functors.
 </p></div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/number-theory">Mathematics/Number theory</a></li></ul>
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   author  = {gammie and lochbihler},
   title   = {The Stern-Brocot Tree},
   journal = {Archive of Formal Proofs},
   month   = December,
   year    = 2015,
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             Formal proof development},
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   <h1 >
     <span class='first'>S</span>tirling's <span class='first'>F</span>ormula</h1>
   <div>
     
-    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a>
+    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a>
     </p>
     
     
     <p class="date">September 1, 2016</p>
     
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 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process"><p>This work contains a proof of Stirling's formula both for the factorial $n! \sim \sqrt{2\pi n} (n/e)^n$ on natural numbers and the real
 Gamma function $\Gamma(x)\sim \sqrt{2\pi/x} (x/e)^x$. The proof is based on work by <a
 href="http://www.maths.lancs.ac.uk/~jameson/stirlgamma.pdf">Graham Jameson</a>.</p>
 <p>This is then extended to the full asymptotic expansion
 $$\log\Gamma(z) = \big(z - \tfrac{1}{2}\big)\log z - z + \tfrac{1}{2}\log(2\pi) + \sum_{k=1}^{n-1} \frac{B_{k+1}}{k(k+1)} z^{-k}\\
 {} - \frac{1}{n} \int_0^\infty B_n([t])(t + z)^{-n}\,\text{d}t$$
 uniformly for all complex $z\neq 0$ in the cone $\text{arg}(z)\leq \alpha$ for any $\alpha\in(0,\pi)$, with which the above asymptotic
 relation for &Gamma; is also extended to complex arguments.</p></div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/analysis">Mathematics/Analysis</a></li></ul>
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     <li><a href="../theories/stirling_formula/#Stirling_Formula">Stirling_Formula</a></li>
     <li><a href="../theories/stirling_formula/#Gamma_Asymptotics">Gamma_Asymptotics</a></li></ul><div class="flex-wrap"><div>
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   author  = {eberl},
   title   = {Stirling&#39;s formula},
   journal = {Archive of Formal Proofs},
   month   = September,
   year    = 2016,
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   <meta name="viewport" content="width=device-width, initial-scale=1"><title>Stochastic Matrices and the Perron-Frobenius Theorem - Archive of Formal Proofs</title><meta name="description" content="Stochastic matrices are a convenient way to model discrete-time and
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   <h1 >
     <span class='first'>S</span>tochastic <span class='first'>M</span>atrices and the <span class='first'>P</span>erron-<span class='first'>F</span>robenius <span class='first'>T</span>heorem</h1>
   <div>
     
-    <p><a href="../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/~thiemann">🌐</a>
+    <p><a href="../authors/thiemann">René Thiemann</a> <a href="http://cl-informatik.uibk.ac.at/users/thiemann/">🌐</a>
     </p>
     
     
     <p class="date">November 22, 2017</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">Stochastic matrices are a convenient way to model discrete-time and
 finite state Markov chains. The Perron&ndash;Frobenius theorem
 tells us something about the existence and uniqueness of non-negative
 eigenvectors of a stochastic matrix.  In this entry, we formalize
 stochastic matrices, link the formalization to the existing AFP-entry
 on Markov chains, and apply the Perron&ndash;Frobenius theorem to
 prove that stationary distributions always exist, and they are unique
 if the stochastic matrix is irreducible.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/algebra">Mathematics/Algebra</a></li><li><a href="../topics/computer-science/automata-and-formal-languages">Computer science/Automata and formal languages</a></li></ul>
   <h3>Theories of Stochastic_Matrices</h3>
   <ul>
     <li><a href="../theories/stochastic_matrices/#Stochastic_Matrix">Stochastic_Matrix</a></li>
     <li><a href="../theories/stochastic_matrices/#Stochastic_Vector_PMF">Stochastic_Vector_PMF</a></li>
     <li><a href="../theories/stochastic_matrices/#Stochastic_Matrix_Markov_Models">Stochastic_Matrix_Markov_Models</a></li>
     <li><a href="../theories/stochastic_matrices/#Eigenspace">Eigenspace</a></li>
     <li><a href="../theories/stochastic_matrices/#Stochastic_Matrix_Perron_Frobenius">Stochastic_Matrix_Perron_Frobenius</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/Jordan_Normal_Form.html">Jordan_Normal_Form</a></li><li><a href="../entries/Markov_Models.html">Markov_Models</a></li><li><a href="../entries/Perron_Frobenius.html">Perron_Frobenius</a></li></ul>
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     <h3>Related Entries</h3>
     <ul class="horizontal-list">
       
       <li><a href="../entries/Perron_Frobenius.html">Perron-Frobenius Theorem for Spectral Radius Analysis</a></li>
       
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   author  = {thiemann},
   title   = {Stochastic Matrices and the Perron-Frobenius Theorem},
   journal = {Archive of Formal Proofs},
   month   = November,
   year    = 2017,
   note    = {\url{https://isa-afp.org/entries/Stochastic_Matrices.html},
             Formal proof development},
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diff --git a/web/entries/Stone_Algebras.html b/web/entries/Stone_Algebras.html
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   <h1 >
     <span class='first'>S</span>tone <span class='first'>A</span>lgebras</h1>
   <div>
     
-    <p><a href="../authors/guttmann">Walter Guttmann</a> <a href="http://www.cosc.canterbury.ac.nz/walter.guttmann/">🌐</a>
+    <p><a href="../authors/guttmann">Walter Guttmann</a> <a href="https://www.cosc.canterbury.ac.nz/walter.guttmann/">🌐</a>
     </p>
     
     
     <p class="date">September 6, 2016</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">A range of algebras between lattices and Boolean algebras generalise
 the notion of a complement. We develop a hierarchy of these
 pseudo-complemented algebras that includes Stone algebras.
 Independently of this theory we study filters based on partial orders.
 Both theories are combined to prove Chen and Grätzer's construction
 theorem for Stone algebras. The latter involves extensive reasoning
 about algebraic structures in addition to reasoning in algebraic
 structures.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/order">Mathematics/Order</a></li></ul>
   <h3>Theories of Stone_Algebras</h3>
   <ul>
     <li><a href="../theories/stone_algebras/#Lattice_Basics">Lattice_Basics</a></li>
     <li><a href="../theories/stone_algebras/#P_Algebras">P_Algebras</a></li>
     <li><a href="../theories/stone_algebras/#Filters">Filters</a></li>
     <li><a href="../theories/stone_algebras/#Stone_Construction">Stone_Construction</a></li></ul><div class="flex-wrap"><div>
     <h3>Used by</h3>
     <ul class="horizontal-list"><li><a href="../entries/Subset_Boolean_Algebras.html">Subset_Boolean_Algebras</a></li><li><a href="../entries/Stone_Relation_Algebras.html">Stone_Relation_Algebras</a></li></ul>
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   author  = {guttmann},
   title   = {Stone Algebras},
   journal = {Archive of Formal Proofs},
   month   = September,
   year    = 2016,
   note    = {\url{https://isa-afp.org/entries/Stone_Algebras.html},
             Formal proof development},
   ISSN    = {2150-914x},
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diff --git a/web/entries/Stone_Kleene_Relation_Algebras.html b/web/entries/Stone_Kleene_Relation_Algebras.html
--- a/web/entries/Stone_Kleene_Relation_Algebras.html
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 algebras with a Kleene star operation to describe reachability in
 weighted graphs...."><meta property="og:title" content="Stone-Kleene Relation Algebras" />
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   <h1 >
     <span class='first'>S</span>tone-<span class='first'>K</span>leene <span class='first'>R</span>elation <span class='first'>A</span>lgebras</h1>
   <div>
     
-    <p><a href="../authors/guttmann">Walter Guttmann</a> <a href="http://www.cosc.canterbury.ac.nz/walter.guttmann/">🌐</a>
+    <p><a href="../authors/guttmann">Walter Guttmann</a> <a href="https://www.cosc.canterbury.ac.nz/walter.guttmann/">🌐</a>
     </p>
     
     
     <p class="date">July 6, 2017</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">We develop Stone-Kleene relation algebras, which expand Stone relation
 algebras with a Kleene star operation to describe reachability in
 weighted graphs. Many properties of the Kleene star arise as a special
 case of a more general theory of iteration based on Conway semirings
 extended by simulation axioms. This includes several theorems
 representing complex program transformations. We formally prove the
 correctness of Conway's automata-based construction of the Kleene
 star of a matrix. We prove numerous results useful for reasoning about
 weighted graphs.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/algebra">Mathematics/Algebra</a></li></ul>
   <h3>Theories of Stone_Kleene_Relation_Algebras</h3>
   <ul>
     <li><a href="../theories/stone_kleene_relation_algebras/#Iterings">Iterings</a></li>
     <li><a href="../theories/stone_kleene_relation_algebras/#Kleene_Algebras">Kleene_Algebras</a></li>
     <li><a href="../theories/stone_kleene_relation_algebras/#Kleene_Relation_Algebras">Kleene_Relation_Algebras</a></li>
     <li><a href="../theories/stone_kleene_relation_algebras/#Kleene_Relation_Subalgebras">Kleene_Relation_Subalgebras</a></li>
     <li><a href="../theories/stone_kleene_relation_algebras/#Matrix_Kleene_Algebras">Matrix_Kleene_Algebras</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/Stone_Relation_Algebras.html">Stone_Relation_Algebras</a></li></ul>
   </div><div>
     <h3>Used by</h3>
     <ul class="horizontal-list"><li><a href="../entries/Correctness_Algebras.html">Correctness_Algebras</a></li><li><a href="../entries/Relational_Forests.html">Relational_Forests</a></li><li><a href="../entries/Relational_Disjoint_Set_Forests.html">Relational_Disjoint_Set_Forests</a></li><li><a href="../entries/Aggregation_Algebras.html">Aggregation_Algebras</a></li></ul>
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       <li><a href="../entries/Stone_Relation_Algebras.html">Stone Relation Algebras</a></li>
       
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   author  = {guttmann},
   title   = {Stone-Kleene Relation Algebras},
   journal = {Archive of Formal Proofs},
   month   = July,
   year    = 2017,
   note    = {\url{https://isa-afp.org/entries/Stone_Kleene_Relation_Algebras.html},
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   <h1 >
     <span class='first'>S</span>tone <span class='first'>R</span>elation <span class='first'>A</span>lgebras</h1>
   <div>
     
-    <p><a href="../authors/guttmann">Walter Guttmann</a> <a href="http://www.cosc.canterbury.ac.nz/walter.guttmann/">🌐</a>
+    <p><a href="../authors/guttmann">Walter Guttmann</a> <a href="https://www.cosc.canterbury.ac.nz/walter.guttmann/">🌐</a>
     </p>
     
     
     <p class="date">February 7, 2017</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">We develop Stone relation algebras, which generalise relation algebras
 by replacing the underlying Boolean algebra structure with a Stone
 algebra. We show that finite matrices over extended real numbers form
 an instance. As a consequence, relation-algebraic concepts and methods
 can be used for reasoning about weighted graphs. We also develop a
 fixpoint calculus and apply it to compare different definitions of
 reflexive-transitive closures in semirings.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/algebra">Mathematics/Algebra</a></li></ul>
   <h3>Theories of Stone_Relation_Algebras</h3>
   <ul>
     <li><a href="../theories/stone_relation_algebras/#Fixpoints">Fixpoints</a></li>
     <li><a href="../theories/stone_relation_algebras/#Semirings">Semirings</a></li>
     <li><a href="../theories/stone_relation_algebras/#Relation_Algebras">Relation_Algebras</a></li>
     <li><a href="../theories/stone_relation_algebras/#Relation_Subalgebras">Relation_Subalgebras</a></li>
     <li><a href="../theories/stone_relation_algebras/#Matrix_Relation_Algebras">Matrix_Relation_Algebras</a></li>
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     <h3>Used by</h3>
     <ul class="horizontal-list"><li><a href="../entries/Stone_Kleene_Relation_Algebras.html">Stone_Kleene_Relation_Algebras</a></li></ul>
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   author  = {guttmann},
   title   = {Stone Relation Algebras},
   journal = {Archive of Formal Proofs},
   month   = February,
   year    = 2017,
   note    = {\url{https://isa-afp.org/entries/Stone_Relation_Algebras.html},
             Formal proof development},
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   <h1 >
     <span class='first'>S</span>tream <span class='first'>F</span>usion</h1>
   <div>
     
-    <p><a href="../authors/huffman">Brian Huffman</a> <a href="http://cs.pdx.edu/~brianh">🌐</a>
+    <p><a href="../authors/huffman">Brian Huffman</a> <a href="http://cs.pdx.edu/~brianh/">🌐</a>
     </p>
     
     
     <p class="date">April 29, 2009</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">Stream Fusion is a system for removing intermediate list structures from Haskell programs; it consists of a Haskell library along with several compiler rewrite rules. (The library is available <a href="http://hackage.haskell.org/package/stream-fusion">online</a>.)<br><br>These theories contain a formalization of much of the Stream Fusion library in HOLCF. Lazy list and stream types are defined, along with coercions between the two types, as well as an equivalence relation for streams that generate the same list. List and stream versions of map, filter, foldr, enumFromTo, append, zipWith, and concatMap are defined, and the stream versions are shown to respect stream equivalence.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/functional-programming">Computer science/Functional programming</a></li></ul>
   <h3>Theories of Stream-Fusion</h3>
   <ul>
     <li><a href="../theories/stream-fusion/#LazyList">LazyList</a></li>
     <li><a href="../theories/stream-fusion/#Stream">Stream</a></li>
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   author  = {huffman},
   title   = {Stream Fusion},
   journal = {Archive of Formal Proofs},
   month   = April,
   year    = 2009,
   note    = {\url{https://isa-afp.org/entries/Stream-Fusion.html},
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   <h1 >
     <span class='first'>S</span>tream <span class='first'>F</span>usion in <span class='first'>H</span><span class='first'>O</span><span class='first'>L</span> <span class='first'>W</span>ith <span class='first'>C</span>ode <span class='first'>G</span>eneration</h1>
   <div>
     
-    <p><a href="../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de">🌐</a> and <a href="../authors/maximova">Alexandra Maximova</a> <a href="mailto:amaximov@student.ethz.ch">📧</a>
+    <p><a href="../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de/">🌐</a> and <a href="../authors/maximova">Alexandra Maximova</a> <a href="mailto:amaximov@student.ethz.ch">📧</a>
     </p>
     
     
     <p class="date">October 10, 2014</p>
     
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 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">Stream Fusion is a system for removing intermediate list data structures from functional programs, in particular Haskell. This entry adapts stream fusion to Isabelle/HOL and its code generator. We define stream types for finite and possibly infinite lists and stream versions for most of the fusible list functions in the theories List and Coinductive_List, and prove them correct with respect to the conversion functions between lists and streams. The Stream Fusion transformation itself is implemented as a simproc in the preprocessor of the code generator. [Brian Huffman's <a href="http://isa-afp.org/entries/Stream-Fusion.html">AFP entry</a> formalises stream fusion in HOLCF for the domain of lazy lists to prove the GHC compiler rewrite rules correct. In contrast, this work enables Isabelle's code generator to perform stream fusion itself. To that end, it covers both finite and coinductive lists from the HOL library and the Coinductive entry. The fusible list functions require specification and proof principles different from Huffman's.]</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/functional-programming">Computer science/Functional programming</a></li></ul>
   <h3>Theories of Stream_Fusion_Code</h3>
   <ul>
     <li><a href="../theories/stream_fusion_code/#Stream_Fusion">Stream_Fusion</a></li>
     <li><a href="../theories/stream_fusion_code/#Stream_Fusion_List">Stream_Fusion_List</a></li>
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   title   = {Stream Fusion in HOL with Code Generation},
   journal = {Archive of Formal Proofs},
   month   = October,
   year    = 2014,
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             Formal proof development},
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   <h1 >
     <span class='first'>S</span>turm's <span class='first'>T</span>heorem</h1>
   <div>
     
-    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a>
+    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a>
     </p>
     
     
     <p class="date">January 11, 2014</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">Sturm's Theorem states that polynomial sequences with certain
 properties, so-called Sturm sequences, can be used to count the number
 of real roots of a real polynomial. This work contains a proof of
 Sturm's Theorem and code for constructing Sturm sequences efficiently.
 It also provides the “sturm” proof method, which can decide certain
 statements about the roots of real polynomials, such as “the polynomial
 P has exactly n roots in the interval I” or “P(x) > Q(x) for all x
 &#8712; &#8477;”.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/analysis">Mathematics/Analysis</a></li></ul>
   <h3>Theories of Sturm_Sequences</h3>
   <ul>
     <li><a href="../theories/sturm_sequences/#Sturm_Library_Document">Sturm_Library_Document</a></li>
     <li><a href="../theories/sturm_sequences/#Misc_Polynomial">Misc_Polynomial</a></li>
     <li><a href="../theories/sturm_sequences/#Sturm_Library">Sturm_Library</a></li>
     <li><a href="../theories/sturm_sequences/#Sturm_Theorem">Sturm_Theorem</a></li>
     <li><a href="../theories/sturm_sequences/#Sturm_Method">Sturm_Method</a></li>
     <li><a href="../theories/sturm_sequences/#Sturm">Sturm</a></li>
     <li><a href="../theories/sturm_sequences/#Sturm_Ex">Sturm_Ex</a></li></ul><div class="flex-wrap"><div>
     <h3>Used by</h3>
     <ul class="horizontal-list"><li><a href="../entries/Safe_Distance.html">Safe_Distance</a></li><li><a href="../entries/Perron_Frobenius.html">Perron_Frobenius</a></li><li><a href="../entries/Algebraic_Numbers.html">Algebraic_Numbers</a></li><li><a href="../entries/Special_Function_Bounds.html">Special_Function_Bounds</a></li></ul>
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   author  = {eberl},
   title   = {Sturm&#39;s Theorem},
   journal = {Archive of Formal Proofs},
   month   = January,
   year    = 2014,
   note    = {\url{https://isa-afp.org/entries/Sturm_Sequences.html},
             Formal proof development},
   ISSN    = {2150-914x},
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diff --git a/web/entries/Subset_Boolean_Algebras.html b/web/entries/Subset_Boolean_Algebras.html
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   <meta name="viewport" content="width=device-width, initial-scale=1"><title>A Hierarchy of Algebras for Boolean Subsets - Archive of Formal Proofs</title><meta name="description" content="We present a collection of axiom systems for the construction of
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   <h1 >
     <span class='first'>A</span> <span class='first'>H</span>ierarchy of <span class='first'>A</span>lgebras for <span class='first'>B</span>oolean <span class='first'>S</span>ubsets</h1>
   <div>
     
-    <p><a href="../authors/guttmann">Walter Guttmann</a> <a href="http://www.cosc.canterbury.ac.nz/walter.guttmann/">🌐</a> and <a href="../authors/moeller">Bernhard Möller</a> <a href="https://www.informatik.uni-augsburg.de/en/chairs/dbis/pmi/staff/moeller/">🌐</a>
+    <p><a href="../authors/guttmann">Walter Guttmann</a> <a href="https://www.cosc.canterbury.ac.nz/walter.guttmann/">🌐</a> and <a href="../authors/moeller">Bernhard Möller</a> <a href="https://www.informatik.uni-augsburg.de/en/chairs/dbis/pmi/staff/moeller/">🌐</a>
     </p>
     
     
     <p class="date">January 31, 2020</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">We present a collection of axiom systems for the construction of
 Boolean subalgebras of larger overall algebras. The subalgebras are
 defined as the range of a complement-like operation on a semilattice.
 This technique has been used, for example, with the antidomain
 operation, dynamic negation and Stone algebras. We present a common
 ground for these constructions based on a new equational
 axiomatisation of Boolean algebras.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/algebra">Mathematics/Algebra</a></li></ul>
   <h3>Theories of Subset_Boolean_Algebras</h3>
   <ul>
     <li><a href="../theories/subset_boolean_algebras/#Subset_Boolean_Algebras">Subset_Boolean_Algebras</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/Stone_Algebras.html">Stone_Algebras</a></li></ul>
   </div><div>
     <h3>Used by</h3>
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   author  = {guttmann and moeller},
   title   = {A Hierarchy of Algebras for Boolean Subsets},
   journal = {Archive of Formal Proofs},
   month   = January,
   year    = 2020,
   note    = {\url{https://isa-afp.org/entries/Subset_Boolean_Algebras.html},
             Formal proof development},
   ISSN    = {2150-914x},
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   <h1 >
     <span class='first'>S</span>ymmetric <span class='first'>P</span>olynomials</h1>
   <div>
     
-    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a>
+    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a>
     </p>
     
     
     <p class="date">September 25, 2018</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process"><p>A symmetric polynomial is a polynomial in variables
 <em>X</em><sub>1</sub>,&hellip;,<em>X</em><sub>n</sub>
 that does not discriminate between its variables, i.&thinsp;e. it
 is invariant under any permutation of them. These polynomials are
 important in the study of the relationship between the coefficients of
 a univariate polynomial and its roots in its algebraic
 closure.</p> <p>This article provides a definition of
 symmetric polynomials and the elementary symmetric polynomials
 e<sub>1</sub>,&hellip;,e<sub>n</sub> and
 proofs of their basic properties, including three notable
 ones:</p> <ul> <li> Vieta's formula, which
 gives an explicit expression for the <em>k</em>-th
 coefficient of a univariate monic polynomial in terms of its roots
 <em>x</em><sub>1</sub>,&hellip;,<em>x</em><sub>n</sub>,
 namely
 <em>c</em><sub><em>k</em></sub> = (-1)<sup><em>n</em>-<em>k</em></sup>&thinsp;e<sub><em>n</em>-<em>k</em></sub>(<em>x</em><sub>1</sub>,&hellip;,<em>x</em><sub>n</sub>).</li>
 <li>Second, the Fundamental Theorem of Symmetric Polynomials,
 which states that any symmetric polynomial is itself a uniquely
 determined polynomial combination of the elementary symmetric
 polynomials.</li> <li>Third, as a corollary of the
 previous two, that given a polynomial over some ring
 <em>R</em>, any symmetric polynomial combination of its
 roots is also in <em>R</em> even when the roots are not.
 </ul> <p> Both the symmetry property itself and the
 witness for the Fundamental Theorem are executable. </p></div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/algebra">Mathematics/Algebra</a></li></ul>
   <h3>Theories of Symmetric_Polynomials</h3>
   <ul>
     <li><a href="../theories/symmetric_polynomials/#Vieta">Vieta</a></li>
     <li><a href="../theories/symmetric_polynomials/#Symmetric_Polynomials">Symmetric_Polynomials</a></li>
     <li><a href="../theories/symmetric_polynomials/#Symmetric_Polynomials_Code">Symmetric_Polynomials_Code</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/Polynomials.html">Polynomials</a></li></ul>
   </div><div>
     <h3>Used by</h3>
     <ul class="horizontal-list"><li><a href="../entries/Power_Sum_Polynomials.html">Power_Sum_Polynomials</a></li><li><a href="../entries/Pi_Transcendental.html">Pi_Transcendental</a></li></ul>
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   author  = {eberl},
   title   = {Symmetric Polynomials},
   journal = {Archive of Formal Proofs},
   month   = September,
   year    = 2018,
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             Formal proof development},
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   <h1 >
     <span class='first'>S</span>yntax-<span class='first'>I</span>ndependent <span class='first'>L</span>ogic <span class='first'>I</span>nfrastructure</h1>
   <div>
     
-    <p><a href="../authors/popescu">Andrei Popescu</a> <a href="https://www.andreipopescu.uk">🌐</a> and <a href="../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io">🌐</a>
+    <p><a href="../authors/popescu">Andrei Popescu</a> <a href="https://www.andreipopescu.uk">🌐</a> and <a href="../authors/traytel">Dmitriy Traytel</a> <a href="https://traytel.bitbucket.io/">🌐</a>
     </p>
     
     
     <p class="date">September 16, 2020</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">We formalize a notion of logic whose terms and formulas are kept
 abstract. In particular, logical connectives, substitution, free
 variables, and provability are not defined, but characterized by their
 general properties as locale assumptions. Based on this abstract
 characterization, we develop further reusable reasoning
 infrastructure. For example, we define parallel substitution (along
 with proving its characterizing theorems) from single-point
 substitution. Similarly, we develop a natural deduction style proof
 system starting from the abstract Hilbert-style one. These one-time
 efforts benefit different concrete logics satisfying our locales'
 assumptions.  We instantiate the syntax-independent logic
 infrastructure to Robinson arithmetic (also known as Q) in the AFP
 entry <a
 href="https://www.isa-afp.org/entries/Robinson_Arithmetic.html">Robinson_Arithmetic</a>
 and to hereditarily finite set theory in the AFP entries <a
 href="https://www.isa-afp.org/entries/Goedel_HFSet_Semantic.html">Goedel_HFSet_Semantic</a>
 and <a
 href="https://www.isa-afp.org/entries/Goedel_HFSet_Semanticless.html">Goedel_HFSet_Semanticless</a>,
 which are part of our formalization of G&ouml;del's
 Incompleteness Theorems described in our CADE-27 paper <a
 href="https://dx.doi.org/10.1007/978-3-030-29436-6_26">A
 Formally Verified Abstract Account of Gödel's Incompleteness
 Theorems</a>.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/logic/proof-theory">Logic/Proof theory</a></li></ul>
   <h3>Theories of Syntax_Independent_Logic</h3>
   <ul>
     <li><a href="../theories/syntax_independent_logic/#Prelim">Prelim</a></li>
     <li><a href="../theories/syntax_independent_logic/#Syntax">Syntax</a></li>
     <li><a href="../theories/syntax_independent_logic/#Deduction">Deduction</a></li>
     <li><a href="../theories/syntax_independent_logic/#Natural_Deduction">Natural_Deduction</a></li>
     <li><a href="../theories/syntax_independent_logic/#Pseudo_Term">Pseudo_Term</a></li>
     <li><a href="../theories/syntax_independent_logic/#Standard_Model">Standard_Model</a></li>
     <li><a href="../theories/syntax_independent_logic/#Syntax_Arith">Syntax_Arith</a></li>
     <li><a href="../theories/syntax_independent_logic/#Deduction_Q">Deduction_Q</a></li></ul><div class="flex-wrap"><div>
     <h3>Used by</h3>
     <ul class="horizontal-list"><li><a href="../entries/Goedel_Incompleteness.html">Goedel_Incompleteness</a></li><li><a href="../entries/Robinson_Arithmetic.html">Robinson_Arithmetic</a></li></ul>
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     <h3>Related Entries</h3>
     <ul class="horizontal-list">
       
       <li><a href="../entries/Robinson_Arithmetic.html">Robinson Arithmetic</a></li>
       
       <li><a href="../entries/Higher_Order_Terms.html">An Algebra for Higher-Order Terms</a></li>
       
       <li><a href="../entries/Diophantine_Eqns_Lin_Hom.html">Homogeneous Linear Diophantine Equations</a></li>
       
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       <pre id="copyText">@article{Syntax_Independent_Logic-AFP,
   author  = {popescu and traytel},
   title   = {Syntax-Independent Logic Infrastructure},
   journal = {Archive of Formal Proofs},
   month   = September,
   year    = 2020,
   note    = {\url{https://isa-afp.org/entries/Syntax_Independent_Logic.html},
             Formal proof development},
   ISSN    = {2150-914x},
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   <h1 >
     <span class='first'>T</span>aylor <span class='first'>M</span>odels</h1>
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-    <p><a href="../authors/traut">Christoph Traut</a> and <a href="../authors/immler">Fabian Immler</a> <a href="http://www21.in.tum.de/~immler">🌐</a>
+    <p><a href="../authors/traut">Christoph Traut</a> and <a href="../authors/immler">Fabian Immler</a> <a href="https://home.in.tum.de/~immler/">🌐</a>
     </p>
     
     
     <p class="date">January 8, 2018</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">We present a formally verified implementation of multivariate Taylor
 models. Taylor models are a form of rigorous polynomial approximation,
 consisting of an approximation polynomial based on Taylor expansions,
 combined with a rigorous bound on the approximation error. Taylor
 models were introduced as a tool to mitigate the dependency problem of
 interval arithmetic. Our implementation automatically computes Taylor
 models for the class of elementary functions, expressed by composition
 of arithmetic operations and basic functions like exp, sin, or square
 root.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/algorithms/mathematical">Computer science/Algorithms/Mathematical</a></li><li><a href="../topics/computer-science/data-structures">Computer science/Data structures</a></li><li><a href="../topics/mathematics/analysis">Mathematics/Analysis</a></li><li><a href="../topics/mathematics/algebra">Mathematics/Algebra</a></li></ul>
   <h3>Theories of Taylor_Models</h3>
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     <li><a href="../theories/taylor_models/#Polynomial_Expression">Polynomial_Expression</a></li>
     <li><a href="../theories/taylor_models/#Float_Topology">Float_Topology</a></li>
     <li><a href="../theories/taylor_models/#Horner_Eval">Horner_Eval</a></li>
     <li><a href="../theories/taylor_models/#Polynomial_Expression_Additional">Polynomial_Expression_Additional</a></li>
     <li><a href="../theories/taylor_models/#Taylor_Models_Misc">Taylor_Models_Misc</a></li>
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     <ul class="horizontal-list"><li><a href="../entries/Affine_Arithmetic.html">Affine_Arithmetic</a></li></ul>
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       <pre id="copyText">@article{Taylor_Models-AFP,
   author  = {traut and immler},
   title   = {Taylor Models},
   journal = {Archive of Formal Proofs},
   month   = January,
   year    = 2018,
   note    = {\url{https://isa-afp.org/entries/Taylor_Models.html},
             Formal proof development},
   ISSN    = {2150-914x},
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     <span class='first'>T</span>imed <span class='first'>A</span>utomata</h1>
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-    <p><a href="../authors/wimmer">Simon Wimmer</a> <a href="http://in.tum.de/~wimmers">🌐</a>
+    <p><a href="../authors/wimmer">Simon Wimmer</a> <a href="http://home.in.tum.de/~wimmers/">🌐</a>
     </p>
     
     
     <p class="date">March 8, 2016</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">Timed automata are a widely used formalism for modeling real-time
 systems, which is employed  in a class of successful model checkers
 such as UPPAAL [LPY97], HyTech [HHWt97] or Kronos [Yov97].  This work
 formalizes the theory for the subclass of diagonal-free timed
 automata,  which is sufficient to model many interesting problems.  We
 first define the basic concepts and semantics of diagonal-free timed
 automata.  Based on this, we prove two types of decidability results
 for the language emptiness problem.    The first is the classic result
 of Alur and Dill [AD90, AD94],  which uses a finite partitioning of
 the state space into so-called `regions`.    Our second result focuses
 on an approach based on `Difference Bound Matrices (DBMs)`,  which is
 practically used by model checkers.  We prove the correctness of the
 basic forward analysis operations on DBMs.  One of these operations is
 the Floyd-Warshall algorithm for the all-pairs shortest paths problem.
 To obtain a finite search space, a widening operation has to be used
 for this kind of analysis.  We use Patricia Bouyer's [Bou04] approach
 to prove that this widening operation  is correct in the sense that
 DBM-based forward analysis in combination with the widening operation
 also decides language emptiness. The interesting property of this
 proof is that the first  decidability result is reused to obtain the
 second one.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/automata-and-formal-languages">Computer science/Automata and formal languages</a></li></ul>
   <h3>Theories of Timed_Automata</h3>
   <ul>
     <li><a href="../theories/timed_automata/#Floyd_Warshall">Floyd_Warshall</a></li>
     <li><a href="../theories/timed_automata/#Timed_Automata">Timed_Automata</a></li>
     <li><a href="../theories/timed_automata/#DBM">DBM</a></li>
     <li><a href="../theories/timed_automata/#Paths_Cycles">Paths_Cycles</a></li>
     <li><a href="../theories/timed_automata/#DBM_Basics">DBM_Basics</a></li>
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     <li><a href="../theories/timed_automata/#Misc">Misc</a></li>
     <li><a href="../theories/timed_automata/#DBM_Normalization">DBM_Normalization</a></li>
     <li><a href="../theories/timed_automata/#Regions_Beta">Regions_Beta</a></li>
     <li><a href="../theories/timed_automata/#Regions">Regions</a></li>
     <li><a href="../theories/timed_automata/#Closure">Closure</a></li>
     <li><a href="../theories/timed_automata/#Approx_Beta">Approx_Beta</a></li>
     <li><a href="../theories/timed_automata/#Normalized_Zone_Semantics">Normalized_Zone_Semantics</a></li></ul><div class="flex-wrap"><div>
     <h3>Used by</h3>
     <ul class="horizontal-list"><li><a href="../entries/Probabilistic_Timed_Automata.html">Probabilistic_Timed_Automata</a></li></ul>
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     <h3>Related Entries</h3>
     <ul class="horizontal-list">
       
       <li><a href="../entries/Probabilistic_Timed_Automata.html">Probabilistic Timed Automata</a></li>
       
       <li><a href="../entries/Floyd_Warshall.html">The Floyd-Warshall Algorithm for Shortest Paths</a></li>
       
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       <pre id="copyText">@article{Timed_Automata-AFP,
   author  = {wimmer},
   title   = {Timed Automata},
   journal = {Archive of Formal Proofs},
   month   = March,
   year    = 2016,
   note    = {\url{https://isa-afp.org/entries/Timed_Automata.html},
             Formal proof development},
   ISSN    = {2150-914x},
 }</pre>
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   <h1 >
     <span class='first'>T</span>ransitive <span class='first'>M</span>odels of <span class='first'>F</span>ragments of <span class='first'>Z</span><span class='first'>F</span><span class='first'>C</span></h1>
   <div>
     
-    <p><a href="../authors/gunther">Emmanuel Gunther</a> <a href="mailto:gunther@famaf.unc.edu.ar">📧</a>, <a href="../authors/pagano">Miguel Pagano</a> <a href="https://cs.famaf.unc.edu.ar/~mpagano/">🌐</a>, <a href="../authors/terraf">Pedro Sánchez Terraf</a> <a href="https://cs.famaf.unc.edu.ar/~pedro">🌐</a> and <a href="../authors/steinberg">Matías Steinberg</a> <a href="mailto:matias.steinberg@mi.unc.edu.ar">📧</a>
+    <p><a href="../authors/gunther">Emmanuel Gunther</a> <a href="mailto:gunther@famaf.unc.edu.ar">📧</a>, <a href="../authors/pagano">Miguel Pagano</a> <a href="https://cs.famaf.unc.edu.ar/~mpagano/">🌐</a>, <a href="../authors/terraf">Pedro Sánchez Terraf</a> <a href="https://cs.famaf.unc.edu.ar/~pedro/home_en.html">🌐</a> and <a href="../authors/steinberg">Matías Steinberg</a> <a href="mailto:matias.steinberg@mi.unc.edu.ar">📧</a>
     </p>
     
     
     <p class="date">March 3, 2022</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">We extend the ZF-Constructibility library by relativizing theories of
 the Isabelle/ZF and Delta System Lemma sessions to a transitive class.
 We also relativize Paulson's work on Aleph and our former
 treatment of the Axiom of Dependent Choices. This work is a
 prerrequisite to our formalization of the independence of the
 Continuum Hypothesis.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/logic/set-theory">Logic/Set theory</a></li></ul>
   <h3>Theories of Transitive_Models</h3>
   <ul>
     <li><a href="../theories/transitive_models/#Nat_Miscellanea">Nat_Miscellanea</a></li>
     <li><a href="../theories/transitive_models/#ZF_Miscellanea">ZF_Miscellanea</a></li>
     <li><a href="../theories/transitive_models/#Renaming">Renaming</a></li>
     <li><a href="../theories/transitive_models/#Utils">Utils</a></li>
     <li><a href="../theories/transitive_models/#Renaming_Auto">Renaming_Auto</a></li>
     <li><a href="../theories/transitive_models/#M_Basic_No_Repl">M_Basic_No_Repl</a></li>
     <li><a href="../theories/transitive_models/#Recursion_Thms">Recursion_Thms</a></li>
     <li><a href="../theories/transitive_models/#Synthetic_Definition">Synthetic_Definition</a></li>
     <li><a href="../theories/transitive_models/#Internalizations">Internalizations</a></li>
     <li><a href="../theories/transitive_models/#Least">Least</a></li>
     <li><a href="../theories/transitive_models/#Higher_Order_Constructs">Higher_Order_Constructs</a></li>
     <li><a href="../theories/transitive_models/#Relativization">Relativization</a></li>
     <li><a href="../theories/transitive_models/#Discipline_Base">Discipline_Base</a></li>
     <li><a href="../theories/transitive_models/#Arities">Arities</a></li>
     <li><a href="../theories/transitive_models/#Discipline_Function">Discipline_Function</a></li>
     <li><a href="../theories/transitive_models/#Lambda_Replacement">Lambda_Replacement</a></li>
     <li><a href="../theories/transitive_models/#Discipline_Cardinal">Discipline_Cardinal</a></li>
     <li><a href="../theories/transitive_models/#Univ_Relative">Univ_Relative</a></li>
     <li><a href="../theories/transitive_models/#Cardinal_Relative">Cardinal_Relative</a></li>
     <li><a href="../theories/transitive_models/#CardinalArith_Relative">CardinalArith_Relative</a></li>
     <li><a href="../theories/transitive_models/#Aleph_Relative">Aleph_Relative</a></li>
     <li><a href="../theories/transitive_models/#Cardinal_AC_Relative">Cardinal_AC_Relative</a></li>
     <li><a href="../theories/transitive_models/#FiniteFun_Relative">FiniteFun_Relative</a></li>
     <li><a href="../theories/transitive_models/#ZF_Library_Relative">ZF_Library_Relative</a></li>
     <li><a href="../theories/transitive_models/#Replacement_Lepoll">Replacement_Lepoll</a></li>
     <li><a href="../theories/transitive_models/#Cardinal_Library_Relative">Cardinal_Library_Relative</a></li>
     <li><a href="../theories/transitive_models/#Delta_System_Relative">Delta_System_Relative</a></li>
     <li><a href="../theories/transitive_models/#Pointed_DC_Relative">Pointed_DC_Relative</a></li>
     <li><a href="../theories/transitive_models/#Partial_Functions_Relative">Partial_Functions_Relative</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/Delta_System_Lemma.html">Delta_System_Lemma</a></li></ul>
   </div><div>
     <h3>Used by</h3>
     <ul class="horizontal-list"><li><a href="../entries/Independence_CH.html">Independence_CH</a></li></ul>
   </div>
   
   <div>
     <h3>Related Entries</h3>
     <ul class="horizontal-list">
       
       <li><a href="../entries/Independence_CH.html">The Independence of the Continuum Hypothesis in Isabelle/ZF</a></li>
       
       <li><a href="../entries/Wetzels_Problem.html">Wetzel&rsquo;s Problem and the Continuum Hypothesis</a></li>
       
       <li><a href="../entries/Delta_System_Lemma.html">Cofinality and the Delta System Lemma</a></li>
       
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       <pre id="copyText">@article{Transitive_Models-AFP,
   author  = {gunther, pagano, terraf and steinberg},
   title   = {Transitive Models of Fragments of ZFC},
   journal = {Archive of Formal Proofs},
   month   = March,
   year    = 2022,
   note    = {\url{https://isa-afp.org/entries/Transitive_Models.html},
             Formal proof development},
   ISSN    = {2150-914x},
 }</pre>
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diff --git a/web/entries/Treaps.html b/web/entries/Treaps.html
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-    <p><a href="../authors/haslbeck">Max W. Haslbeck</a> <a href="http://cl-informatik.uibk.ac.at/users/mhaslbeck/">🌐</a>, <a href="../authors/eberl">Manuel Eberl</a> <a href="https://www.in.tum.de/~eberlm">🌐</a> and <a href="../authors/nipkow">Tobias Nipkow</a> <a href="https://www.in.tum.de/~nipkow">🌐</a>
+    <p><a href="../authors/haslbeck">Max W. Haslbeck</a> <a href="http://cl-informatik.uibk.ac.at/users/mhaslbeck/">🌐</a>, <a href="../authors/eberl">Manuel Eberl</a> <a href="https://www.in.tum.de/~eberlm">🌐</a> and <a href="../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a>
     </p>
     
     
     <p class="date">February 6, 2018</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process"><p> A Treap is a binary tree whose nodes contain pairs
 consisting of some payload and an associated priority. It must have
 the search-tree property w.r.t. the payloads and the heap property
 w.r.t. the priorities. Treaps are an interesting data structure that
 is related to binary search trees (BSTs) in the following way: if one
 forgets all the priorities of a treap, the resulting BST is exactly
 the same as if one had inserted the elements into an empty BST in
 order of ascending priority. This means that a treap behaves like a
 BST where we can pretend the elements were inserted in a different
 order from the one in which they were actually inserted. </p>
 <p> In particular, by choosing these priorities at random upon
 insertion of an element, we can pretend that we inserted the elements
 in <em>random order</em>, so that the shape of the
 resulting tree is that of a random BST no matter in what order we
 insert the elements. This is the main result of this
 formalisation.</p></div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/data-structures">Computer science/Data structures</a></li></ul>
   <h3>Theories of Treaps</h3>
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     <li><a href="../theories/treaps/#Random_List_Permutation">Random_List_Permutation</a></li>
     <li><a href="../theories/treaps/#Treap_Sort_and_BSTs">Treap_Sort_and_BSTs</a></li>
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   <h1 >
     <span class='first'>B</span>asic <span class='first'>G</span>eometric <span class='first'>P</span>roperties of <span class='first'>T</span>riangles</h1>
   <div>
     
-    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a>
+    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a>
     </p>
     
     
     <p class="date">December 28, 2015</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process"><p>
 This entry contains a definition of angles between vectors and between three
 points. Building on this, we prove basic geometric properties of triangles, such
 as the Isosceles Triangle Theorem, the Law of Sines and the Law of Cosines, that
 the sum of the angles of a triangle is π, and the congruence theorems for
 triangles.
 </p><p>
 The definitions and proofs were developed following those by John Harrison in
 HOL Light. However, due to Isabelle's type class system, all definitions and
 theorems in the Isabelle formalisation hold for all real inner product spaces.
 </p></div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/geometry">Mathematics/Geometry</a></li></ul>
   <h3>Theories of Triangle</h3>
   <ul>
     <li><a href="../theories/triangle/#Angles">Angles</a></li>
     <li><a href="../theories/triangle/#Triangle">Triangle</a></li></ul><div class="flex-wrap"><div>
     <h3>Used by</h3>
     <ul class="horizontal-list"><li><a href="../entries/Stewart_Apollonius.html">Stewart_Apollonius</a></li><li><a href="../entries/Chord_Segments.html">Chord_Segments</a></li><li><a href="../entries/Ordinary_Differential_Equations.html">Ordinary_Differential_Equations</a></li></ul>
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   title   = {Basic Geometric Properties of Triangles},
   journal = {Archive of Formal Proofs},
   month   = December,
   year    = 2015,
   note    = {\url{https://isa-afp.org/entries/Triangle.html},
             Formal proof development},
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     <span class='first'>T</span>rie</h1>
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-    <p><a href="../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de">🌐</a> and <a href="../authors/nipkow">Tobias Nipkow</a> <a href="http://www21.in.tum.de/~nipkow">🌐</a>
+    <p><a href="../authors/lochbihler">Andreas Lochbihler</a> <a href="http://www.andreas-lochbihler.de/">🌐</a> and <a href="../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a>
     </p>
     
     
     <p class="date">March 30, 2015</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">This article formalizes the ``trie'' data structure invented by
 Fredkin [CACM 1960]. It also provides a specialization where the entries
 in the trie are lists.</div>BSD License<h3>Extra 0</h3>
 
   <p>
 Origin: This article was extracted from existing articles by the authors.</p><h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/data-structures">Computer science/Data structures</a></li></ul>
   <h3>Theories of Trie</h3>
   <ul>
     <li><a href="../theories/trie/#Trie">Trie</a></li>
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   author  = {lochbihler and nipkow},
   title   = {Trie},
   journal = {Archive of Formal Proofs},
   month   = March,
   year    = 2015,
   note    = {\url{https://isa-afp.org/entries/Trie.html},
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     <span class='first'>T</span>ypes, <span class='first'>T</span>ableaus and <span class='first'>G</span>ödel’s <span class='first'>G</span>od in <span class='first'>I</span>sabelle/<span class='first'>H</span><span class='first'>O</span><span class='first'>L</span></h1>
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-    <p><a href="../authors/fuenmayor">David Fuenmayor</a> <a href="mailto:davfuenmayor@gmail.com">📧</a> and <a href="../authors/benzmueller">Christoph Benzmüller</a> <a href="http://www.christoph-benzmueller.de">🌐</a>
+    <p><a href="../authors/fuenmayor">David Fuenmayor</a> <a href="mailto:davfuenmayor@gmail.com">📧</a> and <a href="../authors/benzmueller">Christoph Benzmüller</a> <a href="http://christoph-benzmueller.de">🌐</a>
     </p>
     
     
     <p class="date">May 1, 2017</p>
     
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 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">A computer-formalisation of the essential parts of Fitting's
 textbook "Types, Tableaus and Gödel's God" in
 Isabelle/HOL is presented. In particular, Fitting's (and
 Anderson's) variant of the ontological argument is verified and
 confirmed. This variant avoids the modal collapse, which has been
 criticised as an undesirable side-effect of Kurt Gödel's (and
 Dana Scott's) versions of the ontological argument.
 Fitting's work is employing an intensional higher-order modal
 logic, which we shallowly embed here in classical higher-order logic.
 We then utilize the embedded logic for the formalisation of
 Fitting's argument. (See also the earlier AFP entry ``Gödel's God in Isabelle/HOL''.)</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/logic/philosophical-aspects">Logic/Philosophical aspects</a></li></ul>
   <h3>Theories of Types_Tableaus_and_Goedels_God</h3>
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     <li><a href="../theories/types_tableaus_and_goedels_god/#Relations">Relations</a></li>
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       <li><a href="../entries/SimplifiedOntologicalArgument.html">Exploring Simplified Variants of Gödel’s Ontological Argument in Isabelle/HOL</a></li>
       
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   author  = {fuenmayor and benzmueller},
   title   = {Types, Tableaus and Gödel’s God in Isabelle/HOL},
   journal = {Archive of Formal Proofs},
   month   = May,
   year    = 2017,
   note    = {\url{https://isa-afp.org/entries/Types_Tableaus_and_Goedels_God.html},
             Formal proof development},
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   <h1 >
     <span class='first'>T</span>he <span class='first'>U</span>nified <span class='first'>P</span>olicy <span class='first'>F</span>ramework (<span class='first'>U</span><span class='first'>P</span><span class='first'>F</span>)</h1>
   <div>
     
-    <p><a href="../authors/brucker">Achim D. Brucker</a> <a href="mailto:adbrucker@0x5f.org">📧</a>, <a href="../authors/bruegger">Lukas Brügger</a> <a href="mailto:lukas.a.bruegger@gmail.com">📧</a> and <a href="../authors/wolff">Burkhart Wolff</a> <a href="mailto:wolff@lri.fr">📧</a>
+    <p><a href="../authors/brucker">Achim D. Brucker</a> <a href="mailto:adbrucker@0x5f.org">📧</a>, <a href="../authors/bruegger">Lukas Brügger</a> <a href="mailto:lukas.a.bruegger@gmail.com">📧</a> and <a href="../authors/wolff">Burkhart Wolff</a> <a href="mailto:burkhart.wolff@lri.fr">📧</a>
     </p>
     
     
     <p class="date">November 28, 2014</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">We present the Unified Policy Framework (UPF), a generic framework
 for modelling security (access-control) policies. UPF emphasizes
 the view that a policy is a policy decision function that grants or
 denies access to resources, permissions, etc. In other words,
 instead of modelling the relations of permitted or prohibited
 requests directly, we model the concrete function that implements
 the policy decision point in a system.  In more detail, UPF is
 based on the following four principles: 1) Functional representation
 of policies, 2) No conflicts are possible, 3) Three-valued decision
 type (allow, deny, undefined), 4) Output type not containing the
 decision only.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/security">Computer science/Security</a></li></ul>
   <h3>Theories of UPF</h3>
   <ul>
     <li><a href="../theories/upf/#Monads">Monads</a></li>
     <li><a href="../theories/upf/#UPFCore">UPFCore</a></li>
     <li><a href="../theories/upf/#ElementaryPolicies">ElementaryPolicies</a></li>
     <li><a href="../theories/upf/#SeqComposition">SeqComposition</a></li>
     <li><a href="../theories/upf/#ParallelComposition">ParallelComposition</a></li>
     <li><a href="../theories/upf/#Normalisation">Normalisation</a></li>
     <li><a href="../theories/upf/#NormalisationTestSpecification">NormalisationTestSpecification</a></li>
     <li><a href="../theories/upf/#Analysis">Analysis</a></li>
     <li><a href="../theories/upf/#UPF">UPF</a></li>
     <li><a href="../theories/upf/#Service">Service</a></li>
     <li><a href="../theories/upf/#ServiceExample">ServiceExample</a></li></ul><div class="flex-wrap"><div>
     <h3>Used by</h3>
     <ul class="horizontal-list"><li><a href="../entries/UPF_Firewall.html">UPF_Firewall</a></li></ul>
   </div>
   
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     <h3>Related Entries</h3>
     <ul class="horizontal-list">
       
       <li><a href="../entries/VeriComp.html">A Generic Framework for Verified Compilers</a></li>
       
       <li><a href="../entries/Functional-Automata.html">Functional Automata</a></li>
       
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       <pre id="copyText">@article{UPF-AFP,
   author  = {brucker, bruegger and wolff},
   title   = {The Unified Policy Framework (UPF)},
   journal = {Archive of Formal Proofs},
   month   = November,
   year    = 2014,
   note    = {\url{https://isa-afp.org/entries/UPF.html},
             Formal proof development},
   ISSN    = {2150-914x},
 }</pre>
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diff --git a/web/entries/UPF_Firewall.html b/web/entries/UPF_Firewall.html
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@@ -1,218 +1,218 @@
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   <meta name="viewport" content="width=device-width, initial-scale=1"><title>Formal Network Models and Their Application to Firewall Policies - Archive of Formal Proofs</title><meta name="description" content="We present a formal model of network protocols and their application
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   <h1 >
     <span class='first'>F</span>ormal <span class='first'>N</span>etwork <span class='first'>M</span>odels and <span class='first'>T</span>heir <span class='first'>A</span>pplication to <span class='first'>F</span>irewall <span class='first'>P</span>olicies</h1>
   <div>
     
-    <p><a href="../authors/brucker">Achim D. Brucker</a> <a href="https://www.brucker.ch">🌐</a>, <a href="../authors/bruegger">Lukas Brügger</a> and <a href="../authors/wolff">Burkhart Wolff</a> <a href="https://www.lri.fr/~wolff/">🌐</a>
+    <p><a href="../authors/brucker">Achim D. Brucker</a> <a href="https://www.brucker.ch/">🌐</a>, <a href="../authors/bruegger">Lukas Brügger</a> and <a href="../authors/wolff">Burkhart Wolff</a> <a href="https://www.lri.fr/~wolff/">🌐</a>
     </p>
     
     
     <p class="date">January 8, 2017</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">We present a formal model of network protocols and their application
 to modeling firewall policies. The formalization is based on the
 Unified Policy Framework (UPF). The formalization was originally
 developed with for generating test cases for testing the security
 configuration actual firewall and router (middle-boxes) using
 HOL-TestGen. Our work focuses on modeling application level protocols
 on top of tcp/ip.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/security">Computer science/Security</a></li><li><a href="../topics/computer-science/networks">Computer science/Networks</a></li></ul>
   <h3>Theories of UPF_Firewall</h3>
   <ul>
     <li><a href="../theories/upf_firewall/#NetworkCore">NetworkCore</a></li>
     <li><a href="../theories/upf_firewall/#DatatypeAddress">DatatypeAddress</a></li>
     <li><a href="../theories/upf_firewall/#DatatypePort">DatatypePort</a></li>
     <li><a href="../theories/upf_firewall/#IntegerAddress">IntegerAddress</a></li>
     <li><a href="../theories/upf_firewall/#IntegerPort">IntegerPort</a></li>
     <li><a href="../theories/upf_firewall/#IntegerPort_TCPUDP">IntegerPort_TCPUDP</a></li>
     <li><a href="../theories/upf_firewall/#IPv4">IPv4</a></li>
     <li><a href="../theories/upf_firewall/#IPv4_TCPUDP">IPv4_TCPUDP</a></li>
     <li><a href="../theories/upf_firewall/#NetworkModels">NetworkModels</a></li>
     <li><a href="../theories/upf_firewall/#PolicyCore">PolicyCore</a></li>
     <li><a href="../theories/upf_firewall/#PolicyCombinators">PolicyCombinators</a></li>
     <li><a href="../theories/upf_firewall/#PortCombinators">PortCombinators</a></li>
     <li><a href="../theories/upf_firewall/#ProtocolPortCombinators">ProtocolPortCombinators</a></li>
     <li><a href="../theories/upf_firewall/#Ports">Ports</a></li>
     <li><a href="../theories/upf_firewall/#PacketFilter">PacketFilter</a></li>
     <li><a href="../theories/upf_firewall/#NAT">NAT</a></li>
     <li><a href="../theories/upf_firewall/#FWNormalisationCore">FWNormalisationCore</a></li>
     <li><a href="../theories/upf_firewall/#NormalisationGenericProofs">NormalisationGenericProofs</a></li>
     <li><a href="../theories/upf_firewall/#NormalisationIntegerPortProof">NormalisationIntegerPortProof</a></li>
     <li><a href="../theories/upf_firewall/#NormalisationIPPProofs">NormalisationIPPProofs</a></li>
     <li><a href="../theories/upf_firewall/#ElementaryRules">ElementaryRules</a></li>
     <li><a href="../theories/upf_firewall/#FWNormalisation">FWNormalisation</a></li>
     <li><a href="../theories/upf_firewall/#LTL_alike">LTL_alike</a></li>
     <li><a href="../theories/upf_firewall/#StatefulCore">StatefulCore</a></li>
     <li><a href="../theories/upf_firewall/#FTP">FTP</a></li>
     <li><a href="../theories/upf_firewall/#FTP_WithPolicy">FTP_WithPolicy</a></li>
     <li><a href="../theories/upf_firewall/#VOIP">VOIP</a></li>
     <li><a href="../theories/upf_firewall/#FTPVOIP">FTPVOIP</a></li>
     <li><a href="../theories/upf_firewall/#StatefulFW">StatefulFW</a></li>
     <li><a href="../theories/upf_firewall/#UPF-Firewall">UPF-Firewall</a></li>
     <li><a href="../theories/upf_firewall/#DMZDatatype">DMZDatatype</a></li>
     <li><a href="../theories/upf_firewall/#DMZInteger">DMZInteger</a></li>
     <li><a href="../theories/upf_firewall/#DMZ">DMZ</a></li>
     <li><a href="../theories/upf_firewall/#Voice_over_IP">Voice_over_IP</a></li>
     <li><a href="../theories/upf_firewall/#Transformation01">Transformation01</a></li>
     <li><a href="../theories/upf_firewall/#Transformation02">Transformation02</a></li>
     <li><a href="../theories/upf_firewall/#Transformation">Transformation</a></li>
     <li><a href="../theories/upf_firewall/#NAT-FW">NAT-FW</a></li>
     <li><a href="../theories/upf_firewall/#PersonalFirewallInt">PersonalFirewallInt</a></li>
     <li><a href="../theories/upf_firewall/#PersonalFirewallIpv4">PersonalFirewallIpv4</a></li>
     <li><a href="../theories/upf_firewall/#PersonalFirewallDatatype">PersonalFirewallDatatype</a></li>
     <li><a href="../theories/upf_firewall/#PersonalFirewall">PersonalFirewall</a></li>
     <li><a href="../theories/upf_firewall/#Examples">Examples</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/UPF.html">UPF</a></li></ul>
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       <li><a href="../entries/Physical_Quantities.html">A Sound Type System for Physical Quantities, Units, and Measurements</a></li>
       
       <li><a href="../entries/Groebner_Bases.html">Gröbner Bases Theory</a></li>
       
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       <pre id="copyText">@article{UPF_Firewall-AFP,
   author  = {brucker, bruegger and wolff},
   title   = {Formal Network Models and Their Application to Firewall Policies},
   journal = {Archive of Formal Proofs},
   month   = January,
   year    = 2017,
   note    = {\url{https://isa-afp.org/entries/UPF_Firewall.html},
             Formal proof development},
   ISSN    = {2150-914x},
 }</pre>
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   <h1 >
     <span class='first'>I</span>sabelle/<span class='first'>U</span><span class='first'>T</span><span class='first'>P</span>: <span class='first'>M</span>echanised <span class='first'>T</span>heory <span class='first'>E</span>ngineering for <span class='first'>U</span>nifying <span class='first'>T</span>heories of <span class='first'>P</span>rogramming</h1>
   <div>
     
-    <p><a href="../authors/fosters">Simon Foster</a> <a href="https://www-users.cs.york.ac.uk/~simonf/">🌐</a>, <a href="../authors/zeyda">Frank Zeyda</a>, <a href="../authors/nemouchi">Yakoub Nemouchi</a> <a href="mailto:yakoub.nemouchi@york.ac.uk">📧</a>, <a href="../authors/ribeiro">Pedro Ribeiro</a> and <a href="../authors/wolff">Burkhart Wolff</a> <a href="mailto:wolff@lri.fr">📧</a>
+    <p><a href="../authors/fosters">Simon Foster</a> <a href="https://www-users.cs.york.ac.uk/~simonf/">🌐</a>, <a href="../authors/zeyda">Frank Zeyda</a>, <a href="../authors/nemouchi">Yakoub Nemouchi</a> <a href="mailto:yakoub.nemouchi@york.ac.uk">📧</a>, <a href="../authors/ribeiro">Pedro Ribeiro</a> and <a href="../authors/wolff">Burkhart Wolff</a> <a href="mailto:burkhart.wolff@lri.fr">📧</a>
     </p>
     
     
     <p class="date">February 1, 2019</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">Isabelle/UTP is a mechanised theory engineering toolkit based on Hoare
 and He’s Unifying Theories of Programming (UTP). UTP enables the
 creation of denotational, algebraic, and operational semantics for
 different programming languages using an alphabetised relational
 calculus. We provide a semantic embedding of the alphabetised
 relational calculus in Isabelle/HOL, including new type definitions,
 relational constructors, automated proof tactics, and accompanying
 algebraic laws. Isabelle/UTP can be used to both capture laws of
 programming for different languages, and put these fundamental
 theorems to work in the creation of associated verification tools,
 using calculi like Hoare logics. This document describes the
 relational core of the UTP in Isabelle/HOL.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/programming-languages/logics">Computer science/Programming languages/Logics</a></li></ul>
   <h3>Theories of UTP-Toolkit</h3>
   <ul>
     <li><a href="../theories/utp-toolkit/#List_Extra">List_Extra</a></li>
     <li><a href="../theories/utp-toolkit/#Sequence">Sequence</a></li>
     <li><a href="../theories/utp-toolkit/#FSet_Extra">FSet_Extra</a></li>
     <li><a href="../theories/utp-toolkit/#Countable_Set_Extra">Countable_Set_Extra</a></li>
     <li><a href="../theories/utp-toolkit/#Map_Extra">Map_Extra</a></li>
     <li><a href="../theories/utp-toolkit/#List_Lexord_Alt">List_Lexord_Alt</a></li>
     <li><a href="../theories/utp-toolkit/#Partial_Fun">Partial_Fun</a></li>
     <li><a href="../theories/utp-toolkit/#Finite_Fun">Finite_Fun</a></li>
     <li><a href="../theories/utp-toolkit/#Infinity">Infinity</a></li>
     <li><a href="../theories/utp-toolkit/#Positive">Positive</a></li>
     <li><a href="../theories/utp-toolkit/#Total_Recall">Total_Recall</a></li>
     <li><a href="../theories/utp-toolkit/#utp_toolkit">utp_toolkit</a></li></ul>
   <h3>Theories of UTP</h3>
   <ul>
     <li><a href="../theories/utp/#utp_parser_utils">utp_parser_utils</a></li>
     <li><a href="../theories/utp/#utp_var">utp_var</a></li>
     <li><a href="../theories/utp/#utp_expr">utp_expr</a></li>
     <li><a href="../theories/utp/#utp_expr_insts">utp_expr_insts</a></li>
     <li><a href="../theories/utp/#utp_expr_funcs">utp_expr_funcs</a></li>
     <li><a href="../theories/utp/#utp_unrest">utp_unrest</a></li>
     <li><a href="../theories/utp/#utp_usedby">utp_usedby</a></li>
     <li><a href="../theories/utp/#utp_subst">utp_subst</a></li>
     <li><a href="../theories/utp/#utp_tactics">utp_tactics</a></li>
     <li><a href="../theories/utp/#utp_meta_subst">utp_meta_subst</a></li>
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     <li><a href="../theories/utp/#utp_alphabet">utp_alphabet</a></li>
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     <li><a href="../theories/utp/#utp_pred_laws">utp_pred_laws</a></li>
     <li><a href="../theories/utp/#utp_healthy">utp_healthy</a></li>
     <li><a href="../theories/utp/#utp_rel">utp_rel</a></li>
     <li><a href="../theories/utp/#utp_recursion">utp_recursion</a></li>
     <li><a href="../theories/utp/#utp_sequent">utp_sequent</a></li>
     <li><a href="../theories/utp/#utp_rel_laws">utp_rel_laws</a></li>
     <li><a href="../theories/utp/#utp_theory">utp_theory</a></li>
     <li><a href="../theories/utp/#utp_hoare">utp_hoare</a></li>
     <li><a href="../theories/utp/#utp_wp">utp_wp</a></li>
     <li><a href="../theories/utp/#utp_dynlog">utp_dynlog</a></li>
     <li><a href="../theories/utp/#utp_state_parser">utp_state_parser</a></li>
     <li><a href="../theories/utp/#utp_rel_opsem">utp_rel_opsem</a></li>
     <li><a href="../theories/utp/#utp_sym_eval">utp_sym_eval</a></li>
     <li><a href="../theories/utp/#utp_sp">utp_sp</a></li>
     <li><a href="../theories/utp/#utp_concurrency">utp_concurrency</a></li>
     <li><a href="../theories/utp/#utp">utp</a></li>
     <li><a href="../theories/utp/#utp_expr_ovld">utp_expr_ovld</a></li>
     <li><a href="../theories/utp/#utp_full">utp_full</a></li>
     <li><a href="../theories/utp/#utp_easy_parser">utp_easy_parser</a></li>
     <li><a href="../theories/utp/#sum_list">sum_list</a></li>
     <li><a href="../theories/utp/#utp_simple_time">utp_simple_time</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/Optics.html">Optics</a></li><li><a href="../entries/UTP-Toolkit.html">UTP-Toolkit</a></li></ul>
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       <pre id="copyText">@article{UTP-AFP,
   author  = {fosters, zeyda, nemouchi, ribeiro and wolff},
   title   = {Isabelle/UTP: Mechanised Theory Engineering for Unifying Theories of Programming},
   journal = {Archive of Formal Proofs},
   month   = February,
   year    = 2019,
   note    = {\url{https://isa-afp.org/entries/UTP.html},
             Formal proof development},
   ISSN    = {2150-914x},
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diff --git a/web/entries/VerifyThis2018.html b/web/entries/VerifyThis2018.html
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   <h1 >
     <span class='first'>V</span>erify<span class='first'>T</span>his 2018 - <span class='first'>P</span>olished <span class='first'>I</span>sabelle <span class='first'>S</span>olutions</h1>
   <div>
     
-    <p><a href="../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a> and <a href="../authors/wimmer">Simon Wimmer</a> <a href="http://in.tum.de/~wimmers">🌐</a>
+    <p><a href="../authors/lammich">Peter Lammich</a> <a href="http://www21.in.tum.de/~lammich">🌐</a> and <a href="../authors/wimmer">Simon Wimmer</a> <a href="http://home.in.tum.de/~wimmers/">🌐</a>
     </p>
     
     
     <p class="date">April 27, 2018</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process"><a
 href="http://www.pm.inf.ethz.ch/research/verifythis.html">VerifyThis
 2018</a> was a program verification competition associated with
 ETAPS 2018. It was the 7th event in the VerifyThis competition series.
 In this entry, we present polished and completed versions of our
 solutions that we created during the competition.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/algorithms">Computer science/Algorithms</a></li></ul>
   <h3>Theories of VerifyThis2018</h3>
   <ul>
     <li><a href="../theories/verifythis2018/#Dynamic_Array">Dynamic_Array</a></li>
     <li><a href="../theories/verifythis2018/#DRAT_Misc">DRAT_Misc</a></li>
     <li><a href="../theories/verifythis2018/#Array_Map_Default">Array_Map_Default</a></li>
     <li><a href="../theories/verifythis2018/#Synth_Definition">Synth_Definition</a></li>
     <li><a href="../theories/verifythis2018/#Exc_Nres_Monad">Exc_Nres_Monad</a></li>
     <li><a href="../theories/verifythis2018/#VTcomp">VTcomp</a></li>
     <li><a href="../theories/verifythis2018/#DF_System">DF_System</a></li>
     <li><a href="../theories/verifythis2018/#Snippets">Snippets</a></li>
     <li><a href="../theories/verifythis2018/#Challenge1">Challenge1</a></li>
     <li><a href="../theories/verifythis2018/#Challenge1_short">Challenge1_short</a></li>
     <li><a href="../theories/verifythis2018/#Challenge2">Challenge2</a></li>
     <li><a href="../theories/verifythis2018/#Challenge3">Challenge3</a></li></ul><div class="flex-wrap"><div>
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     <ul class="horizontal-list"><li><a href="../entries/Sepref_IICF.html">Sepref_IICF</a></li></ul>
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       <li><a href="../entries/VerifyThis2019.html">VerifyThis 2019 &ndash; Polished Isabelle Solutions</a></li>
       
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       <pre id="copyText">@article{VerifyThis2018-AFP,
   author  = {lammich and wimmer},
   title   = {VerifyThis 2018 - Polished Isabelle Solutions},
   journal = {Archive of Formal Proofs},
   month   = April,
   year    = 2018,
   note    = {\url{https://isa-afp.org/entries/VerifyThis2018.html},
             Formal proof development},
   ISSN    = {2150-914x},
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   <h1 >
     <span class='first'>W</span>eight-<span class='first'>B</span>alanced <span class='first'>T</span>rees</h1>
   <div>
     
-    <p><a href="../authors/nipkow">Tobias Nipkow</a> <a href="https://www.in.tum.de/~nipkow">🌐</a> and <a href="../authors/dirix">Stefan Dirix</a>
+    <p><a href="../authors/nipkow">Tobias Nipkow</a> <a href="https://www21.in.tum.de/~nipkow/">🌐</a> and <a href="../authors/dirix">Stefan Dirix</a>
     </p>
     
     
     <p class="date">March 13, 2018</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process">This theory provides a verified implementation of weight-balanced
 trees following the work of <a
 href="https://doi.org/10.1017/S0956796811000104">Hirai
 and Yamamoto</a> who proved that all parameters in a certain
 range are valid, i.e. guarantee that insertion and deletion preserve
 weight-balance. Instead of a general theorem we provide parameterized
 proofs of preservation of the invariant that work for many (all?)
 valid parameters.</div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/computer-science/data-structures">Computer science/Data structures</a></li></ul>
   <h3>Theories of Weight_Balanced_Trees</h3>
   <ul>
     <li><a href="../theories/weight_balanced_trees/#Weight_Balanced_Trees_log">Weight_Balanced_Trees_log</a></li>
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   author  = {nipkow and dirix},
   title   = {Weight-Balanced Trees},
   journal = {Archive of Formal Proofs},
   month   = March,
   year    = 2018,
   note    = {\url{https://isa-afp.org/entries/Weight_Balanced_Trees.html},
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   <h1 >
     <span class='first'>T</span>he <span class='first'>I</span>rrationality of Ζ(3)</h1>
   <div>
     
-    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a>
+    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a>
     </p>
     
     
     <p class="date">December 27, 2019</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process"><p>This article provides a formalisation of Beukers's
 straightforward analytic proof that ζ(3) is irrational. This was first
 proven by Apéry (which is why this result is also often called
 ‘Apéry's Theorem’) using a more algebraic approach. This
 formalisation follows <a
 href="http://people.math.sc.edu/filaseta/gradcourses/Math785/Math785Notes4.pdf">Filaseta's
 presentation</a> of Beukers's proof.</p></div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/number-theory">Mathematics/Number theory</a></li></ul>
   <h3>Theories of Zeta_3_Irrational</h3>
   <ul>
     <li><a href="../theories/zeta_3_irrational/#Zeta_3_Irrational">Zeta_3_Irrational</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/E_Transcendental.html">E_Transcendental</a></li><li><a href="../entries/Prime_Distribution_Elementary.html">Prime_Distribution_Elementary</a></li><li><a href="../entries/Prime_Number_Theorem.html">Prime_Number_Theorem</a></li></ul>
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       <pre id="copyText">@article{Zeta_3_Irrational-AFP,
   author  = {eberl},
   title   = {The Irrationality of ζ(3)},
   journal = {Archive of Formal Proofs},
   month   = December,
   year    = 2019,
   note    = {\url{https://isa-afp.org/entries/Zeta_3_Irrational.html},
             Formal proof development},
   ISSN    = {2150-914x},
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   <h1 >
     <span class='first'>T</span>he <span class='first'>H</span>urwitz and <span class='first'>R</span>iemann Ζ <span class='first'>F</span>unctions</h1>
   <div>
     
-    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org">🌐</a>
+    <p><a href="../authors/eberl">Manuel Eberl</a> <a href="https://pruvisto.org/">🌐</a>
     </p>
     
     
     <p class="date">October 12, 2017</p>
     
   </div>
 </header><div><main><h3>Abstract</h3>
 
   <div class="abstract mathjax_process"><p>This entry builds upon the results about formal and analytic Dirichlet
 series to define the Hurwitz &zeta; function &zeta;(<em>a</em>,<em>s</em>) and,
 based on that, the Riemann &zeta; function &zeta;(<em>s</em>).
 This is done by first defining them for &real;(<em>z</em>) > 1
 and then successively extending the domain to the left using the
 Euler&ndash;MacLaurin formula.</p>
 <p>Apart from the most basic facts such as analyticity, the following
 results are provided:</p>
 <ul>
 <li>the Stieltjes constants and the Laurent expansion of
 &zeta;(<em>s</em>) at <em>s</em> = 1</li>
 <li>the non-vanishing of &zeta;(<em>s</em>)
 for &real;(<em>z</em>) &ge; 1</li>
 <li>the relationship between &zeta;(<em>a</em>,<em>s</em>) and &Gamma;</li>
 <li>the special values at negative integers and positive even integers</li>
 <li>Hurwitz's formula and the reflection formula for &zeta;(<em>s</em>)</li>
 <li>the <a href="https://arxiv.org/abs/math/0405478">
 Hadjicostas&ndash;Chapman formula</a></li>
 </ul>
 <p>The entry also contains Euler's analytic proof of the infinitude of primes,
 based on the fact that &zeta;(<i>s</i>) has a pole at <i>s</i> = 1.</p></div>BSD License<h3>Topics</h3>
   <ul><li><a href="../topics/mathematics/number-theory">Mathematics/Number theory</a></li><li><a href="../topics/mathematics/analysis">Mathematics/Analysis</a></li></ul>
   <h3>Theories of Zeta_Function</h3>
   <ul>
     <li><a href="../theories/zeta_function/#Zeta_Library">Zeta_Library</a></li>
     <li><a href="../theories/zeta_function/#Zeta_Function">Zeta_Function</a></li>
     <li><a href="../theories/zeta_function/#Zeta_Laurent_Expansion">Zeta_Laurent_Expansion</a></li>
     <li><a href="../theories/zeta_function/#Hadjicostas_Chapman">Hadjicostas_Chapman</a></li></ul><div class="flex-wrap"><div>
     <h3>Depends On</h3>
     <ul class="horizontal-list"><li><a href="../entries/Bernoulli.html">Bernoulli</a></li><li><a href="../entries/Dirichlet_Series.html">Dirichlet_Series</a></li><li><a href="../entries/Euler_MacLaurin.html">Euler_MacLaurin</a></li><li><a href="../entries/Winding_Number_Eval.html">Winding_Number_Eval</a></li></ul>
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     <h3>Used by</h3>
     <ul class="horizontal-list"><li><a href="../entries/Prime_Distribution_Elementary.html">Prime_Distribution_Elementary</a></li><li><a href="../entries/Prime_Number_Theorem.html">Prime_Number_Theorem</a></li><li><a href="../entries/Dirichlet_L.html">Dirichlet_L</a></li></ul>
   </div>
   
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     <h3>Related Entries</h3>
     <ul class="horizontal-list">
       
       <li><a href="../entries/Bernoulli.html">Bernoulli Numbers</a></li>
       
       <li><a href="../entries/Dirichlet_L.html">Dirichlet L-Functions and Dirichlet&rsquo;s Theorem</a></li>
       
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       <pre id="copyText">@article{Zeta_Function-AFP,
   author  = {eberl},
   title   = {The Hurwitz and Riemann ζ Functions},
   journal = {Archive of Formal Proofs},
   month   = October,
   year    = 2017,
   note    = {\url{https://isa-afp.org/entries/Zeta_Function.html},
             Formal proof development},
   ISSN    = {2150-914x},
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