activity
20172025
most citedMinuscule reverse plane partitions via quiver representations

6 citations · 6 across the 3 of their papers we have counts for

collaborators

9 papers

math.CO2025

Promotion digraphs

Rebecca Patrias, Oliver Pechenik, Jessica Striker

Work of Gaetz, Pechenik, Pfannerer, Striker, and Swanson (2024) introduced promotion permutations for a rectangular standard Young tableau . These promotion permutations encode…

math.CO2020

Set-valued domino tableaux and shifted set-valued domino tableaux

Florence Maas-Gariépy, Rebecca Patrias

We prove K-theoretic and shifted K-theoretic analogues of the bijection of Stanton and White between domino tableaux and pairs of semistandard tableaux. As a result, we obtain prod…

math.CO2020

Dynamics of plane partitions: Proof of the Cameron-Fon-Der-Flaass conjecture

Rebecca Patrias, Oliver Pechenik

One of the oldest outstanding problems in dynamical algebraic combinatorics is the following conjecture of P. Cameron and D. Fon-Der-Flaass (1995). Consider a plane partition i…

math.CO20196 cited

Minuscule reverse plane partitions via quiver representations

Alexander Garver, Rebecca Patrias, Hugh Thomas

The Hillman--Grassl correspondence is a well-known bijection between multisets of rim hooks of a partition shape and reverse plane partitions of . We use the tools of quiver…

math.CO2019

Leading terms of web invariants

Véronique Bazier-Matte, Guillaume Douville, Alexander Garver +3

We use Khovanov and Kuperberg's web growth rules to identify the minimal term in the invariant associated to an web diagram, with respect to a particular term order.

math.CO2018

The probability of positivity in symmetric and quasisymmetric functions

Rebecca Patrias, Stephanie van Willigenburg

Given an element in a finite-dimensional real vector space, , that is a nonnegative linear combination of basis vectors for some basis , we compute the probability that it is…