Takayuki Hibi, Akiyoshi Tsuchiya
Published 2017-08-01Version 1
Taking into consideration the fact that a complete characterization of the $\delta$-polynomials of lattice polytopes whose normalized volume are at most $4$ is known, it is reasonable to classify, up to unimodular equivalence, the lattice polytopes whose normalized volumes are at most $4$. We will do this job.
Classification of terminal simplicial reflexive d-polytopes with 3d-1 vertices
Classification of pseudo-symmetric simplicial reflexive polytopes
3-regular colored graphs and classification of surfaces
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