Decomposability of polytopes and polyhedra |
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Authors: | Zeev Smilansky |
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Institution: | (1) Institute of Mathematics, Hebrew University, Jerusalem, Israel |
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Abstract: | In this paper decomposability of polytopes (and polyhedral sets) is studied by investigating the space of affine dependences of the vertices of the dual polytope. This turns out to be a fruitful approach and leads to several new results, as well as to simpler proofs and generalizations of known results. One of the new results is that a 3-polytope with more vertices than facets is decomposable; this leads to a characterization of the decomposability of 3-polytopes. |
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