The sieving phenomenon for finite groups

Published 29 Mar 2018 in math.CO | (1803.11122v1)

Abstract: The cyclic sieving phenomenon is a well-studied occurrence in combinatorics appearing when a cyclic group acts on a finite set. In this paper, we demonstrate a natural extension of this theory to finite abelian groups. We also present a similar result for dihedral groups and suggest approaches for natural generalizations to nonabelian groups.

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Authors (1)

Caleb Ji

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