In this term we study the article
"The classification of irreducible admissible mod \(p\) representations of a \(p\)-adic \(\mathbf{GL}_n\)" by Florian Herzig.
Here is the program (by C. Heyer and Tobias Schmidt).
The seminar takes place on Wednesdays 10:15 - 11:45 in room G.14.34 (BUW).
| Talk | Day | Speaker |
|---|---|---|
| 1. Discussion and distribution of the talks | 18.10. | |
| 2. Smooth mod \(p\) representations and weights | 25.10. | Daan |
| 3. The mod \(p\) Satake transform | 08.11. | Britta |
| 4. Various lemmas | 15.11. | Sascha |
| 5. Compatibilities between Hecke actions | 22.11. | Kay |
| 6. Comparison of compact induction with parabolic induction | 29.11. | Andreas |
| No talk | 06.12. | |
| 7. Hecke eigenvalues and supersingularity | 13.12. | Mattia |
| 8. Change of weight | 20.12. | Vincent |
| 9. Generalized Steinberg representations | 10.01. | Erik |
| 10. Irreducibility of parabolic inductions | 17.01. | Sonja |
| 11. The right adjoint of parabolic induction | 23.01. (Tuesday) 14 - 16 in G.13.18 | Georg |
| 12. Classification of irreducible representations | 24.01. | Ziqian |
| 13. The submodule structure of parabolically induced representations | 31.01. | Tobias |