Shellable Complexes from Multicomplexes
Published in ArXiv.org • Dec 24, 2008
NobleIDNI4P31W31R61S06
Authors:
Jonathan Browder
Abstract
Suppose a group $G$ acts properly on a simplicial complex $Γ$. Let $l$ be the number of $G$-invariant vertices and $p_1, p_2, ... p_m$ be the sizes of the $G$-orbits having size greater than 1. Then $Γ$ must be a subcomplex of $Λ= Δ^{l-1}* \partial Δ^{p_1-1}*... * \partial Δ^{p_m-1}$. A result of No...
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