* (for bipartitions)  5.4< (for bipartitions)  5.4= (for bipartitions)  5.4\<, for Green's classes  4.4-1\^, for an matrix over finite field group and matrix over finite field  7.3-2AsBipartition  5.3-1AsBipartitionSemigroup  2.4-1AsBlockBijection  5.3-2AsBlockBijectionSemigroup  2.4-1AsLookupTable  8.2-5AsMatrix, for a matrix over finite field  7.2-11AsMatrixGroup  7.3-4AsMatrixSemigroup  2.4-1AsPartialPerm, for a bipartition  5.3-4AsPartialPermSemigroup  2.4-1AsPermutation, for a bipartition  5.3-5AsRMSCongruenceByLinkedTriple  8.3-7AsRZMSCongruenceByLinkedTriple  8.3-7AsSemigroupCongruenceByGeneratingPairs  8.3-6AsTransformation, for a bipartition  5.3-3AsTransformationSemigroup  2.4-1BaseDomain, for a matrix over finite field  7.2-9Bipartition  5.2-1BipartitionByIntRep  5.2-2BipartitionFamily  5.1-3BlocksNC  5.6-1BrauerMonoid  2.5-3CanonicalForm, for a free inverse semigroup element  6.3-1CanonicalRepresentative  8.3-5CharacterTableOfInverseSemigroup  4.7-16ClosureInverseSemigroup  2.2-1ClosureSemigroup  2.2-2ComponentRepsOfPartialPermSemigroup  4.5-19ComponentRepsOfTransformationSemigroup  4.5-15ComponentsOfPartialPermSemigroup  4.5-20ComponentsOfTransformationSemigroup  4.5-16CongruenceClasses  8.2-2CongruenceClassOfElement  8.2-1CongruencesOfSemigroup  8.2-4ConstructingFilter, for a matrix over finite field  7.2-12CyclesOfPartialPerm  4.5-21CyclesOfPartialPermSemigroup  4.5-22CyclesOfTransformationSemigroup  4.5-17DClass  4.2-2DClasses  4.3-1DClassNC  4.2-3DClassOfHClass  4.2-1DClassOfLClass  4.2-1DClassOfRClass  4.2-1DClassReps  4.3-4DegreeOfBipartition  5.5-1DegreeOfBipartitionCollection  5.5-1DegreeOfBipartitionSemigroup  5.9-5DegreeOfBlocks  5.6-4DegreeOfMatrixOverFiniteField, for a matrix over finite field  7.2-8DotDClasses  4.8-2DotDClasses, for a semigroup  4.8-2DotSemilatticeOfIdempotents  4.8-3DualSymmetricInverseMonoid  2.5-6DualSymmetricInverseSemigroup  2.5-6EndomorphismsPartition  2.5-1EnumeratePosition  10.1-1EvaluateWord  4.1-1ExtRepOfBipartition  5.5-3ExtRepOfBlocks  5.6-2FactorisableDualSymmetricInverseSemigroup  2.5-5Factorization  4.1-2FreeBand, for a given rank  6.4-1FreeBand, for a list of names  6.4-1FreeBand, for various names  6.4-1FreeInverseSemigroup, for a given rank  6.1-1FreeInverseSemigroup, for a list of names  6.1-1FreeInverseSemigroup, for various names  6.1-1FullMatrixSemigroup  2.5-8GeneralLinearSemigroup  2.5-8Generators  4.5-1GeneratorsOfSemigroupIdeal  3.2-1GeneratorsSmallest, for a transformation
    semigroup  4.5-25GLS  2.5-8GreensDClasses  4.3-1GreensDClassOfElement  4.2-2GreensDClassOfElement, for a free band and a free band element  6.5-1GreensDClassOfElementNC  4.2-3GreensHClasses  4.3-1GreensHClassOfElement  4.2-2GreensHClassOfElement, for a Rees matrix semigroup  4.2-2GreensHClassOfElementNC  4.2-3GreensJClasses  4.3-1GreensLClasses  4.3-1GreensLClassOfElement  4.2-2GreensLClassOfElementNC  4.2-3GreensRClasses  4.3-1GreensRClassOfElement  4.2-2GreensRClassOfElementNC  4.2-3GroupHClass  4.2-4GroupOfUnits  4.5-2HClass  4.2-2HClass, for a Rees matrix semigroup  4.2-2HClasses  4.3-1HClassNC  4.2-3HClassReps  4.3-4IdempotentGeneratedSubsemigroup  4.5-5Idempotents  4.5-3IdentityBipartition  5.2-3InfoSemigroups  1.5-1InjectionPrincipalFactor  4.4-2InverseLeftBlocks  5.7-5InverseRightBlocks  5.7-4InverseSubsemigroupByProperty  2.2-4IrredundantGeneratingSubset  4.5-6IsAperiodicSemigroup  4.6-16IsBand  4.6-1IsBipartition  5.1-1IsBipartitionCollection  5.1-2IsBipartitionMonoid  5.9-1IsBipartitionSemigroup  5.9-1IsBipartitionSemigroupGreensClass  4.4-16IsBlockBijection  5.5-13IsBlockBijectionMonoid  5.9-2IsBlockBijectionSemigroup  5.9-2IsBlockGroup  4.6-2IsBrandtSemigroup  4.7-2IsCliffordSemigroup  4.7-1IsCombinatorialSemigroup  4.6-16IsCommutativeSemigroup  4.6-3IsCompletelyRegularSemigroup  4.6-4IsCompletelySimpleSemigroup  4.6-19IsCongruenceFreeSemigroup  4.6-5IsDTrivial  4.6-16IsDualTransBipartition  5.5-10IsEUnitaryInverseSemigroup  4.7-3IsFactorisableSemigroup  4.7-4IsFreeBand, for a given semigroup  6.4-3IsFreeBandCategory  6.4-2IsFreeBandElement  6.4-4IsFreeBandSubsemigroup  6.4-5IsFreeInverseSemigroup  6.1-3IsFreeInverseSemigroupCategory  6.1-2IsFreeInverseSemigroupElement  6.1-4IsGreensClassNC  4.4-14IsGreensDLeq  4.4-20IsGroupAsSemigroup  4.6-6IsHTrivial  4.6-16IsIdempotentGenerated  4.6-7IsIsomorphicSemigroup  9.1-1IsJoinIrreducible  4.7-5IsLeftSimple  4.6-8IsLeftZeroSemigroup  4.6-9IsLinkedTriple  8.3-4IsLTrivial  4.6-16IsMajorantlyClosed  4.7-6IsMatrixMonoid  7.1-1IsMatrixOverFiniteField  7.2-1IsMatrixOverFiniteFieldCollection  7.2-2IsMatrixOverFiniteFieldGroup  7.3-1IsMatrixSemigroup  7.1-1IsMatrixSemigroupGreensClass  4.4-18IsMaximalSubsemigroup  4.5-9IsMonogenicInverseSemigroup  4.7-7IsMonogenicSemigroup  4.6-10IsMonoidAsSemigroup  4.6-11IsomorphismBipartitionMonoid  2.4-3IsomorphismBipartitionSemigroup  2.4-3IsomorphismBlockBijectionMonoid  2.4-4IsomorphismBlockBijectionSemigroup  2.4-4IsomorphismMatrixGroup  7.3-3IsomorphismMatrixSemigroup  2.4-5IsomorphismPermGroup  2.4-2IsomorphismReesMatrixSemigroup  4.4-2IsomorphismSemigroups  9.1-3IsOrthodoxSemigroup  4.6-12IsPartialPermBipartition  5.5-12IsPartialPermBipartitionMonoid  5.9-3IsPartialPermBipartitionSemigroup  5.9-3IsPartialPermSemigroupGreensClass  4.4-17IsPermBipartition  5.5-11IsPermBipartitionGroup  5.9-4IsRectangularBand  4.6-13IsRegularClass  4.4-4IsRegularSemigroup  4.6-14IsRightSimple  4.6-8IsRightZeroSemigroup  4.6-15IsRMSCongruenceByLinkedTriple  8.3-1IsRTrivial  4.6-16IsRZMSCongruenceByLinkedTriple  8.3-1IsSemiBand  4.6-7IsSemigroupWithAdjoinedZero  4.6-17IsSemigroupWithCommutingIdempotents  4.6-2IsSemilattice  4.6-18IsSimpleSemigroup  4.6-19IsSynchronizingSemigroup  4.6-20IsSynchronizingTransformationCollection  4.6-20IsTransBipartition  5.5-9IsTransformationSemigroupGreensClass  4.4-15IsTransitive, for a transformation
    semigroup and a pos int  4.5-18IsTransitive, for a transformation
    semigroup and a set  4.5-18IsUniformBlockBijection  5.5-14IsUniversalSemigroupCongruence  8.4-1IsZeroGroup  4.6-21IsZeroRectangularBand  4.6-22IsZeroSemigroup  4.6-23IsZeroSimpleSemigroup  4.6-24IteratorFromGeneratorsFile  1.6-4IteratorOfDClasses  4.3-3IteratorOfDClassReps  4.3-2IteratorOfHClasses  4.3-3IteratorOfHClassReps  4.3-2IteratorOfLClasses  4.3-3IteratorOfLClassReps  4.3-2IteratorOfRClasses  4.3-3IteratorOfRClassReps  4.3-2JClasses  4.3-1JoinIrreducibleDClasses  4.7-8JoinSemigroupCongruences  8.3-9JonesMonoid  2.5-4LargestElementSemigroup  4.5-24LClass  4.2-2LClasses  4.3-1LClassNC  4.2-3LClassOfHClass  4.2-1LClassReps  4.3-4LeftBlocks  5.5-5LeftInverse, for a matrix over finite field  7.2-7LeftOne, for a bipartition  5.2-4LeftProjection  5.2-4LeftZeroSemigroup  2.5-17LookForInOrb  10.1-2MajorantClosure  4.7-9MatrixSemigroup  7.1-2MaximalDClasses  4.4-10MaximalSubsemigroups, for a Rees (0-)matrix semigroup, and a group  4.5-8MaximalSubsemigroups, for an acting semigroup  4.5-7MeetSemigroupCongruences  8.3-8MinimalDClass  4.4-9MinimalIdeal  4.5-10MinimalIdealGeneratingSet  3.2-2MinimalWord, for free inverse semigroup element  6.3-2Minorants  4.7-10MonogenicSemigroup  2.5-14MultiplicativeNeutralElement, for an H-class  4.4-13MultiplicativeZero  4.5-12MunnSemigroup  2.5-10NaturalLeqBlockBijection  5.4-3NaturalLeqPartialPermBipartition  5.4-2NewIdentityMatrixOverFiniteField  7.2-4NewMatrixOverFiniteField, for a filter, a field, an integer, and a list  7.2-3NewZeroMatrixOverFiniteField  7.2-4Normalizer, for a perm group, semigroup, record  4.5-23Normalizer, for a semigroup, record  4.5-23NrBlocks, for a bipartition  5.5-8NrBlocks, for blocks  5.5-8NrCongruenceClasses  8.2-3NrDClasses  4.4-6NrHClasses  4.4-6NrIdempotents  4.5-4NrLClasses  4.4-6NrLeftBlocks  5.5-6NrRClasses  4.4-6NrRegularDClasses  4.4-5NrRightBlocks  5.5-7NrTransverseBlocks, for a bipartition  5.5-2NrTransverseBlocks, for blocks  5.6-3OnLeftBlocks  5.7-2OnRightBlocks  5.7-1OnRightBlocksBipartitionByPerm  5.4-5OrbSCC  10.2-1OrbSCCLookup  10.2-2OrbSCCTruthTable  10.2-3OrderEndomorphisms, monoid of order preserving transformations  2.5-11PartialOrderOfDClasses  4.4-7PartialPermLeqBipartition  5.4-1PartialTransformationSemigroup  2.5-7PartitionMonoid  2.5-2PermLeftBlocks  5.7-3PermLeftQuoBipartition  5.4-4PermRightBlocks  5.7-3POI, monoid of order preserving partial perms  2.5-11POPI, monoid of orientation preserving partial
      perms  2.5-11PrimitiveIdempotents  4.7-11PrincipalFactor  4.4-3Random, for a semigroup  4.5-13RandomBinaryRelationMonoid  2.1-4RandomBinaryRelationSemigroup  2.1-4RandomBipartition  5.2-7RandomBipartitionMonoid  2.1-5RandomBipartitionSemigroup  2.1-5RandomInverseMonoid  2.1-1RandomInverseSemigroup  2.1-1RandomMatrixMonoid  2.1-6RandomMatrixSemigroup  2.1-6RandomPartialPermMonoid  2.1-3RandomPartialPermSemigroup  2.1-3RandomTransformationMonoid  2.1-2RandomTransformationSemigroup  2.1-2RankOfBipartition  5.5-2RankOfBlocks  5.6-3RClass  4.2-2RClasses  4.3-1RClassNC  4.2-3RClassOfHClass  4.2-1RClassReps  4.3-4ReadGenerators  1.6-2RectangularBand  2.5-15RegularBinaryRelationSemigroup  2.5-13RegularDClasses  4.4-5RepresentativeOfMinimalDClass  4.5-11RepresentativeOfMinimalIdeal  4.5-11ReverseSchreierTreeOfSCC  10.2-4RightBlocks  5.5-4RightCosetsOfInverseSemigroup  4.7-12RightInverse, for a matrix over finite field  7.2-7RightOne, for a bipartition  5.2-5RightProjection  5.2-5RightZeroSemigroup  2.5-17RMSCongruenceByLinkedTriple  8.3-2RMSCongruenceClassByLinkedTriple  8.3-3RowRank, for a matrix over finite field  7.2-6RowSpaceBasis, for a matrix over finite field  7.2-5RowSpaceTransformation, for a matrix over finite field  7.2-5RowSpaceTransformationInv, for a matrix over finite field  7.2-5RZMSCongruenceByLinkedTriple  8.3-2RZMSCongruenceClassByLinkedTriple  8.3-3SameMinorantsSubgroup  4.7-13SchreierTreeOfSCC  10.2-5SchutzenbergerGroup  4.4-8SemigroupCongruence  8.1-1SemigroupIdeal  3.1-1SemigroupsDir  1.6-1SemigroupsMakeDoc  1.3-1SemigroupsOptionsRec  2.3-1SemigroupsTestAll  1.4-3SemigroupsTestInstall  1.4-1SemigroupsTestManualExamples  1.4-2SingularBrauerMonoid  2.5-3SingularDualSymmetricInverseSemigroup  2.5-6SingularFactorisableDualSymmetricInverseSemigroup  2.5-5SingularJonesMonoid  2.5-4SingularPartitionMonoid  2.5-2SingularTransformationMonoid  2.5-12SingularTransformationSemigroup  2.5-12SLS  2.5-9SmallerDegreePartialPermRepresentation  4.7-14SmallestElementSemigroup  4.5-24SmallestMultiplicationTable  9.1-2SmallGeneratingSet  4.5-14SmallInverseMonoidGeneratingSet  4.5-14SmallInverseSemigroupGeneratingSet  4.5-14SmallMonoidGeneratingSet  4.5-14SmallSemigroupGeneratingSet  4.5-14SpecialLinearSemigroup  2.5-9Splash  4.8-1Star  5.2-6StarOp  5.2-6StructureDescription, for an H-class  4.4-19StructureDescriptionMaximalSubgroups  4.4-12StructureDescriptionSchutzenbergerGroups  4.4-11SubsemigroupByProperty, for a semigroup and function  2.2-3SubsemigroupByProperty, for a semigroup, function, and limit on the size of the subsemigroup  2.2-3SupersemigroupOfIdeal  3.2-3TemperleyLiebMonoid  2.5-4TikzBipartition  5.8-1TikzBlocks  5.8-2TraceSchreierTreeOfSCCBack  10.2-6TraceSchreierTreeOfSCCForward  10.2-7TransposedMatImmutable, for a matrix over finite field  7.2-10UnderlyingSemigroupOfSemigroupWithAdjoinedZero  4.5-26UniversalSemigroupCongruence  8.4-2VagnerPrestonRepresentation  4.7-15WriteGenerators  1.6-3ZeroSemigroup  2.5-16
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