PositivityToricBundles : Index

• cartierInd -- computes the Cartier index
• cartierInd(ToricVectorBundleKlyachko) -- computes the Cartier index
• compatibleBases -- computes compatible bases for a toric vector bundle
• compatibleBases(ToricVectorBundleKlyachko) -- computes compatible bases for a toric vector bundle
• DrawChernCharacter -- visualises the parliament of polytopes for a vector bundle on a toric surface using TikZ
• DrawCohomology -- visualises the parliament of polytopes for a vector bundle on a toric surface using TikZ
• drawParliament2Dtikz -- visualises the parliament of polytopes for a vector bundle on a toric surface using TikZ
• drawParliament2Dtikz(ToricVectorBundleKlyachko,String) -- visualises the parliament of polytopes for a vector bundle on a toric surface using TikZ
• graphToricChernCharacter -- computes the lines connected the components of the toric Chern character of a toric vector bundle
• graphToricChernCharacter(ToricVectorBundleKlyachko) -- computes the lines connected the components of the toric Chern character of a toric vector bundle
• groundSet -- computes the ground set of a matroid associated to a toric vector bundle
• groundSet(ToricVectorBundleKlyachko) -- computes the ground set of a matroid associated to a toric vector bundle
• isAmple -- computes the restrictions of a toric vector bundle to the torus invariant curves
• isAmple(ToricVectorBundleKlyachko) -- computes the restrictions of a toric vector bundle to the torus invariant curves
• isGloballyGenerated -- computes up to which order a toric vector bundle separates jets
• isGloballyGenerated(ToricVectorBundleKlyachko) -- computes up to which order a toric vector bundle separates jets
• isLocallyFree -- checks whether a toric reflexive sheaf is locally free
• isLocallyFree(ToricVectorBundleKlyachko) -- checks whether a toric reflexive sheaf is locally free
• isLocallyWeil -- checks whether a toric reflexive sheaf is locally Weil
• isLocallyWeil(ToricVectorBundleKlyachko) -- checks whether a toric reflexive sheaf is locally Weil
• isNef -- computes the restrictions of a toric vector bundle to the torus invariant curves
• isNef(ToricVectorBundleKlyachko) -- computes the restrictions of a toric vector bundle to the torus invariant curves
• isVeryAmple -- computes up to which order a toric vector bundle separates jets
• isVeryAmple(ToricVectorBundleKlyachko) -- computes up to which order a toric vector bundle separates jets
• parliament -- computes the parliament of polytopes to a toric vector bundle
• parliament(ToricVectorBundleKlyachko) -- computes the parliament of polytopes to a toric vector bundle
• PositivityToricBundles -- checks positivity of toric vector bundles
• restrictToInvCurves -- computes the restrictions of a toric vector bundle to the torus invariant curves
• restrictToInvCurves(ToricVectorBundleKlyachko) -- computes the restrictions of a toric vector bundle to the torus invariant curves
• separatesJets -- computes up to which order a toric vector bundle separates jets
• separatesJets(ToricVectorBundleKlyachko) -- computes up to which order a toric vector bundle separates jets
• toricChernCharacter -- computes the toric Chern character of a toric vector bundle
• toricChernCharacter(ToricVectorBundleKlyachko) -- computes the toric Chern character of a toric vector bundle
• Verbosity -- checks positivity of toric vector bundles
• wellformedBundleFiltrations -- produces the same toric vector bundle, but where the filtration steps are stored in matrices with ascending entries.
• wellformedBundleFiltrations(ToricVectorBundleKlyachko) -- produces the same toric vector bundle, but where the filtration steps are stored in matrices with ascending entries.