Index

* for groupoid elements 4.2-1
\^{} for groupoid elements 4.5-1
\^{} for groupoids 4.5-3
Ancestor 4.3-2
Arrowelt 2.1-2
Arrowelt, for groupoids 4.2-1
Arrowhead 2.1-2
Arrowhead, for groupoids 4.2-1
Arrowtail 2.1-2
Arrowtail, for groupoids 4.2-1
AutomorphismGroup 5.4-1
ConjugateGroupoid 4.5-3
ConjugateGroupoidElement 4.5-1
DigraphOfGraphOfGroupoids 6.5-1
DigraphOfGraphOfGroups 6.2-1
DiscreteIdentitySubgroupoid 4.3-1
DiscreteSubgroupoid 4.3-1
DomainWithSingleObject 2.4-1
DoubleCoset 4.4-1
DoubleCosetRepresentatives 4.4-1
FpWeightedDigraph 6.1-1
FreeProductWithAmalgamation 6.4-1
FullIdentitySubgroupoid 4.3-1
FullSubgroupoid 4.3-1
GeneratorsOfMagmaWithObjects 2.4-2
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
GroupoidAutomorphismByObjectPerm 5.4-1
GroupoidAutomorphismByRayImages 5.4-1
GroupoidElement 4.2-1
GroupoidHomomorphism 5.1-1
GroupoidHomomorphismByGroupHom 5.1-1
GroupoidHomomorphismFromSinglePiece 5.1-1
GroupoidsOfGraphOfGroupoids 6.5-1
GroupsOfGraphOfGroups 6.2-1
HnnExtension 6.4-2
HomomorphismByUnion 3.3-1
HomomorphismByUnion 5.3-1
HomomorphismFromSinglePiece 3.1-1
HomomorphismToSinglePiece 3.1-1
HomomorphismToSinglePiece 5.2-1
Homset 4.2-3
HomsOfMapping 3.1-1
identity subgroupoid 4.3-1
IdentityElement 4.2-2
IdentityMapping 5.2-1
InclusionMappingGroupoids 5.1-1
InvolutoryArcs 6.1-1
IsAutomorphismWithObjects 3.3-1
IsBijectiveWithObjects 3.3-1
IsDirectProductWithCompleteGraph 2.1-3
IsDiscrete 2.1-3
IsDomainWithObjects 2.1-1
IsElementOfGroupoid 4.2-1
IsEndomorphismWithObjects 3.3-1
IsFpaGroup 6.4-1
IsFpGroupoid 4.1-2
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
IsInjectiveWithObjects 3.3-1
IsMagmaWithObjects 2.1-1
IsMappingToSinglePieceRep 3.1-1
IsMultiplicativeElementWithObjects 2.1-2
IsomorphismNewObjects 3.1-1
IsomorphismsOfGraphOfGroupoids 6.5-1
IsomorphismsOfGraphOfGroups 6.2-1
IsPcGroupoid 4.1-2
IsPermGroupoid 4.1-2
IsReducedGraphOfGroupoidsWord 6.5-2
IsReducedGraphOfGroupsWord 6.3-2
IsSinglePiece 2.1-3
IsSubgroupoid 4.3-1
IsSurjectiveWithObjects 3.3-1
IsWide 4.3-1
LeftCoset 4.4-1
LeftCosetRepresentatives 4.4-1
LeftCosetRepresentativesFromObject 4.4-1
LeftTransversalsOfGraphOfGroups 6.2-3
LefvtTransversalsOfGraphOfGroupoids 6.5-1
License .-2
MagmaWithObjects 2.1-1
MagmaWithObjectsHomomorphism 3.1-1
MaximalDiscreteSubgroupoid 4.3-1
MonoidWithObjects 2.3-1
MultiplicativeElementWithObjects 2.1-2
NormalFormGGRWS 6.4-1
ObjectCostar 4.2-3
ObjectList 2.1-1
ObjectList, for groupoids 4.1-3
ObjectStar 4.2-3
PieceImages 3.1-1
Pieces 2.4-2
PiecesOfMapping 3.1-1
Range 3.1-1
rays 4.3-2
RaysOfGroupoid 4.3-2
ReducedGraphOfGroupoidsWord 6.5-2
ReducedGraphOfGroupsWord 6.3-2
ReplaceOnePieceInUnion 4.1-3
RightCoset 4.4-1
RightCosetRepresentatives 4.4-1
RightTransversalsOfGraphOfGroupoids 6.5-1
RightTransversalsOfGraphOfGroups 6.2-3
RootObject 2.1-1
RootObjectHomomorphism 5.1-1
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 4.2-1
Source 3.1-1
Subgroupoid 4.3-1
SubgroupoidByPieces 4.3-1
SubgroupoidsOfGraphOfGroupoids 6.5-1
SubgroupoidWithRays 4.3-2
SubgroupsOfGraphOfGroups 6.2-1
tree groupoid 4.3-1
UnionOfPieces 2.4-2
UnionOfPieces 4.1-3
WordOfGraphOfGroupoidsWord 6.5-2
WordOfGraphOfGroupsWord 6.3-1