Ancestor
4.3-2 Arrow
2.1-2 4.2-1 AutomorphismGroup
5.4-3 AutomorphismGroupOfGroupoid
5.4-3 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 4.1-1 DoubleCoset
4.4-1 DoubleCosetRepresentatives
4.4-1 ElementOfArrow
2.1-2 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
5.4-4 GroupoidAutomorphismByObjectPerm
5.4-1 GroupoidAutomorphismByRayShifts
5.4-1 GroupoidHomomorphism
5.1-1 GroupoidHomomorphismFromSinglePiece
5.1-1 GroupoidsOfGraphOfGroupoids
6.5-1 GroupsOfGraphOfGroups
6.2-1 HeadOfArrow
2.1-2 4.2-1 HnnExtension
6.4-2 HomogeneousDiscreteGroupoid
4.1-5 HomogeneousGroupoid
4.1-5 HomomorphismByUnion
3.3-1 5.3-1 HomomorphismFromSinglePiece
3.1-1 HomomorphismToSinglePiece
3.1-1 5.2-1 Homset
4.2-4 HomsOfMapping
3.1-1 IdentityArrow
4.2-2 IdentityMapping
5.2-1 InclusionMappingGroupoids
5.1-1 InvolutoryArcs
6.1-1 IsArrowIn
2.1-2 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 5.1-1 IsomorphismsOfGraphOfGroupoids
6.5-1 IsomorphismsOfGraphOfGroups
6.2-1 IsomorphismStandardGroupoid
5.1-1 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 MagmaWithObjects
2.1-1 MagmaWithObjectsHomomorphism
3.1-1 MaximalDiscreteSubgroupoid
4.3-1 MonoidWithObjects
2.3-1 NiceObjectAutoGroupGroupoid
5.4-3 NormalFormGGRWS
6.4-1 ObjectCostar
4.2-4 ObjectGroup
4.1-2 ObjectGroupHomomorphism
5.4-5 ObjectList
2.1-1 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 4.1-4 PiecesOfMapping
3.1-1 Range
3.1-1 RayElementsOfGroupoid
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
5.4-5 RootObject
2.1-1 4.1-2 SemigroupWithObjects
2.2-1 SinglePieceGroupoid
4.1-1 SinglePieceMagmaWithObjects
2.1-1 SinglePieceMonoidWithObjects
2.3-1 SinglePieceSemigroupWithObjects
2.2-1 SinglePieceSubgroupoidByGenerators
4.5-2 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 4.2-1 UnionOfPieces
2.4-2 4.1-4 WordOfGraphOfGroupoidsWord
6.5-2 WordOfGraphOfGroupsWord
6.3-1
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