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The Emerton–Gee stack
This term we will learn about the moduli spaces of Galois representations constructed by Emerton and Gee.
Program: pdf
| Termin | Vortragende*r | Titel | on-site / online |
|---|---|---|---|
| 13.10.2022 | Yingying Wang | Introduction | on-site |
| 20.10.2022 | Marc Levine | Moduli of Galois representations | – |
| 27.10.2022 | Marc Kohlhaw | Etale $\varphi$-modules and Galois representations | – |
| 03.11.2022 | Hind Souly | $(\varphi, \Gamma)$-modules and Galois representations | – |
| 10.11.2022 | Virginie Gaillard | Introduction to Stacks | – |
| 17.11.2022 | Ludvig Modin | Scheme theoretic images, etc. | – |
| 24.11.2022 | Sebastian Bartling | Moduli stacks of étale $\varphi$-modules | – |
| 01.12.2022 | Manuel Hoff | Moduli stacks of $(\varphi, \Gamma)$-modules | – |
| 08.12.2022 | Luca Marannino | The rank one case | – |
| 15.12.2022 | Aryaman Patel | Extensions of two rank $1$ $(\varphi,\Gamma)$-modules | – |
| 22.12.2022 | Federica Santi | Fontaine—Laffaille theory and Wach modules | – |
| 12.01.2023 | Ulrich Görtz | Components of $X_{red,2}$ for the generic Serre weights and $b=p-1$ case | – |
| 19.01.2023 | Paulina Fust | Geometric Breuil—Mézard conjecture I | – |
| 26.01.2023 | Vytautas Paskunas | Geometric Breuil—Mézard conjecture II | – |
| 02.02.2023 | N.N. | Program discussion | – |