Quelle  attributes_inventory.txt   Sprache: Text

Attributes

geometry.gd: attributes

A: IsChamberOfIncidenceStructure: IsFlagOfIncidenceStructure
A: IsEmptyFlag: IsFlagOfIncidenceStructure
A: RankAttr: IsIncidenceStructure
A: RankAttr: IsFlagOfIncidenceStructure
A: TypesOfElementsOfIncidenceStructure: IsIncidenceStructure
A: TypesOfElementsOfIncidenceStructurePlural: IsIncidenceStructure
A: CollineationGroup: IsIncidenceStructure
A: CorrelationCollineationGroup: IsIncidenceStructure
A: CollineationAction: IsIncidenceStructure
A: CorrelationAction: IsIncidenceStructure
A: RepresentativesOfElements: IsIncidenceStructure
A: AmbientGeometry: IsIncidenceStructure
A: AmbientGeometry: IsFlagOfIncidenceStructure
A: Size: IsFlagOfIncidenceStructure
A: AmbientGeometry: IsElementOfIncidenceStructureandIsElementOfIncidenceStructureRep
A: AmbientGeometry: IsElementsOfIncidenceStructureandIsElementsOfIncidenceStructureRep
A: AmbientGeometry: IsAllElementsOfIncidenceStructure
A: CollineationAction: IsGroup

liegeometry.gd: attributes

A: AmbientSpace: IsLieGeometry
A: AmbientSpace: IsElementOfLieGeometry
A: ProjectiveDimension: IsLieGeometry
A: ProjectiveDimension: IsElementOfLieGeometry
A: ProjectiveDimension: IsEmptySubspace
A: Dimension: IsLieGeometry

group.gd: attributes

A: Dimension: IsProjectiveGroupWithFrob

projectivespace.gd: attributes

A: ProjectivityGroup: IsProjectiveSpace
A: SpecialProjectivityGroup: IsProjectiveSpace
A: Dimension: IsSubspaceOfProjectiveSpace
A: Dimension: IsEmpty
A: Coordinates: IsSubspaceOfProjectiveSpace
A: CoordinatesOfHyperplane: IsSubspaceOfProjectiveSpace
A: EquationOfHyperplane: IsSubspaceOfProjectiveSpace
A: StandardFrame: IsProjectiveSpace
A: StandardFrame: IsSubspaceOfProjectiveSpace

correlations.gd: attributes

A: Dimension: IsProjGroupWithFrobWithPSIsom
A: GramMatrix: IsPolarityOfProjectiveSpace
A: CompanionAutomorphism: IsPolarityOfProjectiveSpace
A: SesquilinearForm: IsPolarityOfProjectiveSpace

polarspace.gd: attributes

A: SesquilinearForm: IsClassicalPolarSpace
A: QuadraticForm: IsClassicalPolarSpace
A: AmbientSpace: IsClassicalPolarSpace
A: SimilarityGroup: IsClassicalPolarSpace
A: IsometryGroup: IsClassicalPolarSpace
A: SpecialIsometryGroup: IsClassicalPolarSpace
A: IsomorphismCanonicalPolarSpace: IsClassicalPolarSpace
A: IsomorphismCanonicalPolarSpaceWithIntertwiner: IsClassicalPolarSpace
A: IsCanonicalPolarSpace: IsClassicalPolarSpace
A: PolarSpaceType: IsClassicalPolarSpace
A: CompanionAutomorphism: IsClassicalPolarSpace
A: ClassicalGroupInfo: IsClassicalPolarSpace
A: EquationForPolarSpace: IsClassicalPolarSpace
A: NucleusOfParabolicQuadric: IsClassicalPolarSpace

morphisms.gd: attributes

A: Intertwiner: IsGeometryMorphism

enumerators.gd: attributes


diagram.gd: attributes

A: DiagramOfGeometry: IsIncidenceGeometry
A: IsFlagTransitiveGeometry: IsIncidenceGeometry
A: IsResiduallyConnected: IsIncidenceGeometry
A: IsConnected: IsIncidenceGeometry
A: IsFirmGeometry: IsIncidenceGeometry
A: IsThinGeometry: IsIncidenceGeometry
A: IsThickGeometry: IsIncidenceGeometry
A: BorelSubgroup: IsCosetGeometry
A: StandardFlagOfCosetGeometry: IsCosetGeometry
A: Rank2Parameters: IsCosetGeometry
A: OrderVertex: IsVertexOfDiagram
A: NrElementsVertex: IsVertexOfDiagram
A: StabiliserVertex: IsVertexOfDiagram
A: ResidueLabelForEdge: IsEdgeOfDiagram
A: GirthEdge: IsEdgeOfDiagram
A: PointDiamEdge: IsEdgeOfDiagram
A: LineDiamEdge: IsEdgeOfDiagram
A: ParametersEdge: IsEdgeOfDiagram
A: GeometryOfDiagram: IsDiagram

varieties.gd: attributes

A: DefiningListOfPolynomials: IsAlgebraicVariety
A: AmbientSpace: IsAlgebraicVariety
A: SesquilinearForm: IsHermitianVariety
A: QuadraticForm: IsQuadraticVariety
A: Source: IsGeometryMap
A: Range: IsGeometryMap

affinespace.gd: attributes

A: Dimension: IsAffineSpace
A: AmbientSpace: IsAffineSpace
A: AmbientSpace: IsSubspaceOfAffineSpace

affinegroup.gd: attributes

A: AffineGroup: IsAffineSpace

gpolygons.gd: attributes

A: Order: IsGeneralisedPolygon
A: IncidenceMatrixOfGeneralisedPolygon: IsGeneralisedPolygon
A: AmbientPolarSpace: IsGeneralisedHexagon
A: ElationGroup: IsElationGQ
A: BasePointOfEGQ: IsElationGQ
A: IsLinearqClan: IsqClanObj
A: DefiningPlanesOfEGQByBLTSet: IsElationGQByBLTSet
A: CollineationSubgroup: IsElationGQByBLTSet