Constructing free actions of p-groups on products of spheres

Abstract

We prove that, for p an odd prime, every finite p-group of rank 3 acts freely on a finite complex X homotopy equivalent to a product of three spheres.

References in corpus (1)

• The stable free rank of symmetry of products of spheres

Cited by in corpus (2)

• Obstructions for constructing equivariant fibrations
• Rank Three p-Group Actions on Products of Spheres