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CHANGELOG – Semigroups package for GAP

Copyright © 2011-2024 James D. Mitchell et al.

Licensing information can be found in the LICENSE file.

Version 5.4.0 (released 19/10/2024)

What's Changed

  • Improved IsIsomorphicSemigroup Method by @awesometillman in #1023
  • fix typo in nambooripad partial order documentation by @Tianrun-Y in #1030
  • Better kernel module checking by @Joseph-Edwards in #1032
  • Fix ChooseHashFunction rank issue. by @reiniscirpons in #1035
  • kernel: Semigroups can be used in GAP on julia by @james-d-mitchell in #1036
  • Use LoadKernelExtension for gapbind_demo by @fingolfin in #1039

New Contributors

  • @awesometillman made their first contribution in #1023
  • @Tianrun-Y made their first contribution in #1030

Full Changelog: https://github.com/semigroups/Semigroups/compare/v5.3.7...v5.4.0

Version 5.3.7 (released 11/03/2024)

This is a minor release with some changes for compatibility with GAP.

  • Update Joe's info by @Joseph-Edwards in #1002
  • Workaround for GAP 4.12 test failure due to new GAPDoc version by @fingolfin in #1004
  • Use MarkAllButFirstSubBags for T_BIPART by @fingolfin in #1003

Version 5.3.6 (released 19/02/2024)

This is a minor release with some changes related to forthcoming changes in GAP. These changes were implemented by Fabian Zickgraf.

Version 5.3.5 (released 14/02/2024)

This is a minor release fixing an issue in the kernel extension (reported by Michael Orlitzky in Issue #996), with some further changes for compatibility with GAP (by Max Horn), and fixing a bug in IrredundantGeneratingSubset which gave an error for monogenic semigroups (by Reinis Cirpons).

Version 5.3.4 (released 24/01/2024)

This is a minor release that fixes some issue in the build system, applies some new linting rules, and perhaps most importantly re-enables the use of HPCombi in libsemigroups. A number of different things were wrong which meant that:

  • the correct configuration flags weren't set for building Semigroups when HPCombi is enabled;
  • HPCombi was not detected properly because of a mistake in the path;
  • the kernel module couldn't be built even when the last two items were resolved, due to some missing functionality for HPCombi types.

These issues arose because the main author no longer has access to any machines running x86, and so the support for HPCombi slowly eroded, unnoticed by me, over time.

The other changes in this release are:

  • some changes of PreImages... to NC versions (for compatibility with forthcoming changes to GAP) by @cdwensley in #965
  • buildsys: unify rpath handling by @fingolfin in #976
  • Support GAP on Cygwin with libtool removed (for compatibility with forthcoming changes to GAP) by @ChrisJefferson in #979
  • Fix for HPCombi by @james-d-mitchell (fixes the issues itemised above) in #978
  • Linting by @james-d-mitchell in #980

New Contributors

  • @cdwensley made their first contribution in #965

Full Changelog: https://github.com/semigroups/Semigroups/compare/v5.3.3...v5.3.4

Version 5.3.3 (released 05/01/2024)

This is a minor release bumping the included+required versions of libsemigroups to the latest version 2.7.2.

Version 5.3.2 (released 07/10/2023)

This is a minor release with some bugfixes and minor improvements. Support for GAP workspaces was broken in v5.3.0, and this issue has been resolved in v5.3.2.

Version 5.3.1 (released 19/09/2023)

This is a minor release fixing a minor issue in the build system.

Version 5.3.0 (released 18/09/2023)

This release contains a fairly large number of changes, fixes, and improvements. The biggest changes/new features in this release are:

  • The build system has been completely updated by @fingolfin and @dimapase:
    • Convert buildsystem to use Makefile.gappkg instead of automake by @fingolfin in #902
    • Use the C++ compiler to link semigroups.so by @fingolfin in #942
    • Work around autoconf 2.69 bugs by @fingolfin in #947
    • set rpath for external libsemigroups by @dimpase in #954
    • buildsystem: sane warning if not using gmake by @james-d-mitchell in #955
  • Some updates to improve the performance of LatticeOfCongruences and friends by @james-d-mitchell in #884
  • Add GreensLeftMultipliers and related by @james-d-mitchell in #925

The following bugs were fixed and/or issues resolved:

  • Use same URL as in my other packages by @olexandr-konovalov in #907
  • Fix a few typos inn the doc by @fingolfin in #913
  • Increase required version of Digraphs and remove some redundant code by @james-d-mitchell in #921
  • greens: fix HClassReps(LClass) for acting semigroups by @james-d-mitchell in #927
  • greens: fix bug in RightGreensMultiplier for acting semigroups by @james-d-mitchell in #930
  • congsemigraph: add \= method by @james-d-mitchell in #933
  • greens: fix RhoOrbStabChain(DClass) by @james-d-mitchell in #932
  • doc: remove empty xml files by @james-d-mitchell in #934
  • Fix a typo that breaks HPCombi support by @fingolfin in #941
  • typo (ERNEL<-KERNEL) in configure.ac by @dimpase in #944
  • fix the URL for libsemigroups in README.md by @dimpase in #945
  • kernel: fix mem leaks by @james-d-mitchell in #951

Version 5.2.1 (released 05/03/2023)

This is a minor release with some changes for compatibility with upcoming changes to GAP, and some updates to the build system.

Version 5.2.0 (released 01/12/2022)

This release contains a number of fixes and improvements, and one new feature, which is a method for IsSelfDualSemigroup and related functionality for semigroups satisfying CanUseFroidurePin:

  • m4/find_gap.m4: update by @fingolfin in #887
  • Adds method for IsSelfDualSemigroup and related functionality by @james-d-mitchell in #890
  • Fix some bugs by @james-d-mitchell in #889
  • Fix closure semigroup for non-libsemigroups types by @james-d-mitchell in #891
  • Add missing tests and doc for IsSelfDualSemigroup and friends by @james-d-mitchell in #892
  • Change -march=avx -> -mavx by @james-d-mitchell in #896
  • Fix faulty usage of 0-simple RZMS translations code by @flsmith in #893
  • build: replace m4/ax_check_hpcombi by @james-d-mitchell in #897

Version 5.1.0 (released 31/10/2022)

The following major new features have been added in this version:

  • extensive support for translations by @flsmith in #720. See Chapter 18 of the manual for details.
  • support for Sims1 in libsemigroups by @james-d-mitchell in #873. This manifests in the new functions:
    • IteratorOfRightCongruences, IteratorOfLeftCongruences
    • NumberOfRightCongruences, NumberOfLeftCongruences
    • SmalerDegreeTransformationRepresentation

The following bugs were resolved:

  • IsDualSemigroupRep is no longer a representation by @flsmith in #863
  • fix an issue in SemigroupIsomorphismByImages by @james-d-mitchell in #866
  • set IsInjective flag before calling SetNiceMonomorphism by @ThomasBreuer in #870
  • Fix issue 869 (the multiplication table of fp semigroups/monoids was sometimes incorrect) by @james-d-mitchell in #871
  • Resolve Issue #868 (there was recursion depth trap error when trying to create an fp monoid from a small semigroup)by @james-d-mitchell in #872
  • semifp: add missing methods for fp monoids/semigroups by @james-d-mitchell in #874
  • Fix the README to use the correct version of GAP that's required by @james-d-mitchell in #876
  • Replace gap implementation of EqualInFreeBand with C++ implementation from libsemigroups by @reiniscirpons in #877
  • Remove an obsolete comment by @fingolfin in #878
  • Fix extreme tests by @james-d-mitchell in #880

New Contributors

  • @ThomasBreuer made their first contribution in #870
  • @reiniscirpons made their first contribution in #877

Version 5.0.2 (released 12/08/2022)

This is a minor release hopefully resolving some crashes originating in libsemigroups.

Version 5.0.1 (released 11/08/2022)

This is a minor release resolving some issues in the kernel module and build system [Max Horn].

Version 5.0.0 (released 05/08/2022)

This is a major release with several new features and some backwards incompatible changes prompted by changes in GAP 4.12. Note that to use version 5.0.0 of Semigroups GAP 4.12 is required. At the time of writing GAP 4.12 has not yet been released, and so the development version of GAP (in the master branch of the git repo hosted on github) is required for Semigroups version 5.0.0.

The backwards incompatible changes in this release related to matrices over the integers or over a finite field. In previous versions of Semigroups there was an implementation of matrices over the integers and over finite fields, because at the time they were written it was not possible to use the matrices in the GAP library. This is no longer the case, and some changes in the GAP library for version 4.12, meant that the implementation in Semigroups had to be removed.

Previously, to create a matrix over the integers you could do:

Matrix(IsIntegerMatrix, [[0, 1], [1, 0]]);

The equivalent in version 5.0.0 of Semigroups is:

Matrix(Integers, [[0, 1], [1, 0]]);

where Integers is the ring of integers. The changes for matrices over finite fields are mostly internal, and it was, and still is, possible to create such matrices using, for example,

Matrix(GF(4), Z(4) * [[0, 1], [1, 0]]);

In versions of Semigroups before 5.0.0, the filter IsMatrixOverFiniteField could also be used when constructing matrices, and these features have been removed in version 5.0.0. See: #827

The new features introduced in version 5.0.0 are:

Version 4.0.3 (released 01/07/2022)

This is a minor release that includes a number of improvements and bug fixes:

  • Update authors + mailmap by @james-d-mitchell in #837
  • Resolve issue #835 (implement MultiplicationTable for fp semigroups and monoids) by @james-d-mitchell in #838
  • Improve ccache hit rate in CI by @james-d-mitchell in #840
  • Improve support for quotient semigroups by @james-d-mitchell in #841
  • semigrp: remove 2 unnec. methods after #841 by @james-d-mitchell in #843
  • congsemigraph: add meet method by @james-d-mitchell in #842
  • Remove superfluous strings from error messages by @james-d-mitchell in #845

Version 4.0.2 (released 05/06/2022)

This is a minor release that includes a number of minor fixes:

  • conglatt: fix ordering issue by @james-d-mitchell in #829
  • Add support for partial orders of L/R-classes by @wilfwilson in #415
  • conglatt: avoid recomputing principal congs by @james-d-mitchell in #832
  • semipperm: allow SmallerDegree for other types by @james-d-mitchell in #833
  • semipperm: resolve issue 817 by @james-d-mitchell in #834

Version 4.0.1 (released 21/04/2022)

This is a minor release that includes a number of changes:

  • Avoid using SIZEOF_VOID_P by @wilfwilson in #803
  • doc: allow manual compile without all deps by @james-d-mitchell in #810
  • Bump libsemigroups -> v2.1.4 by @james-d-mitchell in #809
  • Change http -> https by @fingolfin in #818
  • Remove spurious dependency on libgmp by @fingolfin in #820
  • Improve compatibility with GAP's MatrixObj project by @fingolfin in #819
  • Better congruence lattices by @james-d-mitchell in #815
  • Add more matrix generators by @flsmith in #822

Version 4.0.0 (released 28/02/2022)

This is a major release which simplifies and improves many aspects of the package. The kernel module has been simplified significantly, to make it easier to incorporate future changes in libsemigroups, and some superfluous functionality was withdrawn.

Version 3.4.2 (released 07/02/2021)

This is a minor release resolving some issues in v3.4.1 [James D. Mitchell], with a number of improvements by Wilf A. Wilson.

Version 3.4.1 (released 28/01/2021)

This is a minor release including some bugfixes and improvements. The required minimum version of libsemigroups is increased from v1.1.0 to v1.3.2. The required version of Digraphs is increased to v1.2.0. The datastructures package was implicitly required (via Digraphs), and now at least version v0.2.5 is required explicitly. The version of GAP required was implicitly at least v4.10.0, but was explicitly v4.9.0, it is now explicitly v4.10.0.

Version 3.4.0 (released 28/08/2020)

This is a minor release with the following new features added to the package:

  • CanonicalReesMatrixSemigroup and CanonicalReesZeroMatrixSemigroup written by Chris Russell.
  • ParseRelations for finitely presented semigroups or monoids written by Luke Elliott.
  • TikzString method was implemented for collections of PBRs by Finn Smith.

The following bugs/issues were resolved:

The required minimum version of libsemigroups is now v1.1.0,

Version 3.3.2 (released 28/06/2020)

This is a very minor release fixing the following issues.

  • Issue #676 and Issue #677 reported by Reinis Cirpons, where for some congruences NonTrivialCongruenceClasses failed to work, but CongruenceClasses did work. This was caused by an issue in EquivalenceRelationPartition; resolved by James D. Mitchell.

  • An issue in the equality, less than, and product methods for PBRs which previously permitted PBRs of different degrees to be given as arguments, resulting in unhelpful errors from within the implementations of these methods; resolved by James D. Mitchell.

Version 3.3.1 (released 28/05/2020)

This is a minor release fixing some issues in the build system Max Horn related to compatibility with future versions of GAP, and some other minor fixes by James D. Mitchell and Wilf A. Wilson.

Version 3.3.0 (released 28/04/2020)

This is a minor release fixing some issues in the build system Chris Jefferson, some improvements to the isomorphism capabilities of the package James D. Mitchell, and the introduction of a rudimentary function to compute the automorphism group of an arbitrary semigroup. From v3.3.0, the Semigroups package requires the images package version 1.3.0 or higher.

Version 3.2.5 (released 28/03/2020)

This is a minor release to fixing some build issues for windows Chris Jefferson and fixing an issue in IsRowTrimBooleanMat, IsColTrimBooleanMat, and IsTrimBooleanMat Finn Smith see Issue #654 for more details.

Version 3.2.4 (released 28/02/2020)

This is a minor release to fix a memory leak and some other issues in the kernel module.

Version 3.2.3 (released 07/02/2020)

This is a minor release to make some changes for compatibility with the Digraphs package v1.1.1 and GAP, and to fix a memory leak in the kernel module.

Version 3.2.2 (released 17/01/2020)

This is a minor release to update the version of libsemigroups to v1.0.5, to include some changes for compatibility with GAP, and to fix the following issues

  • Issue #632 where file objects were not closed properly if an error was given;
  • Issue #636 the compiler flag -march=native is only added if it is supported by the compiler;
  • Issue #637 where IsomorphismPermGroup sometimes returned an incorrect answer.

The changes in this release were made by Max Horn and James D. Mitchell.

Version 3.2.1 (released 04/12/2019)

This is a minor release to update the version of libsemigroups to v1.0.2, and to include some changes for compatibility with GAP. The changes in this release were made by James D. Mitchell and Wilf A. Wilson.

Version 3.2.0 (released 04/10/2019)

This is a minor release including several cleanups, changes for compatibility with GAP, and to update the required version of the Digraphs package to v1.0.0. The changes in this release were made by James D. Mitchell and Wilf A. Wilson.

Version 3.1.5 (released 19/09/2019)

This is a minor release including several cleanups, changes for compatibility with GAP, and to add the possibility to pass a RandomSource as a first argument to some methods. All the changes in this release were made by Max Horn.

Version 3.1.4 (released 30/08/2019)

This is a minor release fixing some minor issues, mostly related to compatibility with GAP 4.11.

Version 3.1.3 (released 07/06/2019)

This is a minor release of the Semigroups package, including some improvements to SmallestIdempotentPower and RepresentativeOfMinimalIdeal by Wilf A. Wilson and some other minor modifications. Semigroups now requires version 4.8.2 of the orb package, or newer.

Version 3.1.2 (released 15/03/2019)

This is a minor release of the Semigroups package, including some changes to the build system (by D. V. Pasechnik), one issue was fixed (Issue 581 by Chris Russell and James D. Mitchell), and the version of libsemigroups required was increased to 0.6.7.

Version 3.1.1 (released 15/02/2019)

This is a minor release of the Semigroups package, including some minor changes in the kernel module (by Max Horn) and the bibliography section of the manual has been fixed and updated (by Murray Whyte).

Version 3.1.0 (released 14/01/2019)

This is a major release of the Semigroups package, including several changes to existing behaviour, new functionality, and bugfixes.

Changed functionality in this release

  • Congruence posets are now digraph objects (in the sense of the Digraphs package) rather than lists of lists. This applies to LatticeOfCongruences, PosetOfCongruences, and several other functions. This change was made by Michael Young in PR #385.
  • The attributes LeftCayleyDigraph and RightCayleyDigraph are introduced to replace LeftCayleyGraphSemigroup and RightCayleyGraphSemigroup. These new attributes return digraph objects (in the sense of the Digraphs package) rather than lists of out-neighbours. There are also several new functions for visualising Cayley digraphs, such as TikzLeftCayleyDigraph, DotLeftCayleyDigraph, and DotStringDigraph. This functionality was all added by James D. Mitchell in PR #348.
  • IteratorFromPickledFile has been replaced by IteratorFromGeneratorsFile, and IteratorFromOldGeneratorsFile has been removed. The behaviour of WriteGenerators has also been modified slightly. This work was done by James D. Mitchell in PR #419.

New functionality in this release

  • Finn Smith added support for creating and representing dual semigroups in PR #470, via the new commands DualSemigroup and AntiIsomorphismDualSemigroup.
  • Chris Russell added support for representing E-unitary inverse semigroups by McAlister triple semigroups, via the command McAlisterTripleSemigroup and others, in the PRs #271 and #507. Chris also introduced the related functions EUnitaryInverseCover, IsFInverseSemigroup, and IsFInverseMonoid.
  • It is now possible to use the Semigroups package to construct direct products of arbitrary finite semigroups with the command DirectProduct. Direct products created in this way support the commands Projection and Embedding. To enable the creation of direct products of arbitrary finite semigroups, the related commands NonTrivialFactorization, IndecomposableElements, and IsSurjectiveSemigroup were introduced. This work was done by Wilf A. Wilson in PRs #347 and #558.
  • The functions NambooripadPartialOrder and NambooripadLeqRegularSemigroup were added by Chris Russell in PRs #467 and #479.
  • The option numbers is available when calling DotString on a congruence poset (added by Michael Young in PR #455).
  • More Info statements can be produced, if desired, during computations of congruence lattices (added by Michael Young in PR #403).
  • It is now possible to construct all non-empty two-sided ideals of a finite semigroup with the command Ideals (added by Michael Young in PR #500).
  • WriteMultiplicatiomTable, ReadMultiplicationTable, and IteratorFromMultiplicationTableFile were added by Chris Russell in PR #339
  • A new constructor BrandtSemigroup was added by James D. Mitchell in PR #411.
  • The command WreathProduct can be now applied to construct the wreath producth of a transformation monoid or permutation group with a transformation semigroup or permutation group. This work was done by Fernando Flores Brito in PR #262.
  • SemigroupsTestAll was introduced by Michael Young in PRs #404 and #446.
  • Some basic methods for MinimalSemigroupGeneratingSet were implemented by Wilf A. Wilson in PR #407.
  • It is now possible to write and read Rees matrix semigroups and Rees 0-matrix semigroups to and from files with WriteGenerators and ReadGenerators (added by James D. Mitchell in PR #569).
  • Special methods for IsIdempotentGenerated and IdempotentGeneratedSubsemigroup for Rees matrix semigroups and Rees 0-matrix semigroups were added by Wilf A. Wilson in PR #325.
  • Special methods for IsomorphismPartialPermSemigroup for groups and zero-groups were added by Wilf A. Wilson in PR #406.
  • Semigroups in more kinds of families are now comparable via \<, including pairs of semigroups of partial permutations, pairs of semigroups of bipartitions, and pairs of semigroups of PBRs (added by James D. Mitchell in PR #568).

Issues resolved by this release

  • The documentation now clarifies that only those subsemigroups of regular Rees 0-matrix semigroups defined over permutation groups are acting semigroups. This problem was reported by Wilf A. Wilson in Issue #336 and fixed by James D. Mitchell in PR #337.
  • There was a bug in the kernel module that related to computing with bipartitions, which would sometime cause an unexpected error. This was reported by Wilf A. Wilson and Finn Smith in Issue #444, and fixed by Finn Smith in PR #466.
  • The Semigroups package would sometimes automatically set the GeneratorsOfSemigroup of a trivial group of partial permutations to be an empty list. This was reported and fixed by Wilf A. Wilson in PR #565.
  • The function IsMonogenicSemigroup incorrectly returned true for an empty semigroup. This was reported and fixed by Wilf A. Wilson in PR #567.

There have also been many technical changes to the package and its kernel module, including many by Max Horn, such as those in PRs #490, #491, #493, #501, #553, and #562.

Semigroups now requires version 4.8.1 of the orb package, or newer.

Version 3.0.20 (released 01/10/2018)

This version contains some minor changes related to compatibility issues with GAP, was updated to use libsemigroups 0.6.4, and contains bugfixes for the following issues:

Version 3.0.19 (released 18/09/2018)

This version contains some minor changes related to compatibility issues with GAP, and to resolve some incorrectly delegating methods for print/view/display. (Wilf A. Wilson)

Version 3.0.18 (released 11/09/2018)

This version contains some minor changes related to compatibility issues with GAP.

Version 3.0.17 (released 23/08/2018)

This version contains some minor improvements and bugfixes.

Version 3.0.16 (released 29/05/2018)

This version contains some minor improvements and bugfixes.

Version 3.0.15 (released 24/03/2018)

This version contains some bugfixes, and some improved functionality:

  • Issue 444: there was a garbage collection error in the kernel module that sometimes resulted in a GAP error "\<func\> must return a value". Finn Smith
  • Issue 459: the method for IsTrivial did not check if the number of generators was non-zero. [James D. Mitchell]
  • PR 457: an improved method for finding a set of generating pairs of a congruence over a Rees 0-matrix semigroup represented as a linked triple [Michael Young]
  • Issue 461: NrCongruenceClasses sometimes returned the wrong result for classes of semigroups not defined in the Semigroups package. [Michael Young]
  • Issue 463: replaced use of EvalString by ValueGlobal. [James D. Mitchell]

Version 3.0.14 (released 15/02/2018)

This version contains a fix for the following issue, this was resolved by updating the version of libsemigroups to 0.6.3:

  • Issue 450: There was an intermittent error in some methods for congruences and finitely presented semigroups arising from a bug in libsemigroups. [James D. Mitchell]

Version 3.0.13 (released 08/02/2018)

This version contains some minor updates for compatibility with GAP 4.9, and some fixes for some minor issues.

Version 3.0.12 (released 17/01/2018)

This version contains some minor updates for compatibility with GAP 4.9, to fix some bugs, to update the build system, and to update the kernel module for libsemigroups version 0.6.2.

The following improvements have been made:

  • PR 426: a new faster method for IsomorphismFpSemigroup for factorisable inverse monoids is added. [Chris Russell]
  • PR 430: the performance of the maximal subsemigroups functionality has been improved. [Wilf A. Wilson]

The following issues are resolved:

Version 3.0.11 (released 18/12/2017)

This version contains some minor updates for compatibility with GAP 4.9, the build system has been modified slightly, the kernel module has been updated for libsemigroups version 0.6.1.

Version 3.0.10 (released 04/12/2017)

This version contains some minor updates for compatibility with GAP 4.9.

Version 3.0.9 (released 24/11/2017)

This version contains some minor bugfixes, and updates for compatibility with GAP 4.9, io 4.5.0, and Digraphs 0.11.0.

Version 3.0.8 (released 10/11/2017)

This version contains some minor bugfixes, and updates for compatibility with GAP 4.9 and orb 4.8.0.

Version 3.0.7 (released 02/10/2017)

This version contains some minor bugfixes, fixes some issues where some tests in the main GAP repo returned different output when Semigroups was loaded than when it was not, and updates the kernel module for version 0.5.2 of libsemigroups. The configuration option --enable-debug was added.

The following issues are resolved:

Version 3.0.6 (released 27/09/2017)

This version contains some minor bugfixes, improves the compatibility of Semigroups with other GAP packages, and updates the kernel module for version 0.5.0 of libsemigroups

The following issues are resolved:

  • Issue 371: the identity element of some types of monoids was not added to its GeneratorsOfSemigroup. This meant that the semigroup generated by GeneratorsOfSemigroup(M) was not equal to M in some rare cases. [Wilf A. Wilson]
  • Issue 377: there was a bug in the method for IsInverseSemigroup for non-acting semigroups that sometimes returned a false positive. [Wilf A. Wilson]

Version 3.0.5 (released 23/08/2017)

This version contains some minor tweaks and the following issue is resolved:

Version 3.0.4 (released 16/07/2017)

Some minor issues are fixed in this release:

  • Issue 342: DirectProduct for transformation semigroups returned the wrong answer when applied to semigroups satisfying IsMonoidAsSemigroup. [James D. Mitchell]

Some documentation and tests were added by Michael Young.

Version 3.0.3 (released 21/06/2017)

Some minor issues are fixed in this release:

  • Issue 336: Rees (0-)matrix semigroups over non-permutation groups sometimes resulted in an error. [James D. Mitchell]
  • A method was added for IsEUnitaryInverseSemigroup for non-inverse semigroups, which previously resulted in no method found. [Chris Russell]
  • Some error messages were improved in ReadGenerators and WriteGenerators. [James D. Mitchell]

Version 3.0.2 (released 16/06/2017)

This is an minor release fixing some minor issues in the last release.

The following issues were resolved:

  • Issue 330: InversesOfSemigroupElement some times returned an incorrect value, specifically when applied to the identity of a transformation monoid. [James D. Mitchell]
  • Issue 328: when using Linux the package compiled but failed to link pthreads and so the kernel module failed to load in GAP. [James D. Mitchell]

There are improvements to the following:

  • some missing documentation was added by Michael Young.
  • the subsemigroup returned by IdempotentGeneratedSubsemigroup for Rees (0-)matrix semigroup over a group has a smaller generating set than previously, and can be found more quickly. [Wilf A. Wilson]
  • IsomorphismSemigroups is extended so that it can be applied to arbitrary simple, 0-simple, or monogenic semigroups. [Wilf A. Wilson]

Version 3.0.1 (released 03/06/2017)

This is an extremely minor release fixing some minor issues in the last release.

Version 3.0.0 (released 02/06/2017)

This is a major release that dramatically expands the scope of the package. The package now features a compiled C/C++ module which interfaces with the libsemigroups C++ library to allow high-speed computations for congruences and certain categories of semigroup. There are also several new types of semigroup and a variety of new methods which can be used with them.

Version 2.8.2 (released 15/01/2018)

This is a minor release to correct the required version of GAP in PackageInfo.g (from GAP 4.9.0 to GAP 4.8.9).

Version 2.8.1 (released 22/12/2017)

This is a minor release to update the output in some test file and manual examples due to some changes in the GAP library code.

Version 2.8.0 (released 26/05/2016)

In this release there are some new features and some bug fixes. In this version, we welcome Nick Ham to the contributors to the package.

New Features in Version 2.8.0

The new features in this release are contributed by Nick Ham:

  • ApsisMonoid
  • CrossedApsisMonoid
  • ModularPartitionMonoid
  • PlanarModularPartitionMonoid
  • PlanarPartitionMonoid
  • PlanarUniformBlockBijectionMonoid
  • SingularApsisMonoid
  • SingularCrossedApsisMonoid
  • SingularModularPartitionMonoid
  • SingularPlanarModularPartitionMonoid
  • SingularPlanarPartitionMonoid
  • SingularPlanarUniformBlockBijectionMonoid
  • SingularUniformBlockBijectionMonoid
  • UniformBlockBijectionMonoid

Issues Resolved in Version 2.8.0

  • Issue 160 IrreundantGeneratingSubset behaved incorrectly when given a semigroup whose generating set consisted of a single repeated element. [Wilf A. Wilson]
  • Issue 164 MatrixEntries gave an error for Rees 0-matrix semigroups whose matrices contain 0. [Wilf A. Wilson]
  • Some tests failed when GAP was compiled in 32-bit mode. [Michael Young]

Version 2.7.6 (released 19/04/2016)

This is a very minor release changing the name of the README (to README.md) in the PackageInfo.g file.

Version 2.7.5 (released 19/04/2016)

This is a minor release to fix Issue 151, and to make some changes for future compatibility with GAP. In Issue 151 when the method IsomorphismPermGroup was applied to a semigroups of non-permutation transformations the returned mapping was not an isomorphism.

Version 2.7.4 (released 02/03/2016)

This is a minor release to fix Issue 150, and to correct the required version of GAP (from 4.8.2 to 4.8.3). In Issue 150 the function IsZeroSimpleSemigroup entered an infinite loop for some examples of semigroups of partial permutations.

Version 2.7.3 (released 15/02/2016)

This is a minor release to fix some manual examples, to correct the package URL in the PackageInfo.g file, and to fix some issues with semigroups of bipartitions. It was formerly possible to create semigroups of bipartitions where the generators had different degrees, but the created semigroups were invalid; this is fixed in version 2.7.3.

Version 2.7.2 (released 28/01/2016)

This is a minor release to fix to remove ErrorMayQuit which was renamed ErrorNoReturn in GAP 4.8.2. This change was made by Max Horn.

Version 2.7.1 (released 19/12/2015)

This is a minor release to fix Issue 144. This issue resulted in IsInverseSemigroup sometimes returning true for semigroups which were not inverse. This occurred when the \(\mathscr{D}\)-classes of the semigroup were computed before the method for IsInverseSemigroup was first run.

Version 2.7 (released 27/11/2015)

This is a minor release including some changes for compatibility with GAP 4.8, and some bug fixes.

New Features in Version 2.7

  • IsomorphismReesZeroMatrixSemigroup is introduced, and it is no longer possible to apply IsomorphismReesMatrixSemigroup to a 0-simple semigroup. This change was made for the sake of consistency, so that the Range of an IsomorphismReesMatrixSemigroup is always a Rees matrix semigroup and not sometimes a Rees 0-matrix semigroup as was formerly the case.

Changes for GAP 4.8

  • several ViewString methods for semigroups and their elements were moved from the Semigroups package to the GAP library. Some minor changes were made in the method for ViewString for semigroups, and the tests, and manual examples were updated accordingly.
  • The meaning of IsMonoidAsSemigroup was changed to be consistent with the meaning of IsGroupAsSemigroup. In earlier versions, IsMonoidAsSemigroup was false for semigroups in the category IsMonoid. From Version 2.7, IsMonoidAsSemigroup is true for monoids in the category IsMonoid and for some further semigroups.

Issues Resolved in Version 2.7

  • Issue 136: CyclesOfPartialPermSemigroup sometimes resulted in an error due to using DegreeOfPartialPermSemigroup instead of the maximum of the degree and the codegree. James D. Mitchell
  • Issue 141: PartialOrderOfDClasses sometimes resulted in an error. This bug was introduced in Semigroups 2.6 and did not effect any previous versions. James D. Mitchell

Version 2.6 (released 22/09/2015)

This release includes some bugfixes, some minor new features, and one major new feature (efficient methods for semigroups of matrices over a finite field).

New Features in Version 2.6

  • extensive new features for computing with semigroups, monoids, and ideals, of matrices with entries in a finite field. See Chapter 7 of the manual for more details. [Markus Pfeiffer]

  • The functions RectangularBand, MonogenicSemigroup, and ZeroSemigroup now have an optional first argument to specify the category of the result; the functions LeftZeroSemigroup and RightZeroSemigroup are introduced in a similar sense. [Wilf A. Wilson]

  • The new property IsSemigroupWithAdjoinedZero and attribute UnderlyingSemigroupOfSemigroupWithAdjoinedZero are introduced. [Wilf A. Wilson]

  • The operations MotzkinMonoid and PartialJonesMonoid were introduced. James D. Mitchell

Issues Resolved in Version 2.6

  • Issue 131: testing membership in a Rees 0-matrix semigroup that knows it is inverse sometimes resulted in an error. [Michael Young]

  • Issue 132: this was a feature request to introduce the operations MotzkinMonoid and PartialJonesMonoid. James D. Mitchell

  • Issue 134: the operation PartialBrauerMonoid returned the wrong answer when the argument was 1. The returned semigroup was not the partial brauer monoid of degree 1. James D. Mitchell

Version 2.5 (released 01/06/2015)

This is a minor release including several bugfixes, lots of minor improvements in the documentation, some improvements in performance, and some new features.

New Features in Version 2.5

  • Semigroups of partial permutations now have a polynomial time (quadratic in the degree) algorithm for computing the minimal ideal [Wilf A. Wilson]

  • A more efficient IsInverseSemigroup method for Rees 0-matrix semigroups is introduced, along with new methods for Idempotents and NrIdempotents for inverse Rees 0-matrix semigroups [Wilf A. Wilson]

  • The documentation for congruences has been improved and new tests have been added. [Michael Young]

  • A UniversalSemigroupCongruence now returns a much smaller set of generating pairs. [Michael Young]

Issues Resolved in Version 2.5

Issue numbers refer to those on the Bitbucket issue tracker.

  • Issue 126: testing membership in a Rees 0-matrix semigroup that knows it is inverse sometimes resulted in an error. James D. Mitchell

  • Issue 127: the main algorithm for computing with ideals of acting semigroups which know they are regular contained a bug that resulted in incorrect results. In some cases, some \(\mathscr{D}\)-classes were counted more than once, and the returned value of Size was higher than the actual size of the ideal. James D. Mitchell

  • Issue 128: in some special cases UnderlyingSemigroup, ViewObj, Size, and related methods, for Rees 0-matrix semigroups over non-groups returned an error. James D. Mitchell

  • The universal congruence specified by generating pairs on a (0-)simple semigroup no longer causes an error. [Michael Young]

Version 2.4.1 (released 15/05/2015)

This is a extremely minor release to change 1 character in the PackageInfo.g file (wrong package archive URL).

Version 2.4 (released 02/04/2015)

This is a minor release including several bugfixes, and improvements in performance, and some new features.

New Features in Version 2.4

  • The function RepresentativeOfMinimalIdeal is introduced. [Wilf A. Wilson]

  • Transformation semigroups now have a polynomial time (cubic in the degree) algorithm for computing the minimal ideal [Wilf A. Wilson]

  • The functions RectangularBand, ZeroSemigroup, and MonogenicSemigroup are introduced. [Wilf A. Wilson]

  • A method for choosing a random element of a semigroup has been introduced in the case that the semigroup knows its set of elements. This new method choose elements at random with uniform probability. [Wilf A. Wilson]

  • The documentation and tests for congruences has been improved. Wilf A. Wilson] and [Michael Young

  • The functionality for Rees congruences has been rewritten and improved. [Michael Young]

  • There is a new Enumerator method for congruence classes of a semigroup congruence. [Michael Young]

Issues Resolved in Version 2.4

Issue numbers refer to those on the Bitbucket issue tracker.

  • Issue 88: an inefficiency in JoinIrreducibleDClasses of an inverse semigroup ideal resulted in a call to GeneratorsOfSemigroup.

  • Issue 94: EquivalenceClasses of the trivial congruence (generated by 0 pairs of elements) returned an error.

  • Issue 95: The class containing the zero element of a Rees 0-matrix semigroup was not returned by EquivalenceClasses of a congruence over a Rees 0-matrix semigroup.

  • Issue 108: IsRegularSemigroup with argument a Rees 0-matrix semigroup returned an error.

  • Issue 119: NrCongruencesClasses and related methods did not work for Rees congruences.

  • Issue 121: MultiplicativeZero and IsMultiplicativeZero sometimes returned incorrect results when applied to a non-acting semigroup (i.e. a semigroup not of transformations, partial permutations, partitions, or subsemigroups of a Rees 0-matrix semigroup).

  • Issue 122: A bug in the creation of Green's classes of ideals of semigroups, which resulted in an error.

  • Issue 123: IsZeroSemigroup sometimes returned a false positive when applied to a non-acting semigroup.

Version 2.3 (released 16/03/2015)

This is a minor release including some internal refactoring, and subsequent bugfixes, and stability improvements.

  • Issue 116 was resolved. In some cases when the default length of hash tables in Semigroups was set to be very small, a segmentation fault occurred. This is a bug in the orb package (see Issue 10), but we worked around it to resolve this issue.

Version 2.2 (released 20/01/2015)

This is a minor release including some bug fixes, performance improvements, and additional functionality.

New Features in Version 2.2

  • The functions SmallestElementSemigroup, LargestElementSemigroup, and GeneratorsSmallest.

  • Free bands are introduced.

  • Error messages are more uniform.

  • The function RegularDClasses was introduced to resolve Issue 102.

  • The documentation and code for semigroup congruences has been improved, and is better integrated with the core GAP system.

  • The functions ReadGenerators and WriteGenerators were improved.

Issues Resolved in Version 2.2

  • Some minor corrections were made to the methods for creating the ideals of some semigroups in standard examples semigroups, such as SingularTransformationSemigroup.

  • Issue 102: we introduced RegularDClasses.

  • Issue 104: the performance of MaximalSubsemigroups when applied to an inverse semigroup has been improved.

  • Issue 105: CyclesOfPartialPerm is now documented and does not return nonsense.

  • Issue 106: MaximalSubsemigroups sometimes failed when the ResClasses package was loaded. We refactored the code so that the method from ResClasses is no longer applied.

  • Issue 107: A bug in the creation of Green's classes of an ideal of a semigroup, which sometimes caused an error, has been resolved. This issue often caused MaximalSubsemigroups to stop in an error.

  • Issue 110: MaximalSubsemigroups can be applied to any class of semigroup where it is possible to find an isomorphism to a transformation semigroup.

  • Issue 111: POPI(1) returned the wrong semigroup. Similar issues existed in other corner cases, and these have been resolved too.

Version 2.1.1 (released 09/09/2014)

This is a very minor release to fix an issue caused by only loading the packages needed (but not required) by Semigroups.

Version 2.1 (released 04/09/2014)

This is a minor release including some bug fixes and performance improvements.

New Features in Version 2.1

  • The functions:

    • AsTransformationSemigroup,
    • AsPartialPermSemigroup,
    • AsBipartitionSemigroup,
    • AsBlockBijectionSemigroup

    which are shortcuts to Range(IsomorphismXSemigroup(S)).

  • A method for IsTransitive for a transformation semigroup and, optionally, a positive integer or list of positive integers. This method is based on Gabow's algorithm for determining the strongly connected components of a directed graph.

  • The functions MeetSemigroupCongruence and JoinSemigroupCongruences for finding the meet and join of a pair of congruences of a semigroup.

  • There is a new method for IsSynchronizingSemigroup, suggested by Peter Cameron, with better complexity than the previous method.

Issues Resolved in Version 2.1

Issue numbers refer to those on the Bitbucket issue tracker.

  • There was a bug in ReadGeneratorsFile, which meant it sometimes returned fail. The mode argument for IO_FilteredFile was not given.

  • There was a bug in the \in method for a congruence of a Rees 0-matrix semigroup, which sometimes returned the wrong answer for the zero of the semigroup.

  • There was a bug in IteratorFromGeneratorsFile that caused it to read only every other line in the given file, and to crash if there were an odd number of lines.

  • There was no hash function for bipartitions.

  • The documentation for InverseSubsemigroupByProperty did not specify the arguments of the function.

  • Issue 82: it is now possible to take the quotient of a semigroup by an ideal using the / operator.

  • Issue 96: IsIsomorphicSemigroup sometimes returned a false negative by incorrectly comparing the output of PartialOrderOfDClasses (up to isomorphism) rather than the transitive reflexive closure of PartialOrderOfDClasses.

  • Issue 97: there was a bug in the Normalizer method, which caused GAP to crash when the argument was a monoid with 0 generators.

  • Issue 98: PartitionMonoid(1) returned the wrong answer, it was missing the non-identity element.

  • Issue 99: the documentation for PartialOrderOfDClasses was incorrect.

  • Issue 103: under certain circumstances an error was given when trying to compute with an ideal of an inverse semigroup.

Version 2.0 (released 17/04/2014)

This is a major release including many new features and several bug fixes.

New Features in Version 2.0

  • extensive new features for computing with elements and subsemigroups of the partition monoid. It is now possible to compute with semigroups, monoids, inverse semigroups, inverse monoids, and ideals consisting of elements of the partition monoid. Examples of subsemigroups of this type are the Brauer monoids, Temperley-Lieb monoids, and the dual symmetric inverse monoid. See Chapter 5 of the manual for more details;

  • support for ideals of transformation, partial permutation, and bipartition semigroups, and subsemigroups of Rees 0-matrix semigroups. It is now possible to compute anything about one of these ideals that could formerly only be computed about a semigroup defined by a generating set. Such ideals now use a data structure similar to that used by semigroups defined by a generating set;

  • the new operations IsomorphismSemigroups, IsIsomorphicSemigroup, and SmallestMultiplicationTable. Some of the methods for this operation require the Grape package to be fully installed;

  • the new operation MaximalSubsemigroups, which returns the maximal subsemigroups of an arbitrary semigroup. Some of the methods for this operation require the Grape package to be fully installed;

  • the operation IsMaximalSubsemigroup;

  • the new operation Normalizer for computing a subgroup of a permutation group consisting of those permutations that stabilise, under conjugation, a transformation, partial perm, or bipartition semigroup. The genss package is required for this operation in some cases;

  • the new operation CharacterTableOfInverseSemigroup for finding the character table of an inverse semigroup of partial permutations;

  • methods for defining and manipulating the congruences of a Rees 0-matrix semigroup;

  • the properties IsCongruenceFreeSemigroup, IsEUnitaryInverseSemigroup;

  • the attributes:

    • ComponentRepsOfTransformationSemigroup
    • ComponentsOfTransformationSemigroup
    • CyclesOfTransformationSemigroup
    • ComponentRepsOfPartialPermSemigroup
    • ComponentsOfPartialPermSemigroup
    • CyclesOfPartialPermSemigroup.

  • the new function IteratorFromGeneratorsFile that returns an iterator which reads semigroup elements from a file created using WriteGenerators. This function is a convenient way of, for example, looping over a collection of generators in a file without loading every object in the file into memory. This might be useful if the file contains more information than there is available memory;

  • the operation EndomorphismsPartition that returns the monoid of endomorphisms preserving a partition. This monoid is defined using the minimum possible number of generators;

  • a version of the function Splash that attempts to convert a string containing a dot or tikz document into a pdf and opens this pdf. Other file formats are also supported;

  • the function DotSemilatticeOfIdempotents that produces a string containing a dot document of the semilattice of idempotents of an inverse semigroup grouped by \(\mathscr{D}\)-class;

  • the operation NaturalLeqInverseSemigroup, which is an umbrella operation for NaturalLeqPartialPerm, and other such functions.

Issues Resolved in Version 2.0

Issue numbers refer to those on the Bitbucket issue tracker.

  • the main algorithm underlying many of the methods in Semigroups has been revised to avoid computing the same information more than once. Some further internal rearranging and cleaning up was done.

  • MinimalIdeal and SingularTransformationSemigroup now returns an ideal rather than a semigroup defined by a generating set;

  • to reduce the size of the package archive, the examples directory has been removed. The content of the examples directory is available on this webpage.

  • several bugs in the setup for subsemigroups of Rees 0-matrix semigroups were resolved. These issues would have caused GAP to give an error in certain circumstances.

  • Issue 33: an error was returned when trying to calculate the size, or multiply elements in the quotient of a semigroup by an ideal.

  • Issue 36, Issue 64: the function SmallGeneratingSet was ambiguous, in the sense that it was sometimes unclear how to recreate a semigroup from its small generating set. For example, SmallGeneratingSet of a monoid could return an empty list, but this empty list could not be used to recreate the monoid in GAP. This was resolved by introducing the functions SmallSemigroupGeneratingSet, SmallMonoidGeneratingSet, SmallInverseSemigroupGeneratingSet, SmallInverseMonoidGeneratingSet. These functions can also now be applied to collections of elements, i.e. not only to semigroups.

  • Issue 47: ClosureSemigroup had several bugs that could, in some cases, result in incorrect results, or semigroups with invalid data structures.

  • Issue 50 and Issue 59: WriteGenerators wrote nothing to a file in the case that it was not piping through xz or gzip.

  • Issue 55: DotDClasses did not work when the argument was a Rees 0-matrix semigroup (it worked as intended when the argument was a subsemigroup of such a semigroup defined by a generating set).

  • Issue 56: the functions Monoid and InverseMonoid sometimes did not contain their identity element.

  • Issue 57: under certain circumstances a bug in the GAP kernel function INV_KER_TRANS, that didn't handle kernels and transformations with different length and degree properly, caused GAP to give an error.

  • Issue 63: there was an error in the GAP library functions Monoid and InverseMonoid, when they were passed a monoid as an argument.

  • Issue 63 (and Issue 4 in the orb package): a bug in the orb package meant that the log of an Orb was not properly updated if the enumeration stopped early because we found something we were looking for. This caused Semigroups to return incorrect results in some rare cases.

  • Issue 72: the method for IsomorphismTransformationSemigroup applied to a binary relation monoid returned an isomorphism to a transformation semigroup which was missing the image of the identity.

  • Issue 89: there was a bug in TRANS_IMG_CONJ which failed to handle transformations of unequal degrees correctly. This causes incorrect results to be returned when considering semigroups generated by transformations of unequal degrees.

Version 1.4 (released 28/10/13)

This is a minor release containing some bug fixes. Specifically: the functionality of ReadGenerators and WriteGenerators has been improved to allow the argument to be an io file object, and support is added to read and write directly to files compressed using xz. A minor bug relating to the creation of idempotents in transformation semigroups which was triggered by the identity transformation has been resolved. The functions IsomorphismReesMatrixSemigroup, InjectionPrincipalFactor, and IsZeroSimpleSemigroup have been revised. IsZeroSimpleSemigroup formerly returned true for the 2-element zero semigroup, which is not 0-simple. IsomorphismReesMatrixSemigroup could have returned an error if called for a semigroup which was not a semigroup of partial perms or transformations. The use of AsPermutation was changed to PermutationOfImage where appropriate following a change to the library methods for AsPermutation. The declarations of IsomorphismPermGroup and ClosureSemigroup were moved/changed to avoid warnings that their methods matched more than one declaration. These warnings were exposed by doing LoadAllPackages, but were not present when loading Semigroups by itself.

Version 1.3 (released 11/10/13)

Version 1.3 contains many bug fixes, extensions and improvements in the documentation, and several new methods and functions. Most notably are (in no particular order):

  • the methods in Semigroups have been extended to apply to arbitrary subsemigroups of regular Rees 0-matrix semigroups over groups;
  • a new method for MaximalSubsemigroups of Rees matrix semigroup has been implemented;
  • the functions Read/WriteSemigroups have been renamed Read/WriteGenerators, and their performance has been improved. It is now possible to use WriteGenerators to write to a gzipped file;
  • the operation SingularSemigroup has been renamed to SingularTransformationSemigroup;
  • the following attributes have been introduced:
    • MinimalDClass,
    • MaximalDClasses,
    • StructureDescriptionMaximalSubgroups,
    • StructureDescriptionSchutzenbergerGroups, and
    • IsGreensDLeq.
  • the attribute/operation DotDClasses has been introduced. This allows the \(\mathscr{D}\)-class diagram of a semigroup to be viewed.
  • ComponentRepsOfTransformationSemigroup is reintroduced.

Version 1.2 (released 02/08/13)

This release includes several new methods for inverse semigroups of partial permutations and for free inverse semigroups. Most notably among the new methods for inverse semigroups of partial permutations are:

  • SmallerDegreePartialPermRepresentation
  • VagnerPrestonRepresentation

for changing the representation of an inverse semigroup of partial permutations. The changes in this release were the result of the University of St Andrews Research for Undergraduates Summer School in 2012, and were largely written by Wilf A. Wilson and Robert Hancock.

Free inverse semigroups, and their elements, are also introduced, this part of the package was written by Julius Jonusas (who wishes to acknowledge the support of the Carnegie Trust).

Version 1.1 (released 11/06/13)

A minor release to fix some technical issues in PackageInfo.g, the declarations of IsGreens.Class, and a minor change in the output in one test in everyfunction.tst which was consequence of the declarations of IsGreens.Class.

Version 1.0 (released 07/06/13)

The package has been renamed from Citrus to Semigroups. The package has been completely overhauled, the performance has been improved, and the code has been generalized so that in the future the same code can be used to compute with other types of semigroups.

Under the name Citrus:

Version 0.9999

This is the final release of Citrus (the package will be renamed Citrus in the next release since the scope of the package has expanded to include more types of semigroups than just those of transformations and partial permutations).

A minor release fixing several bugs relating to inverse semigroups of partial permutations pointed out by participants at the University of St Andrews Research for Undergraduates Summer School in July 2012. Most notably by Demi Allen, Casey Donoven, Rhiannon Dougall, Robert Hancock, and Wilf A. Wilson. More specifically, SymmetricInverseSemigroup(n) returned an incorrect answer when n=1 or n=2, \in for the empty mapping and an inverse semigroup of partial perms sometimes incorrectly returned false, some harmless compiler warnings were displayed when using more recent versions of gcc, NaturalLeqPP sometimes returned the incorrect value, there was no method for IsInverseSemigroup or IsInverseMonoid for a semigroup of partial perms.

Version 0.999

A minor release fixing several bugs relating to partial permutations and monoids thereof, pointed out by Jack Schmidt. More specifically, MultiplicativeZero sometimes incorrectly returned fail for an inverse semigroup of partial permutations, sometimes PartialPerm incorrectly returned fail when given a dense range as an argument, sometimes the size of an inverse monoid was 1 more than the correct value, and RestrictedPP sometimes failed when it should not have.

Version 0.99

another minor release. Specific changes were: removed the declaration of SmallGeneratingSet for IsSemigroup since it appears not to be used and caused a warning to be shown when the RCWA package was loaded after Citrus. Added a new abstract to the PackageInfo.g file, and the documentation, and updated the webpages, in particular so that the html version of the manual is linked to that on the GAP webpage and the links to other manuals work.

Version 0.9

renamed the function for creating the semigroup of order-preserving transformations on an n-chain from O to OrderEndomorphisms after it was pointed out that it is not sensible to have function names with one character. Also made some minor adjustments to the manual.

Version 0.8

minor changes due to incompatibility with Smallsemi version 0.6.4 which caused some test files to fail when Nilmat was loaded after Citrus. The clashes and the failed test were caused by various properties being declared for IsTransformationSemigroup rather than IsSemigroup.

Version 0.7

the most major change is the introduction of special methods for partial permutations and inverse semigroups. So that these methods are efficient, a GAP kernel component (in C) has also been introduced for various low-level computations with partial permutations. Essentially all functions previously available for transformation semigroups are now available for inverse semigroups of partial permutations. The manual has been expanded and reorganised, some standard examples have been included (semigroups of order preserving transformations or partial permutations, the symmetric inverse semigroup, the full matrix semigroup over a finite field), the endomorphism monoids of the non-abelian groups with at most 64 elements have been included in the catalogues of examples, the functions InjectionPrincipalFactor, IsomorphismReesMatrixSemigroup, and PrincipalFactor, and some specific properties and attributes of inverse semigroups have been introduced (such as IsFactorisableSemigroup and PrimitiveIdempotents).

Version 0.6

fixed a bug relating to the creation of transformation semigroups using MagmaByGenerators. Also added the global variable CitrusOptionsRec containing the default values of the options used by Citrus when creating a semigroup.

Version 0.5

major changes are: the documentation has been further revised, functions for creating semigroups and monoids with certain options have been introduced, several functions have had the word Greens removed from their names to reduce the length, the operation ClosureSemigroup has been introduced, the functions ReadCitrus and WriteCitrus for reading and writing transformations to a file have been introduced, several catalogues of examples of transformation semigroups are now included in the examples directory, methods for creating a Green's class inside another Green's class have been included (such as an \(\mathscr{R}\)-class of a \(\mathscr{D}\)-class or an \(\mathscr{H}\)-class of an \(\mathscr{L}\)-class), the hash functions used for transformations etc have been improved.

Some minor bugs have been fixed, and new methods or functions with the following names have also been introduced:

  • AntiIsomorphismTransformationSemigroup (for a transformation semigroup),
  • IdempotentGeneratedSubsemigp,
  • IsomorphismTransformationSemigroup (for a permutation group),
  • IsomorphismTransformationMonoid (for a permutation group),
  • NrElementsOfRank.

Version 0.4

major changes are: the documentation has been updated, some changes to core functions for \(\mathscr{R}\)-classes/image orbits have resulted in a performance improvement, there is a method for the operation Factorization allowing an arbitrary element of a transformation semigroup to be expressed as a product of the generators.

Some minor bugs have been fixed, and new methods or functions with the following names have also been introduced:

OrbSCC, OrbSCCLookup, OrbSCCTruthTable, ReverseSchreierTreeOfSCC, SchreierTreeOfSCC, IsomorphismTransformationSemigroup (for a perm. gp).

Version 0.3

fixed a critical (but rare) bug in AddToOrbitsOfKernels that caused computations relating to \(\mathscr{D}\)-classes, \(\mathscr{H}\)-classes, or \(\mathscr{L}\)-classes to return incorrect answers in some cases.

Version 0.2

updated the method for \^ for a transformation and perm so that it is more efficient than the library method, same for * for a perm and transformation. New method for StructureDescription of a Brandt semigroup, and IsSubset for a trans. semigroup and trans. coll.

fixed bugs in IndexPeriodOfTransformation (it returned incorrect results) and AsPermutation. Also reduce hash table lengths so that Citrus uses less memory. Fixed bug that triggered an infinite loop when trying to find elements of a trivial trans. semigroup.

added the functions CitrusDefaultMem, CitrusHiMem, CitrusLoMem, CitrusVeryLoMem, IsBrandtSemigroup, IsLeftSimple, IsMonogenicSemigroup, IsRightSimple, IsZeroRectangularBand, IsZeroSimpleSemigroup.