24 citations · 33 across the 2 of their papers we have counts for
2 papers
math.RT2010★ 9 cited
Automorphisms and Generalized Involution Models of Finite Complex Reflection Groups
Eric Marberg
We prove that a finite complex reflection group has a generalized involution model, as defined by Bump and Ginzburg, if and only if each of its irreducible factors is either $G(r,p…
math.RT2010★ 24 cited
A Supercharacter Analogue for Normality
Eric Marberg
Diaconis and Isaacs define a supercharacter theory for algebra groups over a finite field by constructing certain unions of conjugacy classes called superclasses and certain reduci…