Real-time collaboration for Jupyter Notebooks, Linux Terminals, LaTeX, VS Code, R IDE, and more,
all in one place.
Real-time collaboration for Jupyter Notebooks, Linux Terminals, LaTeX, VS Code, R IDE, and more,
all in one place.
| Download
GAP 4.8.9 installation with standard packages -- copy to your CoCalc project to get it
Project: cocalc-sagemath-dev-slelievre
Views: 418346\indexentry{\textsf{Convex}|hyperpage}{4} \indexentry{IsConvexObject@\texttt {IsConvexObject}|hyperpage}{6} \indexentry{IsFullDimensional@\texttt {IsFullDimensional}|hyperpage}{6} \indexentry{Dimension@\texttt {Dimension}|hyperpage}{6} \indexentry{AmbientSpaceDimension@\texttt {AmbientSpaceDimension}|hyperpage}{6} \indexentry{ContainingGrid@\texttt {ContainingGrid}|hyperpage}{7} \indexentry{DrawObject@\texttt {DrawObject}|hyperpage}{7} \indexentry{WeakPointerToExternalObject@\texttt {WeakPointerToExternalObject}|hyperpage}{7} \indexentry{IsFan@\texttt {IsFan}|hyperpage}{8} \indexentry{IsComplete@\texttt {IsComplete}|hyperpage}{8} \indexentry{IsPointed@\texttt {IsPointed}|hyperpage}{8} \indexentry{IsSmooth@\texttt {IsSmooth}|hyperpage}{8} \indexentry{IsRegularFan@\texttt {IsRegularFan}|hyperpage}{8} \indexentry{IsSimplicial@\texttt {IsSimplicial}!for a fan|hyperpage}{9} \indexentry{HasConvexSupport@\texttt {HasConvexSupport}|hyperpage}{9} \indexentry{Rays@\texttt {Rays}|hyperpage}{9} \indexentry{RayGenerators@\texttt {RayGenerators}|hyperpage}{9} \indexentry{RaysInMaximalCones@\texttt {RaysInMaximalCones}|hyperpage}{9} \indexentry{MaximalCones@\texttt {MaximalCones}|hyperpage}{9} \indexentry{*@\texttt {*}!for fans|hyperpage}{9} \indexentry{Fan@\texttt {Fan}!For Fans|hyperpage}{10} \indexentry{Fan@\texttt {Fan}!For a list of rays and a list of cones|hyperpage}{10} \indexentry{IsCone@\texttt {IsCone}|hyperpage}{11} \indexentry{IsRay@\texttt {IsRay}|hyperpage}{11} \indexentry{DualCone@\texttt {DualCone}|hyperpage}{11} \indexentry{HilbertBasis@\texttt {HilbertBasis}|hyperpage}{11} \indexentry{RaysInFacets@\texttt {RaysInFacets}|hyperpage}{12} \indexentry{Facets@\texttt {Facets}|hyperpage}{12} \indexentry{GridGeneratedByCone@\texttt {GridGeneratedByCone}|hyperpage}{12} \indexentry{FactorGrid@\texttt {FactorGrid}|hyperpage}{12} \indexentry{GridGeneratedByOrthogonalCone@\texttt {GridGeneratedByOrthogonalCone}|hyperpage}{12} \indexentry{DefiningInequalities@\texttt {DefiningInequalities}|hyperpage}{12} \indexentry{IsContainedInFan@\texttt {IsContainedInFan}|hyperpage}{12} \indexentry{FactorGridMorphism@\texttt {FactorGridMorphism}|hyperpage}{12} \indexentry{IntersectionOfCones@\texttt {IntersectionOfCones}|hyperpage}{13} \indexentry{Contains@\texttt {Contains}|hyperpage}{13} \indexentry{StarFan@\texttt {StarFan}!for a cone|hyperpage}{13} \indexentry{StarFan@\texttt {StarFan}!for a cone and a fan|hyperpage}{13} \indexentry{StarSubdivisionOfIthMaximalCone@\texttt {StarSubdivisionOfIthMaximalCone}|hyperpage}{13} \indexentry{Cone@\texttt {Cone}!for a ray list|hyperpage}{13} \indexentry{IsPolytope@\texttt {IsPolytope}|hyperpage}{15} \indexentry{IsNotEmpty@\texttt {IsNotEmpty}|hyperpage}{15} \indexentry{IsLatticePolytope@\texttt {IsLatticePolytope}|hyperpage}{15} \indexentry{IsVeryAmple@\texttt {IsVeryAmple}|hyperpage}{15} \indexentry{IsNormalPolytope@\texttt {IsNormalPolytope}|hyperpage}{15} \indexentry{IsSimplicial@\texttt {IsSimplicial}!for a polytope|hyperpage}{16} \indexentry{IsSimplePolytope@\texttt {IsSimplePolytope}|hyperpage}{16} \indexentry{Vertices@\texttt {Vertices}|hyperpage}{16} \indexentry{LatticePoints@\texttt {LatticePoints}|hyperpage}{16} \indexentry{FacetInequalities@\texttt {FacetInequalities}|hyperpage}{16} \indexentry{VerticesInFacets@\texttt {VerticesInFacets}|hyperpage}{16} \indexentry{AffineCone@\texttt {AffineCone}|hyperpage}{16} \indexentry{NormalFan@\texttt {NormalFan}|hyperpage}{17} \indexentry{RelativeInteriorLatticePoints@\texttt {RelativeInteriorLatticePoints}|hyperpage}{17} \indexentry{*@\texttt {*}!for polytopes|hyperpage}{17} \indexentry{##@\texttt {\#}|hyperpage}{17} \indexentry{Polytope@\texttt {Polytope}!for lists of points|hyperpage}{17} \indexentry{PolytopeByInequalities@\texttt {PolytopeByInequalities}|hyperpage}{17}