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- W2969392004 abstract "We propose a combinatorial approach to the following strengthening of Gal's conjecture: $gamma(Delta)ge gamma(E)$ coefficientwise, where $Delta$ is a flag homology sphere and $Esubseteq Delta$ an induced homology sphere of codimension $1$. We provide partial evidence in favor of this approach, and prove a nontrivial nonlinear inequality that follows from the above conjecture, for boundary complexes of flag $d$-polytopes: $h_1(Delta) h_i(Delta) ge (d-i+1)h_{i-1}(Delta) + (i+1) h_{i+1}(Delta)$ for all $0le ile d$." @default.
- W2969392004 created "2019-08-29" @default.
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- W2969392004 date "2019-08-23" @default.
- W2969392004 modified "2023-09-27" @default.
- W2969392004 title "Induced equators in flag spheres" @default.
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