Laura Pierson

most citedPower sum expansions for Kromatic symmetric functions using Lyndon heaps

2 citations · 2 across the 2 of their papers we have counts for

collaborators

Showing math.COShow all

2 papers · 1 filter

math.CO2025★ 2 cited

Power sum expansions for Kromatic symmetric functions using Lyndon heaps

Laura Pierson

In arXiv:2301.02177, Crew, Pechenik, and Spirkl defined the Kromatic symmetric function $X_{G}$ as a $K$ -analogue of Stanley's chromatic symmetric function $X_{G}$ , and one…

math.CO2024

Proof of a $K$ -theoretic polynomial conjecture of Monical, Pechenik, and Searles

Laura Pierson

As part of a program to develop $K$ -theoretic analogues of combinatorially important polynomials, Monical, Pechenik, and Searles (2021) proved two expansion formulas $\overline{\ma…

Power sum expansions for Kromatic symmetric functions using Lyndon heaps

Proof of a K-theoretic polynomial conjecture of Monical, Pechenik, and Searles

Proof of a $K$ -theoretic polynomial conjecture of Monical, Pechenik, and Searles