Sharp upper and lower bounds for nestohedra

Buchstaber V.M.; Volodin V.D.

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Sharp upper and lower bounds for nestohedra

机译：Nestohedra的上界和下界

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摘要

We obtain sharp upper and lower bounds for the coefficients of the enumerative polynomials of all flag nestohedra as well as for certain important subclasses including graph-associahedra. Proofs are based on an original construction of sequences of polytopes.

机译：我们为所有标志Nestohedra的枚举多项式的系数以及某些重要的子类（包括图关联）获得了清晰的上下限。证明是基于多表位序列的原始构造。

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来源
《Izvestiya. Mathematics》 |2011年第6期|共27页
作者
Buchstaber V.M.; Volodin V.D.;
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原文格式 PDF
正文语种 eng
中图分类数学;
关键词
Convex polytope; Face vector; Flag nestohedron; Gal's conjecture; Graphassociahedron;

机译：凸多面体;脸向量;标志巢面;Gal猜想;图面体;

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Sharp upper and lower bounds for nestohedra

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