GAP (Smallsemi) - Index

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### Index

`AllSmallSemigroups` 4.5-1
`Annihilators` 4.2-1
`DiagonalOfMultiplicationTable` 4.2-2
`DisplaySmallSemigroup` 4.2-3
`DStarClass`, for a Green's *-class 4.4-4
for a semigroup and element 4.4-3
`DStarClasses` 4.4-6
`DStarRelation` 4.4-2
`EnumeratorOfSmallSemigroups` 4.5-2
`EnumeratorOfSmallSemigroupsByIds` 4.5-3
`EnumeratorOfSmallSemigroupsByIdsNC` 4.5-3
`EnumeratorSortedOfSmallSemigroups` 4.5-4
`EquivalenceSmallSemigroup` 4.1-7
`FuncsOfSmallSemisInEnum` 4.5-5
`FuncsOfSmallSemisInIter` 4.5-6
`HStarClass`, for a semigroup and element 4.4-3
`HStarClasses` 4.4-6
`HStarRelation` 4.4-2
`IdSmallSemigroup` 4.1-6
`IdsOfSmallSemigroups` 4.5-7
`IndexPeriod` 4.2-4
`InfoSmallsemi` 4.1-8
`IsBand` 4.2-5
`IsBrandtSemigroup` 4.2-6
`IsCliffordSemigroup` 4.2-7
`IsCommutative` 4.2-8
`IsCommutativeSemigroup` 4.2-8
`IsCompletelyRegularSemigroup` 4.2-9
`IsCompletelySimpleSemigroup` 4.2-28
`IsDStarClass` 4.4-5
`IsDStarRelation` 4.4-1
`IsEnumeratorOfSmallSemigroups` 4.5-8
`IsFullTransformationSemigroupCopy` 4.2-10
`IsGroupAsSemigroup` 4.2-11
`IsHStarClass` 4.4-5
`IsHStarRelation` 4.4-1
`IsIdempotentGenerated` 4.2-12
`IsIdSmallSemigroup` 4.5-9
`IsInverseSemigroup` 4.2-13
`IsIteratorOfSmallSemigroups` 4.5-10
`IsJStarClass` 4.4-5
`IsJStarRelation` 4.4-1
`IsLeftZeroSemigroup` 4.2-14
`IsLStarClass` 4.4-5
`IsLStarRelation` 4.4-1
`IsMonogenicSemigroup` 4.2-15
`IsMonoidAsSemigroup` 4.2-16
`IsMultSemigroupOfNearRing` 4.2-17
`IsNGeneratedSemigroup` 4.2-18
`IsNIdempotentSemigroup` 4.2-19
`IsNilpotent` 4.2-20
`IsNilpotentSemigroup` 4.2-20
`IsOrthodoxSemigroup` 4.2-21
`IsRectangularBand` 4.2-22
`IsRegularSemigroup` 4.2-23
`IsRightZeroSemigroup` 4.2-24
`IsRStarClass` 4.4-5
`IsRStarRelation` 4.4-1
`IsSelfDualSemigroup` 4.2-25
`IsSemiband` 4.2-12
`IsSemigroupWithClosedIdempotents` 4.2-26
`IsSemigroupWithZero` 4.2-27
`IsSimpleSemigroup` 4.2-28
`IsSingularSemigroupCopy` 4.2-29
`IsSmallSemigroup` 4.1-2
`IsSmallSemigroupElt` 4.1-3
`IsStarClass` 4.4-5
`IsStarRelation` 4.4-1
`IsZeroGroup` 4.2-30
`IsZeroSemigroup` 4.2-31
`IsZeroSimpleSemigroup` 4.2-32
`IteratorOfSmallSemigroups` 4.5-11
`JStarClass`, for a Green's *-class 4.4-4
for a semigroup and element 4.4-3
`JStarClasses` 4.4-6
`JStarRelation` 4.4-2
`LStarClass`, for a Green's *-class 4.4-4
for a semigroup and element 4.4-3
`LStarClasses` 4.4-6
`LStarRelation` 4.4-2
`MinimalGeneratingSet` 4.2-33
`NamesFuncsSmallSemisInEnum` 4.5-12
`NamesFuncsSmallSemisInIter` 4.5-13
`NilpotencyDegree` 4.2-34
`NilpotentSemigroupsByCoclass` 4.3-1
`Nr3NilpotentSemigroups` 4.5-14
`NrSmallSemigroups` 4.5-15
`OneSmallSemigroup` 4.5-16
`PositionsOfSmallSemigroups` 4.5-17
`PositionsOfSmallSemisInEnum` 4.5-18
`PrecomputedSmallSemisInfo` 4.5-19
`RandomSmallSemigroup` 4.5-20
`RecoverMultiplicationTable` 4.1-4
`RecoverMultiplicationTableNC` 4.1-4
`RStarClass`, for a Green's *-class 4.4-4
for a semigroup and element 4.4-3
`RStarClasses` 4.4-6
`RStarRelation` 4.4-2
`SemigroupByMultiplicationTableNC` 4.1-5
`SizesOfSmallSemisInEnum` 4.5-21
`SizesOfSmallSemisInIter` 4.5-22
`SmallSemigroup` 4.1-1
`SmallSemigroupNC` 4.1-1
`UnloadSmallsemiData` 4.1-9
`UpToIsomorphism` 4.5-23

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