GAP (ToricVarieties) - Index

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### Index

`*`, for toric divisors 8.4-9
`+` 8.4-7
`-` 8.4-8
ToricVarieties .-3
`\*` 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
`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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