6 citations · 15 across the 28 of their papers we have counts for
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math.AT2014
Rank Three p-Group Actions on Products of Spheres
Ergun Yalcin
Let p be an odd prime. We prove that every rank three p-group acts freely and smoothly on a product of three spheres. To construct this action, we first prove a generalization of a…
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.AT2014
Homotopy Representations over the Orbit Category
Ian Hambleton, Ergun Yalcin
Let G be a finite group. The unit sphere in a finite-dimensional orthogonal G-representation motivates the definition of homotopy representations, due to tom Dieck. We introduce an…