An Upper Bound Theorem concerning lattice polytopes

Details An Upper Bound Theorem concerning lattice polytopes An Upper Bound Theorem concerning lattice polytopes

2011-03-30

arxiv.org/abs/1103.5895v4

Mathematics

Combinatorics

17 pages, corrected typos

Scientific paper

R. P. Stanley proved the Upper Bound Conjecture in 1975. We imitate his proof for the Ehrhart rings. We give some upper bounds for the volume of integrally closed lattice polytopes. We derive some inequalities for the delta-vector of integrally closed lattice polytopes. Finally we apply our results for reflexive integrally closed and order polytopes.

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