| Date | Title | Speaker | Abstract / Reference |
|---|---|---|---|
| Jan 18 | Zhiyu Zhang | Arithmetic and higher theta series, modularity and L-functions | Generating series plays an important role in arithmetic geometry, e.g. theta series and Hasse-Weil zeta functions. Following Feng-Yun-Zhang, we will discuss the theory of higher theta correspondences and examples for U(1), and how to use derived Hitchin stacks to give a uniform construction of (derived) special cycles with correct dimension. |
| Jan 25 | Linus Hamann | Dualizing complexes on the moduli of parabolic bundles | |
| Feb 1 | Daniel Kim | Igusa stacks for Shimura varieties of Hodge type | |
| Feb 8 | Frid Fu | Geometric Langlands in prime characteristic via Hitchin fibration | |
| Feb 15 | Shurui Liu | Dualizable properties of Dmod(Bun_G) | |
| Feb 22 | Ben Church | Essential dimension via prismatic cohomology | |
| Feb 29 | Jiahao Niu | The proof of the Geometric Langlands Equivalence | |
| March 7 | Short break | ||
| March 14 | p-adic geometry workshop at IAS | ||
| April ?? | |||
| April ?? | Hecke orbits on Shimura varieties of Hodge type | ||
| April ?? | |||
| May ?? |