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PackageInfo.g
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PackageInfo.g
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############################################################################
##
## PackageInfo.g
## Copyright (C) 2011-20 James D. Mitchell
##
## Licensing information can be found in the README file of this package.
##
#############################################################################
##
## <#GAPDoc Label="PKGVERSIONDATA">
## <!ENTITY VERSION "3.3.1">
## <!ENTITY GAPVERS "4.9.0">
## <!ENTITY DIGRAPHSVERS "1.0.0">
## <!ENTITY ORBVERS "4.8.2">
## <!ENTITY IOVERS "4.5.1">
## <!ENTITY GENSSVERS "1.6.5">
## <!ENTITY IMAGESVERS "1.3.0">
## <!ENTITY ARCHIVENAME "semigroups-3.3.1">
## <!ENTITY COPYRIGHTYEARS "2011-20">
## <#/GAPDoc>
BindGlobal("_RecogsFunnyNameFormatterFunction",
function(st)
if Length(st) = 0 then
return st;
else
return Concatenation(" (", st, ")");
fi;
end);
BindGlobal("_RecogsFunnyWWWURLFunction",
function(re)
if IsBound(re.WWWHome) then
return re.WWWHome;
else
return "";
fi;
end);
_STANDREWS := Concatenation(["Mathematical Institute, ",
"North Haugh, ",
"St Andrews, ",
"Fife, ",
"KY16 9SS, ",
"Scotland"]);
SetPackageInfo(rec(
PackageName := "Semigroups",
Subtitle := "A package for semigroups and monoids",
Version := "3.3.1",
Date := "28/05/2020", # dd/mm/yyyy format
License := "GPL-3.0-or-later",
ArchiveFormats := ".tar.gz",
SourceRepository := rec(
Type := "git",
URL := Concatenation("https://github.com/gap-packages/", ~.PackageName),
),
IssueTrackerURL := Concatenation(~.SourceRepository.URL, "/issues"),
PackageWWWHome := Concatenation("https://gap-packages.github.io/",
~.PackageName),
README_URL := Concatenation(~.PackageWWWHome, "/README.md"),
PackageInfoURL := Concatenation(~.PackageWWWHome, "/PackageInfo.g"),
ArchiveURL := Concatenation(~.SourceRepository.URL,
"/releases/download/v", ~.Version,
"/", "semigroups-", ~.Version),
Persons := [
rec(
LastName := "Mitchell",
FirstNames := "James",
IsAuthor := true,
IsMaintainer := true,
Email := "[email protected]",
WWWHome := "http://www-groups.mcs.st-andrews.ac.uk/~jamesm/",
PostalAddress := _STANDREWS,
Place := "St Andrews",
Institution := "University of St Andrews"),
rec(
LastName := "Burrell",
FirstNames := "Stuart",
IsAuthor := false,
IsMaintainer := false,
Email := "[email protected] ",
WWWHome := "http://sburrell.nfshost.com",
PostalAddress := _STANDREWS,
Place := "St Andrews",
Institution := "University of St Andrews"),
rec(
LastName := "Delgado",
FirstNames := "Manuel",
IsAuthor := false,
IsMaintainer := false,
Email := "[email protected]",
WWWHome := "http://cmup.fc.up.pt/cmup/mdelgado/",
Place := "Porto",
Institution := "Universidade do Porto"),
rec(
LastName := "East",
FirstNames := "James",
IsAuthor := false,
IsMaintainer := false,
Email := "[email protected]",
WWWHome := "http://goo.gl/MuiJu5",
Place := "Sydney",
Institution := "Western Sydney University"),
rec(
LastName := "Egri-Nagy",
FirstNames := "Attila",
IsAuthor := false,
IsMaintainer := false,
Email := "[email protected]",
WWWHome := "http://www.egri-nagy.hu",
Place := "Akita, Japan",
Institution := "Akita International University"),
rec(
LastName := "Ham",
FirstNames := "Nicholas",
IsAuthor := false,
IsMaintainer := false,
Email := "[email protected]",
WWWHome := "https://n-ham.github.io",
Place := "Hobart, Tasmania",
Institution := "University of Tasmania"),
rec(
LastName := "Horn",
FirstNames := "Max",
IsAuthor := false,
IsMaintainer := false,
Email := "[email protected]",
WWWHome := "https://www.quendi.de/math",
PostalAddress := Concatenation(
"Fachbereich Mathematik, ",
"TU Kaiserslautern, ",
"Gottlieb-Daimler-Straße 48, ",
"67663 Kaiserslautern, ",
"Germany"),
Place := "Kaiserslautern, Germany",
Institution := "TU Kaiserslautern"),
rec(
LastName := "Jefferson",
FirstNames := "Christopher",
IsAuthor := false,
IsMaintainer := false,
Email := "[email protected]",
WWWHome := "http://caj.host.cs.st-andrews.ac.uk/",
Place := "St Andrews",
Institution := "University of St Andrews"),
rec(
LastName := "Jonusas",
FirstNames := "Julius",
IsAuthor := false,
IsMaintainer := false,
Email := "[email protected]",
WWWHome := "http://julius.jonusas.work",
PostalAddress := Concatenation([
"Institut für Diskrete Mathematik und Geometrie, ",
"Wiedner Hauptstrasse 8-10, 1040 Wien, Austria"]),
Place := "Wien, Austria",
Institution := "TU Wien"),
rec(
LastName := "Pasechnik",
FirstNames := "Dima V.",
IsAuthor := false,
IsMaintainer := false,
Email := "[email protected]",
WWWHome := "http://users.ox.ac.uk/~coml0531/",
PostalAddress := Concatenation(["Pembroke College, ",
"St. Aldates, ",
"Oxford OX1 1DW, ",
"England"]),
Place := "Oxford",
Institution := "University of Oxford"),
rec(
LastName := "Pfeiffer",
FirstNames := "Markus",
IsAuthor := false,
IsMaintainer := false,
Email := "[email protected]",
WWWHome := "https://www.morphism.de/~markusp/",
PostalAddress := _STANDREWS,
Place := "St Andrews",
Institution := "University of St Andrews"),
rec(
LastName := "Russell",
FirstNames := "Christopher",
IsAuthor := false,
IsMaintainer := false,
Email := "[email protected]",
PostalAddress := _STANDREWS,
Place := "St Andrews",
Institution := "University of St Andrews"),
rec(
LastName := "Steinberg",
FirstNames := "Benjamin",
IsAuthor := false,
IsMaintainer := false,
WWWHome := "http://www.sci.ccny.cuny.edu/~benjamin/"),
rec(
LastName := "Smith",
FirstNames := "Finn",
IsAuthor := false,
IsMaintainer := false,
Email := "[email protected]",
PostalAddress := _STANDREWS,
Place := "St Andrews",
Institution := "University of St Andrews"),
rec(
LastName := "Smith",
FirstNames := "Jhevon",
IsAuthor := false,
IsMaintainer := false,
WWWHome := "http://math.sci.ccny.cuny.edu/people?name=Jhevon_Smith"),
rec(
LastName := "Torpey",
FirstNames := "Michael",
IsAuthor := false,
IsMaintainer := false,
Email := "[email protected]",
WWWHome := "https://mtorpey.github.io",
PostalAddress := _STANDREWS,
Place := "St Andrews",
Institution := "University of St Andrews"),
rec(
LastName := "Whyte",
FirstNames := "Murray",
IsAuthor := false,
IsMaintainer := false,
Email := "[email protected]",
PostalAddress := _STANDREWS,
Place := "St Andrews",
Institution := "University of St Andrews"),
rec(
LastName := "Wilson",
FirstNames := "Wilf",
IsAuthor := false,
IsMaintainer := false,
Email := "[email protected]",
WWWHome := "http://wilf.me",
PostalAddress := Concatenation(["Theodor-Lieser-Straße 5, ",
"06120 Halle (Saale), ",
"Germany"]),
Place := "Halle (Saale), Germany",
Institution := "University of Halle-Wittenberg")],
Status := "deposited",
AbstractHTML := Concatenation(
"<p>The Semigroups package is a GAP package containing ",
"methods for semigroups, monoids, and inverse semigroups. There are ",
"particularly efficient methods for semigroups or ideals consisting of ",
"transformations, partial permutations, bipartitions, partitioned binary ",
"relations, subsemigroups of regular Rees 0-matrix semigroups, and matrices ",
"of various semirings including boolean matrices, matrices over finite ",
"fields, and certain tropical matrices.</p><p>",
"Semigroups contains efficient methods for creating semigroups, ",
"monoids, and inverse semigroup, calculating their Green's structure, ",
"ideals, size, elements, group of units, small generating sets, testing ",
"membership, finding the inverses of a regular element, factorizing ",
"elements over the generators, and so on. It is possible to test if a ",
"semigroup satisfies a particular property, such as if it is regular, ",
"simple, inverse, completely regular, and a variety of further ",
"properties.</p><p>",
"There are methods for finding presentations for a semigroup, the ",
"congruences of a semigroup, the normalizer of a semigroup in a permutation ",
"group, the maximal subsemigroups of a finite semigroup, smaller degree ",
"partial permutation representations, and the character tables of inverse ",
"semigroups. There are functions for producing pictures of the Green's ",
"structure of a semigroup, and for drawing graphical representations of ",
"certain types of elements.</p>"),
PackageDoc := rec(
BookName := "Semigroups",
ArchiveURLSubset := ["doc"],
HTMLStart := "doc/chap0.html",
PDFFile := "doc/manual.pdf",
SixFile := "doc/manual.six",
LongTitle := "Semigroups",
Autoload := true
),
Dependencies := rec(
GAP := ">=4.9.0",
NeededOtherPackages := [["orb", ">=4.8.2"],
["io", ">=4.5.1"],
["digraphs", ">=1.3.0"],
["genss", ">=1.6.5"],
["images", ">=1.3.0"]],
SuggestedOtherPackages := [["gapdoc", ">=1.5.1"]],
ExternalConditions := []),
BannerString := Concatenation(
"----------------------------------------------------------------------",
"-------\n",
"Loading Semigroups ", ~.Version, "\n",
"by ", ~.Persons[1].FirstNames, " ", ~.Persons[1].LastName,
" (", ~.Persons[1].WWWHome, ")\n",
"with contributions by:\n",
Concatenation(Concatenation(List(~.Persons{[2 .. Length(~.Persons) - 1]},
p -> [" ", p.FirstNames, " ", p.LastName,
_RecogsFunnyNameFormatterFunction(
_RecogsFunnyWWWURLFunction(p)), ",\n"]))),
" and ", ~.Persons[Length(~.Persons)].FirstNames, " ",
~.Persons[Length(~.Persons)].LastName,
_RecogsFunnyNameFormatterFunction(
_RecogsFunnyWWWURLFunction(~.Persons[Length(~.Persons)])), ".\n",
"-----------------------------------------------------------------------",
"------\n"),
AvailabilityTest := function()
local semigroups_so;
semigroups_so := Filename(DirectoriesPackagePrograms("semigroups"),
"semigroups.so");
if (not "semigroups" in SHOW_STAT()) and semigroups_so = fail then
LogPackageLoadingMessage(PACKAGE_WARNING,
"the kernel module is not compiled, ",
"the package cannot be loaded.");
return fail;
fi;
return true;
end,
Autoload := false,
TestFile := "tst/teststandard.g",
Keywords := ["transformation semigroups", "partial permutations",
"inverse semigroups", "Green's relations",
"free inverse semigroup", "partition monoid", "bipartitions",
"Rees matrix semigroups"]
));
MakeReadWriteGlobal("_RecogsFunnyWWWURLFunction");
MakeReadWriteGlobal("_RecogsFunnyNameFormatterFunction");
Unbind(_RecogsFunnyWWWURLFunction);
Unbind(_RecogsFunnyNameFormatterFunction);
Unbind(_STANDREWS);