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On the diameter of lattice polytopes

Published 24 Dec 2015 in cs.CG and math.CO | (1512.07872v1)

Abstract: In this paper we show that the diameter of a d-dimensional lattice polytope in [0,k]n is at most (k - 1/2) d. This result implies that the diameter of a d-dimensional half-integral polytope is at most 3/2 d. We also show that for half-integral polytopes the latter bound is tight for any d.

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Authors (2)

  1. Alberto Del Pia 
  2. Carla Michini 

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