Joshua Wen

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20192025

most citedWreath Macdonald polynomials as eigenstates

3 citations · 5 across the 7 of their papers we have counts for

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math.CO2025

Five-Term Relations for wreath Macdonald polynomials and tableau formulas for Pieri coefficients

Marino Romero, Joshua Jeishing Wen

We present a variety of new identities involving operators in the theory of wreath Macdonald polynomials. One such family of identities gives five-term relations, analogous to the…

math.CO2025

On Macdonald expansions of $q$ -chromatic symmetric functions and the Stanley-Stembridge Conjecture

Sean T. Griffin, Anton Mellit, Marino Romero +2

The Stanley-Stembridge conjecture asserts that the chromatic symmetric function of a $(3 + 1)$ -free graph is $e$ -positive. Recently, Hikita proved this conjecture by giving an explic…

Five-Term Relations for wreath Macdonald polynomials and tableau formulas for Pieri coefficients

On Macdonald expansions of q-chromatic symmetric functions and the Stanley-Stembridge Conjecture

On Macdonald expansions of $q$ -chromatic symmetric functions and the Stanley-Stembridge Conjecture