4 citations · 4 across the 3 of their papers we have counts for
Showing math.ATShow all
3 papers · 1 filter
math.AT2014
On the Basis of the Burnside Ring of a Fusion System
Matthew Gelvin, Sune Precht Reeh, Ergun Yalcin
We consider the Burnside ring of -stable -sets for a saturated fusion system defined on a -group . It is shown by S. P. Reeh th…
math.AT2013
Homotopy equivalences between p-subgroup categories
Matthew Gelvin, Jesper Møller
Let p be a prime number and G a finite group of order divisible by p. Quillen showed that the Brown poset of nonidentity p-subgroups of G is homotopy equivalent to its subposet of…
math.AT2010★ 4 cited
Fusion Action Systems
Matthew Gelvin
This paper introduces the notion of fusion action system, an abstraction of the -local data of a finite group acting on a finite set. Fusion action systems are closely connected…