From Poset Topology to $q$-Eulerian Polynomials to Stanley's Chromatic Symmetric Functions

Abstract

In recent years we have worked on a project involving poset topology, various analogues of Eulerian polynomials, and a refinement of Richard Stanley's chromatic symmetric function. Here we discuss how Stanley's ideas and results have influenced and inspired our own work.

20 pages, to appear in the Richard Stanley 70th birthday volume

References in corpus (1)

• Permutation actions on equivariant cohomology