GAP (Gpd) - Index

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### Index

* for groupoid elements 4.2-1
\^{} for arrows 4.5-1
\^{} for groupoids 4.5-3
`Ancestor` 4.3-2
`Arrow` 2.1-2
`Arrow` 4.2-1
`AutomorphismGroup` 5.4-1
`ConjugateArrow` 4.5-1
`ConjugateGroupoid` 4.5-3
`DigraphOfGraphOfGroupoids` 6.5-1
`DigraphOfGraphOfGroups` 6.2-1
`DiscreteSubgroupoid` 4.3-1
`DiscreteTrivialSubgroupoid` 4.3-1
`DomainWithSingleObject` 2.4-1
`DomainWithSingleObject` 4.1-1
`DoubleCoset` 4.4-1
`DoubleCosetRepresentatives` 4.4-1
`ElementOfArrow` 2.1-2
`ElementOfArrow` 4.2-1
`FpWeightedDigraph` 6.1-1
`FreeProductWithAmalgamation` 6.4-1
`FullSubgroupoid` 4.3-1
`FullTrivialSubgroupoid` 4.3-1
`GeneratorsOfMagmaWithObjects` 2.3-1
`GGHead` 6.3-1
`GGTail` 6.3-1
`GraphOfGroupoids` 6.5-1
`GraphOfGroupoidsOfWord` 6.5-2
`GraphOfGroupoidsWord` 6.5-2
`GraphOfGroups` 6.2-1
`GraphOfGroupsOfWord` 6.3-1
`GraphOfGroupsRewritingSystem` 6.4-1
`GraphOfGroupsWord` 6.3-1
`Groupoid` 4.1-1
`GroupoidAutomorphismByGroupAuto` 5.4-1
`GroupoidAutomorphismByGroupAutos` 5.4-2
`GroupoidAutomorphismByObjectPerm` 5.4-1
`GroupoidAutomorphismByRayImages` 5.4-1
`GroupoidHomomorphism` 5.1-1
`GroupoidHomomorphismFromSinglePiece` 5.1-1
`GroupoidsOfGraphOfGroupoids` 6.5-1
`GroupsOfGraphOfGroups` 6.2-1
`HeadOfArrow` 2.1-2
`HeadOfArrow` 4.2-1
`HnnExtension` 6.4-2
`HomogeneousDiscreteGroupoid` 4.1-5
`HomogeneousGroupoid` 4.1-5
`HomomorphismByUnion` 3.3-1
`HomomorphismByUnion` 5.3-1
`HomomorphismFromSinglePiece` 3.1-1
`HomomorphismToSinglePiece` 3.1-1
`HomomorphismToSinglePiece` 5.2-1
`Homset` 4.2-4
`HomsOfMapping` 3.1-1
identity subgroupoid 4.3-1
`IdentityArrow` 4.2-2
`IdentityMapping` 5.2-1
`InclusionMappingGroupoids` 5.1-1
`InvolutoryArcs` 6.1-1
`IsArrowIn` 2.1-2
`IsArrowIn` 4.2-1
`IsAutomorphismWithObjects` 3.3-1
`IsBijectiveOnObjects` 3.3-1
`IsDirectProductWithCompleteGraph` 2.1-3
`IsDiscrete` 2.1-3
`IsDomainWithObjects` 2.1-1
`IsEndomorphismWithObjects` 3.3-1
`IsFpaGroup` 6.4-1
`IsFpGroupoid` 4.1-3
`IsFpWeightedDigraph` 6.1-1
`IsGraphOfFpGroupoids` 6.5-1
`IsGraphOfFpGroups` 6.2-2
`IsGraphOfGroupoidsWord` 6.5-2
`IsGraphOfGroupsWord` 6.3-1
`IsGraphOfPcGroups` 6.2-2
`IsGraphOfPermGroupoids` 6.5-1
`IsGraphOfPermGroups` 6.2-2
`IsHnnGroup` 6.4-2
`IsHomogeneousDomainWithObjects` 4.1-5
`IsHomogeneousDiscreteGroupoidRep` 4.1-5
`IsInjectiveOnObjects` 3.3-1
`IsMagmaWithObjects` 2.1-1
`IsMappingToSinglePieceRep` 3.1-1
`IsMatrixGroupoid` 4.1-3
`IsMultiplicativeElementWithObjects` 2.1-2
`IsomorphismNewObjects` 3.1-1
`IsomorphismNewObjects` 5.1-1
`IsomorphismsOfGraphOfGroupoids` 6.5-1
`IsomorphismsOfGraphOfGroups` 6.2-1
`IsPcGroupoid` 4.1-3
`IsPermGroupoid` 4.1-3
`IsReducedGraphOfGroupoidsWord` 6.5-2
`IsReducedGraphOfGroupsWord` 6.3-2
`IsSinglePiece` 2.1-3
`IsSubgroupoid` 4.3-1
`IsSurjectiveOnObjects` 3.3-1
`IsWide` 4.3-1
`LeftCoset` 4.4-1
`LeftCosetRepresentatives` 4.4-1
`LeftCosetRepresentativesFromObject` 4.4-1
`LeftTransversalsOfGraphOfGroupoids` 6.5-1
`LeftTransversalsOfGraphOfGroups` 6.2-3
License .-2
loop 4.2-3
`MagmaWithObjects` 2.1-1
`MagmaWithObjectsHomomorphism` 3.1-1
`MaximalDiscreteSubgroupoid` 4.3-1
`MonoidWithObjects` 2.3-1
`NormalFormGGRWS` 6.4-1
`ObjectCostar` 4.2-4
`ObjectGroup` 4.1-2
`ObjectGroupHomomorphism` 5.4-3
`ObjectList` 2.1-1
`ObjectList` 4.1-2
`ObjectList`, for groupoids 4.1-4
`ObjectStar` 4.2-4
`Order` 4.2-3
`PieceImages` 3.1-1
`Pieces` 2.4-2
`Pieces` 4.1-4
`PiecesOfMapping` 3.1-1
`Range` 3.1-1
`RayElementsOfGroupoid` 4.3-2
rays 4.3-2
`RaysOfGroupoid` 4.3-2
`ReducedGraphOfGroupoidsWord` 6.5-2
`ReducedGraphOfGroupsWord` 6.3-2
`ReplaceOnePieceInUnion` 4.1-4
`RightCoset` 4.4-1
`RightCosetRepresentatives` 4.4-1
`RightTransversalsOfGraphOfGroupoids` 6.5-1
`RightTransversalsOfGraphOfGroups` 6.2-3
`RootGroup` 4.1-2
`RootGroupHomomorphism` 5.4-3
`RootObject` 2.1-1
`RootObject` 4.1-2
`SemigroupWithObjects` 2.2-1
`SinglePieceGroupoid` 4.1-1
`SinglePieceGroupoidByGenerators` 4.5-2
`SinglePieceMagmaWithObjects` 2.1-1
`SinglePieceMonoidWithObjects` 2.3-1
`SinglePieceSemigroupWithObjects` 2.2-1
`Size` 4.1-4
`Source` 3.1-1
`Subgroupoid` 4.3-1
`SubgroupoidByPieces` 4.3-1
`SubgroupoidsOfGraphOfGroupoids` 6.5-1
`SubgroupoidWithRays` 4.3-2
`TailOfArrow` 2.1-2
`TailOfArrow` 4.2-1
tree groupoid 4.3-1
trivial subgroupoid 4.3-1
`UnionOfPieces` 2.4-2
`UnionOfPieces` 4.1-4
`WordOfGraphOfGroupoidsWord` 6.5-2
`WordOfGraphOfGroupsWord` 6.3-1

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