arXiv · 1912.12108
Polyhedra of small relative mixed volume
Abstract
We classify all tuples of lattice polyhedra of relative mixed volume 1 and all minimal (by inclusion) tuples of polyhedra of relative mixed volume 2. We also prove a conjecture by A. Esterov, which states that all tuples with finite relative mixed volume are contained in one of finitely many ones that are minimal by inclusion.
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Ziyi Zhang. 2020-11-04. Polyhedra of small relative mixed volume. https://arxiv.org/abs/1912.12108
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