activity
20232026
most citedKeys and Evacuation via Virtualization

1 citations · 1 across the 5 of their papers we have counts for

collaborators

6 papers

math.RT2026

Sign components of diagonal superspace coinvariants

Nicolle González, John Lentfer, Hanna Mularczyk

We prove the sign-isotypic components of the coinvariant rings and are isomorphic and show that the triply-graded multiplicity of th…

math.CO2025

Pinnacles for Complex Reflection Groups

Aaron Burnham-Schmidt, Nicolle González

We study, characterize, and enumerate the admissible pinnacle sets of nonexceptional complex reflection groups , which include all generalized symmetric groups $\mathbb{Z…

math.CO2024★ 1 cited

Keys and Evacuation via Virtualization

Olga Azenhas, Nicolle González, Daoji Huang +1

In this paper, we study the relation between the key map and virtualization of crystals. Namely, we prove that virtualization between crystals in any two finite Cartan types commut…

math.GT2024

Khovanov-Rozansky homology of Coxeter knots and Schröder polynomials for paths under any line

Carmen Caprau, Nicolle González, Matthew Hogancamp +1

We introduce a family of generalized Schröder polynomials , indexed by triangular partitions and prove that agrees with the Poincaré series of the trip…

math.RT2023

Calibrated representations of the double Dyck path algebra

Nicolle González, Eugene Gorsky, José Simental

The double Dyck path algebra and its polynomial representation first arose as a key figure in the proof of the celebrated Shuffle Theorem of Carlsson and Mellit.…

math.CO2023

Mesas of Stirling permutations

Nicolle González, Pamela E. Harris, Gordon Rojas Kirby +2

Given a Stirling permutation w, we introduce the mesa set of w as the natural generalization of the pinnacle set of a permutation. Our main results characterize admissible mesa set…