Cohomological uniqueness of some p-groups
Event details
| Date | 11.03.2013 |
| Hour | 09:00 › 10:15 |
| Speaker | Antonio Diaz [Malaga] |
| Location |
MA A3 31
|
| Category | Conferences - Seminars |
There are examples showing that the mod p cohomology ring of a finite group does not determine its isomorphism type. In particular, the mod p
cohomology ring of the classifying space of a finite group does not determine its homotopy type. We show some families of p-groups for which
the mod p cohomology ring decorated with Bockstein s.s. or Massey products does determine its homotopy type. Time permitting, we explain some
applications to the existence of complements and the modular isomorphism problem.
cohomology ring of the classifying space of a finite group does not determine its homotopy type. We show some families of p-groups for which
the mod p cohomology ring decorated with Bockstein s.s. or Massey products does determine its homotopy type. Time permitting, we explain some
applications to the existence of complements and the modular isomorphism problem.
Practical information
- Expert
- Free
Organizer
- Jacques Thévenaz
Contact
- Jacques Thévenaz