SimplicialMDSplines : Index
- BaseRing -- compute matrix whose kernel is the module of mixed degree splines on the triangulation $\mathcal{T}$
- cellularComplex -- build the cellular chain complex of the triangulation relative to its boundary
- cellularComplex(List,List) -- build the cellular chain complex of the triangulation relative to its boundary
- cellularComplex(List,ZZ) -- build the cellular chain complex of the triangulation relative to its boundary
- hilbertComparisonTable (missing documentation)
- Homogenize -- compute matrix whose kernel is the module of mixed degree splines on the triangulation $\mathcal{T}$
- homologyDimensionTable -- output dimensions of all homology modules in the exact sequence of chain complexes from Toshniwal and Hughes [7]
- homologyDimensionTable(ZZ,ZZ,List) -- output dimensions of all homology modules in the exact sequence of chain complexes from Toshniwal and Hughes [7]
- idealsComplex -- build the ideals complex for the specified mixed smoothness and degrees
- idealsComplex(List,List,List,List) -- build the ideals complex for the specified mixed smoothness and degrees
- idealsComplex(List,List,List,ZZ) -- build the ideals complex for the specified mixed smoothness and degrees
- idealsComplex(List,List,ZZ,List) -- build the ideals complex for the specified mixed smoothness and degrees
- idealsComplex(List,List,ZZ,ZZ) -- build the ideals complex for the specified mixed smoothness and degrees
- postulationNumber (missing documentation)
- RingType (missing documentation)
- SimplicialMDSplines -- splines of mixed degrees and mixed orders of smoothness on simplicial complexes
- splineComplex -- build the spline complex for the given mixed smoothness and degrees
- splineComplex(List,List,List,List) -- build the spline complex for the given mixed smoothness and degrees
- splineComplex(List,List,List,ZZ) -- build the spline complex for the given mixed smoothness and degrees
- splineComplex(List,List,ZZ,List) -- build the spline complex for the given mixed smoothness and degrees
- splineComplex(List,List,ZZ,ZZ) -- build the spline complex for the given mixed smoothness and degrees
- splineDimensionTable (missing documentation)
- splineMatrix -- compute matrix whose kernel is the module of mixed degree splines on the triangulation $\mathcal{T}$
- splineMatrix(List,List,List,List) -- compute matrix whose kernel is the module of mixed degree splines on the triangulation $\mathcal{T}$
- splineMatrix(List,List,List,ZZ) -- compute matrix whose kernel is the module of mixed degree splines on the triangulation $\mathcal{T}$
- splineMatrix(List,List,ZZ,List) -- compute matrix whose kernel is the module of mixed degree splines on the triangulation $\mathcal{T}$
- splineMatrix(List,List,ZZ,ZZ) -- compute matrix whose kernel is the module of mixed degree splines on the triangulation $\mathcal{T}$
- splineModule -- compute the module of mixed degree splines on triangulation $\mathcal{T}$
- splineModule(List,List,List,List) -- compute the module of mixed degree splines on triangulation $\mathcal{T}$
- splineModule(List,List,List,ZZ) -- compute the module of mixed degree splines on triangulation $\mathcal{T}$
- splineModule(List,List,ZZ,List) -- compute the module of mixed degree splines on triangulation $\mathcal{T}$
- splineModule(List,List,ZZ,ZZ) -- compute the module of mixed degree splines on triangulation $\mathcal{T}$
- VariableName -- compute matrix whose kernel is the module of mixed degree splines on the triangulation $\mathcal{T}$