2 citations · 2 across the 3 of their papers we have counts for
3 papers
math.AT2005
A Quotient of the Set [BG, BU(n)] for a Finite Group G of Small Rank
Michael A. Jackson
We construct a natural map from the set [BG,BU(n)] into a set of characters of the Sylow p-subgroups of G and prove that this natural map is a surjection for all finite groups G of…
math.AT2005★ 2 cited
Qd(p)-free rank two finite groups act freely on a homotopy product of two spheres
Michael A. Jackson
In this paper we show that most rank two groups act freely on a finite homotopy product of two spheres. This makes new progress on a conjecture by Benson and Carlson which states t…
math.GT2004
The strong symmetric genus of the finite Coxeter groups
Michael A. Jackson
The strong symmetric genus of a finite group G is the smallest genus of a closed orientable topological surface on which G acts faithfully as a group of orientation preserving auto…