Index
  
  * (for toric divisors)  8.4-9
  +  8.4-7
  -  8.4-8
  \*  3.4-3
  AddDivisorToItsAmbientVariety  8.4-5
  AffineCone  6.3-1
  AffineOpenCovering  3.3-1
  AmbientToricVariety  4.3-3
  AmbientToricVariety (for toric divisors)  8.3-8
  BasisOfGlobalSections  8.3-6
  CartierData  8.3-1
  CartierTorusInvariantDivisorGroup  3.3-18
  CharacterLattice  3.3-12
  CharacterOfPrincipalDivisor  8.3-2
  CharactersForClosedEmbedding  8.4-2
  CharacterToRationalFunction  3.4-4
  ClassGroup  3.3-4
  ClassGroup (for toric morphisms)  7.3-6
  ClassOfDivisor  8.3-4
  ClosureOfTorusOrbitOfCone  4.4-1
  Cone  5.4-2
  ConeOfVariety  5.3-4
  CoordinateRing  5.3-1
  CoordinateRing (for affine Varieties)  5.4-1
  CoordinateRingOfTorus  3.3-10
  CoordinateRingOfTorus (for a variety and a list of variables)  3.4-2
  CoxRing  3.3-2
  CoxRing (for a variety and a string of variables)  3.4-5
  CoxRingOfTargetOfDivisorMorphism  8.3-13
  CoxVariety  3.3-16
  CreateDivisor (for a homalg element)  8.5-3
  CreateDivisor (for a list of integers)  8.5-4
  DegreeOfDivisor  8.3-11
  Dimension  3.3-8
  DimensionOfTorusfactor  3.3-9
  DivisorOfCharacter  8.5-1
  DivisorOfCharacter (for a list of integers)  8.5-2
  DivisorOfGivenClass  8.4-4
  Fan  3.4-7
  FanOfVariety  3.3-17
  HasNoTorusfactor  3.2-7
  HasTorusfactor  3.2-6
  InclusionMorphism  4.3-2
  IntegerForWhichIsSureVeryAmple  8.3-7
  IrrelevantIdeal  3.3-14
  IsAffine  3.2-2
  IsAffineToricVariety  5.1-1
  IsAmple  8.2-5
  IsBasepointFree  8.2-4
  IsCartier  8.2-1
  IsClosed  4.2-1
  IsComplete  3.2-4
  IsMorphism  7.2-1
  IsNormalVariety  3.2-1
  IsOpen  4.2-2
  IsOrbifold  3.2-8
  IsPrimedivisor  8.2-3
  IsPrincipal  8.2-2
  IsProductOf  3.3-11
  IsProjective  3.2-3
  IsProjectiveToricVariety  6.1-1
  IsProper  7.2-2
  IsSmooth  3.2-5
  IsToricDivisor  8.1-1
  IsToricMorphism  7.1-1
  IsToricSubvariety  4.1-1
  IsToricVariety  3.1-1
  IsVeryAmple  8.2-6
  IsWholeVariety  4.2-3
  ListOfVariablesOfCoordinateRing  5.3-2
  ListOfVariablesOfCoxRing  3.3-3
  MapFromCharacterToPrincipalDivisor  3.3-7
  MonomsOfCoxRingOfDegree  8.3-12
  MonomsOfCoxRingOfDegree (for an homalg element)  8.4-3
  MorphismFromCoordinateRingToCoordinateRingOfTorus  5.3-3
  MorphismFromCoxVariety  3.3-15
  MorphismOnCartierDivisorGroup  7.3-7
  MorphismOnWeilDivisorGroup  7.3-5
  NameOfVariety  3.3-19
  PicardGroup  3.3-5
  PicardGroup (for toric morphisms)  7.3-8
  Polytope  6.4-1
  Polytope (for toric divisors)  8.4-6
  PolytopeOfDivisor  8.3-5
  PolytopeOfVariety  6.3-2
  ProjectiveEmbedding  6.3-3
  RangeObject  7.3-4
  RingMorphismOfDivisor  8.3-14
  SourceObject  7.3-1
  ToricImageObject  7.3-3
  ToricMorphism (for a source and a matrix)  7.5-1
  ToricMorphism (for a source, matrix and target)  7.5-2
  ToricSubvariety  4.5-1
  ToricVarieties  .-3
  ToricVariety  3.5-1
  ToricVarietyOfDivisor  8.3-3
  TorusInvariantDivisorGroup  3.3-6
  TorusInvariantPrimeDivisors  3.3-13
  twitter  3.3-20
  UnderlyingGridMorphism  7.3-2
  UnderlyingGroupElement  8.3-9
  UnderlyingListList  7.4-1
  UnderlyingSheaf  3.4-1
  UnderlyingToricVariety  4.3-1
  UnderlyingToricVariety (for prime divisors)  8.3-10
  VeryAmpleMultiple  8.4-1
  WeilDivisorsOfVariety  3.4-6
  
  
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