Smooth Fano Polytopes Arising from Finite Partially Ordered Sets

Abstract

Gorenstein Fano polytopes arising from finite partially ordered sets will be introduced. Then we study the problem which partially ordered sets yield smooth Fano polytopes. Introduction An integral (or lattice) polytope is a convex polytope all of whose vertices have integer coordinates. Let P ⊂ R be an integral convex polytope of dimension d. • We say that… (More)
DOI: 10.1007/s00454-010-9271-2

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