E. Brodsky

collaborators

2 papers

math.QA2025

Geometric leaf of symplectic groupoid

E. Brodsky, P. Dangwal, S. Hamlin +5

We consider the symplectic groupoid of pairs $(B, A)$ with $A$ real unipotent upper-triangular matrix and $B \in G L_{n}$ being such that $A ~ = B A B^{T}$ is also a unipotent upper-tri…

math-ph2025

Comparative Analyses of the Type D ASEP: Stochastic Fusion and Crystal Bases

Erik Brodsky, Eva R. Engel, Connor Panish +1

The Type D asymmetric simple exclusion process (ASEP) is a particle system involving two classes of particles that can be viewed from both a probabilistic and an algebraic perspect…