5 citations · 7 across the 13 of their papers we have counts for
4 papers · 1 filter
A Graph Polynomial from Chromatic Symmetric Functions
William Chan, Logan Crew
This paper describes how many known graph polynomials arise from the coefficients of chromatic symmetric function expansions in different bases, and studies a new polynomial arisin…
Plethysms of Chromatic and Tutte Symmetric Functions
Logan Crew, Sophie Spirkl
Plethysm is a fundamental operation in symmetric function theory, derived directly from its connection with representation theory. However, it does not admit a simple combinatorial…
A Note on Distinguishing Trees with the Chromatic Symmetric Function
Logan Crew
For a tree , consider its smallest subtree containing all vertices of degree at least . Then the remaining edges of lie on disjoint paths each with one endpoi…
Modular Relations of the Tutte Symmetric Function
Logan Crew, Sophie Spirkl
For a graph , its Tutte symmetric function generalizes both the Tutte polynomial and the chromatic symmetric function . We may also consider as a map from…