EQUIVALENT CLASSES OF DEGREE SEQUENCES FOR TRIANGULATED POLYHEDRA AND THEIR CONVEX REALIZATION
Abstract
We define an equivalence on the set of all degree sequences of a triangulated polyhedron with a fixed number of vertices and compute them and their cardinal via an algorithm. We also prove that each class is realizable as a convex polyhedron.
Domains
Mathematics [math]| Origin | Publisher files allowed on an open archive |
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