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See:
Description
Interface Summary | |
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SimplexAlphaProperties |
Class Summary | |
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AlphaComplex | An alpha complex for a set of d-dimensional points and a real number alpha is a subset of the Delaunay complex where all simplices that can be enclosed by an alpha-probe (a hypersphere of radius alpha), without the probe enclosing any points, are removed. |
AlphaFiltration | An alpha complex for a set of d-dimensional points and a real number alpha is a subset of the Delaunay complex where all simplices that can be enclosed by an alpha-probe (a hypersphere of radius alpha), without the probe enclosing any points, are removed. |
DisjointSet | A class for maintaining disjoint sets using union-by-rank and path-compression. |
EdgeAlphaProperties | |
EiffelPointList | |
Interval | |
Node | |
TetrahedronAlphaProperties | |
TriangleAlphaProperties | |
UnionFind<E> | UnionFind is a datastructure for performing
unification and lookup operations. |
VertexAlphaProperties | |
VoidTree |
An alpha complex for a set of d-dimensional points and a real number alpha is a subset of the Delaunay complex where all simplices that can be enclosed by an alpha-probe (a hypersphere of radius alpha), without the probe enclosing any points, are removed.
This package contains classes that are related to building and representing three-dimensional alpha complexes.
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