1 citations · 2 across the 3 of their papers we have counts for
3 papers
math.GR2018
Reflection length in the general linear and affine groups
Elise G. delMas, Joel Brewster Lewis
We give an intrinsic criterion to tell whether a reflection factorization in the general linear group is reduced, and give a formula for computing reflection length in the general…
math.CO2017★ 1 cited
A refined count of Coxeter element factorizations
Elise delMas, Thomas Hameister, Victor Reiner
For well-generated complex reflection groups, Chapuy and Stump gave a simple product for a generating function counting reflection factorizations of a Coxeter element by their leng…
math.RT2012★ 1 cited
Representations of the Rook-Brauer Algebra
Elise delMas, Tom Halverson
We study the representation theory of the rook-Brauer algebra RB_k(x), also called the partial Brauer algebra. This algebra has a basis of "rook-Brauer" diagrams, which are Brauer…