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Index

action of crystallographic groups 1.1-1
BasisChangeAffineMatOnRight 2.2-2
BisectorInequalityFromPointPair 2.3-3
BoundaryOfFreeZGLetter B.1-9
BoundaryOfFreeZGLetter_LargeGroupRep B.4-11
BoundaryOfFreeZGLetterNC B.3-6
BoundaryOfFreeZGLetterNC_LargeGroupRep B.4-11
BoundaryOfFreeZGWord B.1-10
BoundaryOfFreeZGWord_LargeGroupRep B.4-12
BoundaryOfFreeZGWordNC B.3-7
BoundaryOfGenerator_LargeGroupRep B.4-10
BoundaryOfGeneratorNC_LargeGroupRep B.4-10
ConvertLetterToStandardRep B.2-3
ConvertLetterToStandardRepNC B.2-3
ConvertStandardLetter B.2-1
ConvertStandardLetterNC B.2-1
ConvertStandardWord B.2-2
ConvertStandardWordNC B.2-2
ConvertWordToStandardRep B.2-4
ConvertWordToStandardRepNC B.2-4
DimensionSquareMat 2.1-4
FaceLatticeAndBoundaryBieberbachGroup 4.2-2
FundamentalDomainBieberbachGroup 4.1-2
FundamentalDomainFromGeneralPointAndOrbitPartGeometric 4.1-3
FundamentalDomainStandardSpaceGroup 4.1-1
GeneratorsOfModuleOfResolution_LargeGroupRep B.4-9
GramianOfAverageScalarProductFromFiniteMatrixGroup 2.3-1
GroupElementFromPosition B.1-5
GroupRingOfResolution B.4-1
ineqThreshold 4.1-2
InfoHAPcryst 1.3-1
installation 1.2
IsFreeZGLetter B.3-1
IsFreeZGLetter_LargeGroupRep B.4-5
IsFreeZGLetterNoTermCheck_LargeGroupRep B.4-3
IsFreeZGWord B.3-2
IsFreeZGWord_LargeGroupRep B.4-6
IsFreeZGWordNoTermCheck_LargeGroupRep B.4-4
IsFundamentalDomainBieberbachGroup 4.1-5
IsFundamentalDomainStandardSpaceGroup 4.1-4
IsSquareMat 2.1-3
IsValidGroupInt B.1-4
LinearPartOfAffineMatOnRight 2.2-1
MultiplyFreeZGLetterWithGroupElt B.1-7
MultiplyFreeZGLetterWithGroupElt_LargeGroupRep B.4-7
MultiplyFreeZGLetterWithGroupEltNC B.3-4
MultiplyFreeZGLetterWithGroupEltNC_LargeGroupRep B.4-7
MultiplyFreeZGWordWithGroupElt B.1-8
MultiplyFreeZGWordWithGroupElt_LargeGroupRep B.4-8
MultiplyFreeZGWordWithGroupEltNC B.3-5
MultiplyFreeZGWordWithGroupEltNC_LargeGroupRep B.4-8
MultiplyGroupElts B.1-6
MultiplyGroupElts_LargeGroupRep B.4-2
MultiplyGroupEltsNC B.3-3
MultiplyGroupEltsNC_LargeGroupRep B.4-2
OrbitPartAndRepresentativesInFacesStandardSpaceGroup 3.1-5
OrbitPartInFacesStandardSpaceGroup 3.1-4
OrbitPartInVertexSetsStandardSpaceGroup 3.1-3
OrbitStabilizerInUnitCubeOnRight 3.1-1
OrbitStabilizerInUnitCubeOnRightOnSets 3.1-2
PartialContractingHomotopyLookup C.1-2
PartialContractingHomotopyLookupNC C.1-2
PointGroupRepresentatives 2.4-1
polymake 1.2-1
PositionInGroupOfResolution B.1-3
PositionInGroupOfResolutionNC B.1-3
RelativePositionPointAndPolygon 2.3-5
RepresentativeActionOnRightOnSets 3.1-7
ResolutionBieberbachGroup 4.2-1
ResolutionFromFLandBoundary 4.2-3
ResolutionOfContractingHomotopy C.1-1
ShiftedOrbitPart 3.1-9
SignRat 2.1-1
StabilizerOnSetsStandardSpaceGroup 3.1-6
StrongestValidRepresentationForLetter B.1-1
StrongestValidRepresentationForWord B.1-2
TranslationOnRightFromVector 2.2-3
TranslationsToBox 3.1-11
TranslationsToOneCubeAroundCenter 3.1-10
VectorModOne 2.1-2
WhichSideOfHyperplane 2.3-4
WhichSideOfHyperplaneNC 2.3-4

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