C introduction.tex 1. Introduction
I 1.0. cryst
C cryst.tex 2. Affine crystallographic groups
F 2.0. SetCrystGroupDefaultAction
S 2.1. Construction
I 2.1. construction!of an AffineCrystGroup
F 2.1. AffineCrystGroupOnRight
F 2.1. AffineCrystGroupOnRight
F 2.1. AffineCrystGroupOnRight
F 2.1. AsAffineCrystGroupOnRight
F 2.1. IsAffineCrystGroupOnRight
F 2.1. AffineCrystGroupOnLeft
F 2.1. AffineCrystGroupOnLeft
F 2.1. AffineCrystGroupOnLeft
F 2.1. AsAffineCrystGroupOnLeft
F 2.1. IsAffineCrystGroupOnLeft
F 2.1. AffineCrystGroup
F 2.1. AffineCrystGroup
F 2.1. AffineCrystGroup
F 2.1. AsAffineCrystGroup
F 2.1. IsAffineCrystGroup
F 2.1. TransposedMatrixGroup
S 2.2. Point group
I 2.2. point group!of an AffineCrystGroup
F 2.2. PointGroup
F 2.2. IsPointGroup
F 2.2. AffineCrystGroupOfPointGroup
F 2.2. PointHomomorphism
F 2.2. IsPointHomomorphism
S 2.3. Translation lattice
I 2.3. translation lattice!of an AffineCrystGroup
F 2.3. TranslationBasis
F 2.3. InternalBasis
F 2.3. AddTranslationBasis
F 2.3. CheckTranslationBasis
F 2.3. IsSpaceGroup
F 2.3. IsStandardAffineCrystGroup
F 2.3. IsStandardSpaceGroup
F 2.3. StandardAffineCrystGroup
F 2.3. IsSymmorphicSpaceGroup
S 2.4. Special methods
I 2.4. methods!for an AffineCrystGroup
I 2.4. \\{\accent 94 }!for an `AffineCrystGroup'
F 2.4. power!for an `AffineCrystGroup'
F 2.4. IsomorphismFpGroup!for a `PointGroup'
F 2.4. IsomorphismFpGroup!for an `AffineCrystGroup'
F 2.4. IsomorphismPcpGroup!for a `PointGroup'
F 2.4. IsomorphismPcpGroup!for an `AffineCrystGroup'
S 2.5. Maximal subgroups
I 2.5. subgroups!maximal!for an AffineCrystGroup
I 2.5. maximal subgroups!for an AffineCrystGroup
F 2.5. MaximalSubgroupClassReps!for an `AffineCrystGroup'
F 2.5. ConjugacyClassesMaximalSubgroups!for an `AffineCrystGroup'
S 2.6. Space groups with a given point group
I 2.6. space groups!for given point group
F 2.6. SpaceGroupsByPointGroupOnRight
F 2.6. SpaceGroupsByPointGroupOnRight
F 2.6. SpaceGroupsByPointGroupOnRight
F 2.6. SpaceGroupTypesByPointGroupOnRight
F 2.6. SpaceGroupTypesByPointGroupOnRight
F 2.6. SpaceGroupsByPointGroupOnLeft
F 2.6. SpaceGroupsByPointGroupOnLeft
F 2.6. SpaceGroupsByPointGroupOnLeft
F 2.6. SpaceGroupTypesByPointGroupOnLeft
F 2.6. SpaceGroupTypesByPointGroupOnLeft
F 2.6. SpaceGroupsByPointGroup
F 2.6. SpaceGroupsByPointGroup
F 2.6. SpaceGroupsByPointGroup
F 2.6. SpaceGroupTypesByPointGroupOnLeft
F 2.6. SpaceGroupTypesByPointGroupOnLeft
S 2.7. Wyckoff positions
F 2.7. WyckoffPositions
F 2.7. WyckoffPositionsByStabilizer
F 2.7. IsWyckoffPosition
F 2.7. WyckoffBasis
F 2.7. WyckoffTranslation
F 2.7. WyckoffSpaceGroup
F 2.7. WyckoffStabilizer
F 2.7. WyckoffOrbit
F 2.7. WyckoffGraph
F 2.7. WyckoffGraph
S 2.8. Normalizers
I 2.8. normalizer!of an AffineCrystGroup
F 2.8. NormalizerPointGroupInGLnZ
F 2.8. CentralizerPointGroupInGLnZ
I 2.8. normalizer!in translation group
F 2.8. TranslationNormalizer
I 2.8. normalizer!in affine group
F 2.8. AffineNormalizer
F 2.8. AffineInequivalentSubgroups
F 2.8. ConjugatorSpaceGroups
S 2.9. Color groups
F 2.9. ColorGroup
F 2.9. IsColorGroup
F 2.9. ColorSubgroup
F 2.9. ColorCosetList
F 2.9. ColorOfElement
F 2.9. ColorPermGroup
F 2.9. ColorHomomorphism
F 2.9. Subgroup!for color groups
S 2.10. Colored AffineCrystGroups
F 2.10. PointGroup!for a colored `AffineCrystGroup'
I 2.10. colorings!inequivalent!for space group
S 2.11. International Tables
F 2.11. SpaceGroupSettingsIT
F 2.11. SpaceGroupOnRightIT
F 2.11. SpaceGroupOnRightIT
F 2.11. SpaceGroupOnLeftIT
F 2.11. SpaceGroupOnLeftIT
F 2.11. SpaceGroupIT
F 2.11. SpaceGroupIT