Inscribing H-Polyhedra in Quadrics Using a Projective Generalization of Closed Sets

Abstract

We present a projective generalization of closed sets, called complete projective embeddings, which allows us to inscribe H-polyhedra in quadrics efficiently. Essentially, the complete projective embedding of a closed convex set P ⊆ K is a double cone in K. We show that complete projective embeddings of polyhedral sets are of particular interest and already… (More)

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Cite this paper

@inproceedings{Hagemann2015InscribingHI, title={Inscribing H-Polyhedra in Quadrics Using a Projective Generalization of Closed Sets}, author={Willem Hagemann and Eike M{\"o}hlmann}, booktitle={CCCG}, year={2015} }