A reduction theorem for Dade's projective conjecture
Event details
| Date | 19.11.2013 |
| Hour | 10:15 |
| Speaker | Britta Späth [Kaiserslautern] |
| Location |
MA A1 12
|
| Category | Conferences - Seminars |
In the talk I will explain a new equivalence relation between character triples. The notion of a character triple describes the Clifford theory associated to an irreducible ordinary character of a normal subgroup inside a bigger group.
Thanks to various good properties of this equivalence relation one can prove that Dade's projective conjecture is a consequence of a strengthened version of Dade's equivariant conjecture, whose formulation uses this specific equivalence relation between character triples.
Thanks to various good properties of this equivalence relation one can prove that Dade's projective conjecture is a consequence of a strengthened version of Dade's equivariant conjecture, whose formulation uses this specific equivalence relation between character triples.
Practical information
- Expert
- Free
Organizer
- Jacques Thévenaz