3D4fining B.2-16 \* 3.2-11 4.2-6 7.5-1 9.2-4 12.4-4 \^ 5.7-1 9.5-3 11.5-5 13.1-12 13.1-13 \in 3.7-3 4.2-6 7.5-1 9.2-4 11.1-6 11.1-6 12.5-8 AbsolutePoints 6.3-2 Action 8.3-2 ActionHomomorphism 8.3-2 ActionOnAllProjPoints 5.8-2 AffineGroup 9.5-1 AffineSpace 9.1-2 9.1-2 AffineSubspace 9.2-1 9.2-1 AffineVariety 11.4-1 11.4-1 AG 9.1-2 9.1-2 AlgebraicVariety 11.1-1 11.1-1 11.2-1 11.2-1 11.4-1 11.4-1 AmbientGeometry 3.2-12 3.3-7 AmbientGroup 13.1-5 AmbientSpace 3.6-2 4.1-6 4.2-12 7.3-2 7.4-5 9.1-6 9.2-5 11.1-3 AsList 3.5-4 4.4-3 7.8-5 AutGroupIncidenceStructureWithNauty 13.2-1 BaseField 4.1-4 4.2-13 5.3-4 5.5-1 6.2-2 7.3-5 9.1-4 9.2-6 BasePointOfEGQ 12.6-5 BilinearFormFieldReduction C.2-2 C.2-2 BlockDesignOfGeneralisedPolygon 12.3-7 BlownUpProjectiveSpace C.1-3 BlownUpProjectiveSpaceBySubfield C.1-4 BlownUpSubspaceOfProjectiveSpace 10.4-4 C.1-5 C.1-5 BlownUpSubspaceOfProjectiveSpaceBySubfield C.1-6 BLTSetByqClan 12.6-14 Borelsubgroup 13.1-6 CanComputeActionOnPoints 5.10-4 CanonicalGramMatrix B.1-1 CanonicalPolarSpace 7.2-7 7.2-7 CanonicalQuadraticForm B.1-2 CanonicalResidueOfFlag 13.1-21 Collineation 5.2-2 5.2-2 CollineationAction 12.3-6 12.6-6 CollineationGroup 5.4-2 7.7-4 9.5-2 12.3-5 12.5-10 CollineationOfProjectiveSpace 5.2-2 5.2-2 5.2-2 5.2-2 5.2-2 5.2-2 CollineationSubgroup 12.6-18 CompanionAutomorphism 6.2-4 ComplementSpace 9.6-4 Coordinates 4.2-8 7.4-6 CorGroupIncidenceStructureWithNauty 13.2-2 Correlation 5.2-6 CorrelationCollineationGroup 5.4-6 CorrelationOfProjectiveSpace 5.2-6 5.2-6 5.2-6 5.2-6 5.2-6 CosetGeometry 13.1-2 DefiningListOfPolynomials 11.1-2 DefiningPlanesOfEGQByBLTSet 12.6-16 DeltaOminus B.2-9 DeltaOplus B.2-10 DiagramOfGeometry 13.3-1 Dimension 4.1-3 5.5-2 7.3-3 7.4-3 9.1-3 DistanceBetweenElements 12.4-8 DrawDiagram 13.3-3 13.3-3 13.3-3 DrawDiagramWithNeato 13.3-4 DualCoordinatesOfHyperplane 4.2-9 EGQByBLTSet 12.6-15 EGQByKantorFamily 12.6-4 EGQByqClan 12.6-11 ElationGroup 12.6-6 ElationOfProjectiveSpace 5.9-1 ElementsIncidentWithElementOfIncidenceStructure 3.4-2 4.3-3 7.6-2 12.4-7 ElementsOfFlag 3.3-4 ElementsOfIncidenceStructure 3.2-6 3.2-6 3.2-7 4.2-4 7.4-4 9.2-2 ElementsOfIncidencStructure 12.4-1 ElementToElement 3.8-1 EllipticQuadric 7.2-5 7.2-5 Embed 3.8-1 Embedding 5.6-1 EmptySubspace 4.2-2 7.4-2 Enumerator 3.5-2 4.4-2 7.8-2 9.4-2 EquationOfHyperplane 4.2-11 FieldAutomorphism 5.3-5 FindBasePointCandidates B.3-1 FINING 5.10-3 FiningOrbit 8.1-1 FiningOrbits 8.1-2 8.1-2 FiningOrbitsDomain 8.1-3 FiningSetwiseStabiliser 8.2-3 FiningStabiliser 8.2-1 FiningStabiliserOrb 8.2-2 FisherqClan 12.6-9 FisherThasWalkerKantorBettenqClan 12.6-9 FlagOfIncidenceStructure 3.3-1 4.2-18 FlagToStandardFlag 13.1-20 G2fining B.2-15 GammaO B.2-12 GammaOminus B.2-11 GammaOplus B.2-13 GammaSp B.2-8 GammaU B.2-14 GeneralisedPolygonByBlocks 12.2-1 GeneralisedPolygonByElements 12.2-3 12.2-3 GeneralisedPolygonByIncidenceMatrix 12.2-2 GeneralSymplecticGroup B.2-6 GeometryOfAbsolutePoints 6.3-1 GeometryOfDiagram 13.3-2 GeometryOfRank2Residue 13.1-26 GOdesargues B.2-2 GramMatrix 6.2-3 GrassmannMap 11.8-3 11.8-3 11.8-3 11.8-3 GrassmannVariety 11.8-1 11.8-1 11.8-1 GSpdesargues B.2-7 GUdesargues B.2-4 HermitianFormFieldReduction C.2-3 C.2-3 HermitianPolarityOfProjectiveSpace 6.1-2 HermitianPolarSpace 7.2-2 7.2-2 HermitianVariety 11.3-1 11.3-1 11.3-1 11.3-1 HomographyGroup 5.4-1 HomologyOfProjectiveSpace 5.9-3 HyperbolicQuadric 7.2-4 7.2-4 HyperplaneByDualCoordinates 4.2-10 Hyperplanes 3.7-4 3.7-4 4.2-5 4.3-4 4.3-4 9.2-3 IdentityMappingOfElementsOfProjectiveSpace 5.2-4 ImageElm 11.5-3 ImagesSet 11.5-4 IncidenceGraph 3.1-8 12.3-3 13.1-23 IncidenceGraphAttr 12.3-2 IncidenceMatrixOfGeneralisedPolygon 12.3-4 IncidenceStructure 3.1-3 Intertwiner 10.1-2 InversePluckerCoordinates C.3-1 IsAffineSpace 3.1-4 9.1-1 IsCanonicalPolarSpace 7.2-6 IsChamberOfIncidenceStructure 3.3-2 4.2-20 IsClassicalGeneralisedHexagon 12.1-6 IsClassicalGQ 12.1-5 IsClassicalPolarSpace 3.6-1 7.1-1 IsCollinear 7.5-4 IsCollineation 5.1-4 IsCollineationGroup 5.4-5 IsConnected 13.1-17 IsCorrelation 5.1-6 IsCorrelationCollineation 5.1-6 IsCosetGeometry 3.1-4 13.1-1 IsDesarguesianPlane 12.1-4 IsDesarguesianSpreadElement C.1-7 IsEGQByBLTSet 12.6-13 IsEGQByKantorFamily 12.6-2 IsElationGQ 12.1-5 IsElementOfAffineSpace 3.2-1 IsElementOfCosetGeometry 3.2-1 IsElementOfGeneralisedPolygon 3.2-1 IsElementOfIncidenceGeometry 3.2-1 IsElementOfIncidenceStructure 3.2-1 IsElementOfKantorFamily 12.6-2 IsElementOfLieGeometry 3.2-1 IsElementsOfAffineSpace 3.2-5 IsElementsOfCosetGeometry 3.2-5 IsElementsOfIncidenceGeometry 3.2-5 IsElementsOfIncidenceStructure 3.2-5 IsElementsOfLieGeometry 3.2-5 IsEllipticQuadric 7.3-7 IsEmptyFlag 3.3-3 4.2-19 IsEmptySubspace 3.6-5 IsFirmGeometry 13.1-14 IsFlagTransitiveGeometry 13.1-10 IsGeneralisedHexagon 12.1-2 IsGeneralisedOctagon 12.1-2 IsGeneralisedPolygon 3.1-4 12.1-1 IsGeneralisedPolygonRep 12.1-1 IsGeneralisedQuadrangle 12.1-2 IsGeometryMorphism 10.1-1 IsHermitianPolarityOfProjectiveSpace 6.2-5 IsHyperbolicQuadric 7.3-6 IsIncidenceGeometry 3.1-2 IsIncidenceStructure 3.1-1 IsIncident 3.2-11 3.3-9 3.3-9 4.2-6 7.5-1 9.2-4 12.4-4 13.1-3 IsIsomorphicIncidenceStructureWithNauty 13.2-3 IsKantorFamily 12.6-3 IsLieGeometry 3.1-4 12.5-2 IsometryGroup 7.7-2 IsomorphismPolarSpaces 10.2-1 10.2-1 IsomorphismPolarSpacesNC C.3-3 C.3-3 IsomorphismPolarSpacesProjectionFromNucleus C.3-2 IsOrthogonalPolarityOfProjectiveSpace 6.2-7 IsParabolicQuadric 7.3-8 IsParallel 9.2-9 IsProjectivePlaneCategory 12.1-2 IsProjectiveSpace 3.6-1 4.1-1 IsProjectivity 5.1-3 IsProjectivityGroup 5.4-4 IsProjGrpEl 5.1-1 IsProjGrpElRep 5.1-2 IsProjGrpElWithFrob 5.1-1 IsProjGrpElWithFrobRep 5.1-2 IsProjGrpElWithFrobWithPSIsom 5.1-1 5.1-6 IsProjGrpElWithFrobWithPSIsomRep 5.1-2 IsPseudoPolarityOfProjectiveSpace 6.2-8 IsResiduallyConnected 13.1-18 IsStrictlySemilinear 5.1-5 IsSubspaceOfClassicalPolarSpace 3.2-1 IsSubspaceOfProjectiveSpace 3.2-1 IsSubspacesOfClassicalPolarSpace 3.2-5 IsSubspacesOfProjectiveSpace 3.2-5 IsSymplecticPolarityOfProjectiveSpace 6.2-6 IsThickGeometry 13.1-15 IsThinGeometry 13.1-16 IsVectorSpaceTransversal 9.6-1 IsWeakGeneralisedPolygon 12.1-3 Iterator 3.5-1 4.4-1 7.8-4 9.4-1 11.1-5 KantorFamilyByqClan 12.6-10 KantorKnuthqClan 12.6-9 KantorMonomialqClan 12.6-9 KleinCorrespondence 10.3-2 10.3-2 10.3-2 10.3-2 10.3-3 10.3-3 KleinCorrespondenceExtended 10.3-4 10.3-4 LinearqClan 12.6-9 Lines 3.2-8 3.4-5 3.4-5 4.2-5 4.3-4 4.3-4 9.2-3 12.4-1 12.4-7 List 3.5-3 4.4-3 7.8-2 MatrixOfCollineation 5.3-2 MatrixOfCorrelation 5.3-3 Meet 4.2-17 4.2-17 7.5-3 9.2-8 12.4-6 12.5-9 NaturalDuality 10.3-5 10.3-5 10.3-5 10.3-5 NaturalEmbeddingByFieldReduction 10.4-5 10.4-5 10.4-5 10.4-5 10.5-4 10.5-4 10.5-4 10.5-4 10.5-4 10.5-4 10.5-5 10.5-5 NaturalEmbeddingBySubField 10.4-2 10.4-2 10.5-2 10.5-2 NaturalEmbeddingBySubspace 10.4-1 10.5-1 NaturalEmbeddingBySubspaceNC C.3-4 NaturalProjectionBySubspace 10.6-1 NaturalProjectionBySubspaceNC C.3-5 NiceMonomorphism 5.10-1 8.3-3 NiceMonomorphismByDomain 5.10-5 NiceMonomorphismByOrbit 5.10-6 NiceObject 5.10-2 8.3-4 NrElementsOfIncidenceStructure 3.2-9 3.2-9 ObjectToElement 3.2-4 12.4-3 12.4-3 12.5-6 12.6-5 12.6-5 12.6-17 12.6-17 OnAffineSpaces 9.5-3 OnCosetGeometryElement 13.1-11 OnKantorFamily 12.6-6 OnProjSubspaces 5.8-1 8.3-1 OnProjSubspacesExtended 5.8-3 8.3-1 OnSetsProjSubspaces 8.3-1 Order 5.3-7 12.3-1 ParabolicQuadric 7.2-3 7.2-3 ParabolicSubgroups 13.1-4 ParallelClass 9.2-10 9.2-10 PG 4.1-2 Planes 3.2-8 3.4-5 3.4-5 4.2-5 4.3-4 4.3-4 9.2-3 PluckerCoordinates 10.3-1 C.3-1 Points 3.2-8 3.4-5 3.4-5 4.2-5 4.3-4 4.3-4 9.2-3 11.1-4 11.6-2 11.7-2 11.8-2 12.4-1 12.4-7 PointsOfAlgebraicVariety 11.1-4 PointsOfGrassmannVariety 11.8-2 PointsOfSegreVariety 11.6-2 PointsOfVeroneseVariety 11.7-2 PolarityOfProjectiveSpace 6.1-1 6.1-2 6.1-3 6.1-4 7.5-5 PolarSpace 6.3-3 7.1-2 7.1-2 11.3-5 Pole 7.5-8 ProjectiveCompletion 10.7-1 ProjectiveDimension 3.6-4 4.1-3 4.2-3 7.3-3 7.4-3 ProjectiveElationGroup 5.9-2 5.9-2 ProjectiveHomologyGroup 5.9-4 ProjectiveSemilinearMap 5.2-3 ProjectiveSpace 4.1-2 4.1-2 ProjectiveSpaceIsomorphism 5.3-6 ProjectiveStabiliserGroupOfSubspace 8.2-5 ProjectiveVariety 11.2-1 11.2-1 Projectivity 5.2-1 5.2-1 ProjectivityGroup 5.4-1 qClan 12.6-8 QuadraticForm 11.3-3 QuadraticFormFieldReduction C.2-1 C.2-1 QuadraticVariety 11.3-2 11.3-2 11.3-2 11.3-2 11.3-2 11.3-2 Random 3.2-10 4.2-14 RandomChamber 13.1-9 RandomElement 13.1-7 RandomFlag 13.1-8 RandomSubspace 4.2-15 4.2-15 Range 11.5-2 Rank 3.1-7 3.3-5 4.1-3 7.3-4 9.1-3 Rank2Parameters 13.1-27 RankAttr 3.1-7 Representative 5.3-1 ResidueOfFlag 3.4-4 13.1-22 Rk2GeoDiameter 13.1-25 Rk2GeoGonality 13.1-24 SegreMap 11.6-3 11.6-3 11.6-3 11.6-3 11.6-3 11.6-3 SegreVariety 11.6-1 11.6-1 11.6-1 11.6-1 11.6-1 SelfDuality 10.3-6 10.3-6 SesquilinearForm 6.2-1 11.3-4 SetParent 8.3-6 ShadowOfElement 3.4-1 3.4-1 4.3-1 4.3-1 7.6-1 7.6-1 9.3-1 12.4-7 ShadowOfFlag 3.4-3 3.4-3 3.4-3 3.4-3 4.3-2 4.3-2 9.3-2 ShrinkMat C.1-2 C.1-2 ShrinkVec C.1-1 C.1-1 SimilarityGroup 7.7-3 Size 3.3-6 12.4-2 SOdesargues B.2-1 Solids 3.2-8 3.4-5 3.4-5 4.2-5 4.3-4 4.3-4 9.2-3 Source 11.5-1 11.6-4 11.7-4 11.8-4 Span 4.2-16 4.2-16 7.5-2 9.2-7 12.4-5 12.5-9 Spdesargues B.2-5 SpecialHomographyGroup 5.4-3 SpecialIsometryGroup 7.7-1 SpecialProjectiveStabiliserGroupOfSubspace 8.2-6 SpecialProjectivityGroup 5.4-3 SplitCayleyHexagon 12.5-3 12.5-3 12.5-3 StabiliserGroupOfSubspace 8.2-4 StandardDualityOfProjectiveSpace 5.2-5 StandardFlagOfCosetGeometry 13.1-19 StandardFrame 4.2-7 StandardPolarSpace 7.2-8 7.2-8 SUdesargues B.2-3 SymplecticSpace 7.2-1 7.2-1 TangentSpace 7.5-7 7.5-7 TwistedTrialityHexagon 12.5-4 12.5-4 12.5-4 Type 3.2-3 3.3-8 TypeOfSubspace 7.5-6 TypesOfElementsOfIncidenceStructure 3.1-6 TypesOfElementsOfIncidenceStructurePlural 3.1-6 UnderlyingObject 3.2-2 3.7-2 12.4-3 12.5-7 12.6-5 12.6-17 UnderlyingVectorSpace 3.6-3 4.1-5 7.3-1 9.1-5 VectorSpaceToElement 3.7-1 3.7-1 4.2-1 7.4-1 12.5-5 VectorSpaceTransversal 9.6-2 VectorSpaceTransversalElement 9.6-3 VeroneseMap 11.7-3 11.7-3 11.7-3 11.7-3 VeroneseVariety 11.7-1 11.7-1 11.7-1
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