Topology Seminar: Bernhard Hanke
- Date: 09/11/2013
- Time: 15:15
University of British Columbia
A well known conjecture in the theory of transformation groups states that if p is a prime and (Z/p)^r acts freely on a product of k spheres, then r ≤ k. We prove this assertion if p is large compared to the dimension of the product of spheres. The argument builds on tame homotopy theory for non-simply connected spaces.
Location: ESB 4133