Takayuki Hibi, Akiyoshi Tsuchiya
Published 2017-04-29Version 1
Reflexive polytopes which possess the integer decomposition property are of interest. By virtue of the algebraic technique on Gr\"obner bases, a new class of reflexive polytopes with the integer decomposition property coming from order polytopes of finite partially ordered sets and stable polytopes of perfect graphs will be studied. Furthermore, the discussion on Ehrhart $\delta$-polynomials of these reflexive polytopes will be achieved.
Comments: 10 pages. arXiv admin note: text overlap with arXiv:1703.04410
Reflexive polytopes arising from perfect graphs
Reflexive polytopes arising from bipartite graphs with $γ$-positivity associated to interior polynomials
Reflexive polytopes arising from edge polytopes
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