Forschungsseminar Algebra und Zahlentheorie
Summersemester 2025: Algebraicity of solutions to differential equations after Katz, Lam-Litt
The research seminar takes place Wednesdays, 10-12, in G.13.18.
Here is the program.
Distribution of talks
| 1. Introduction and discussion | 09.04.25 | Kay |
| 2. Local Systems, Monodromy Representation and Connections | 23.04.25 | Dzoara |
| 3. Regular Singular connections and the Riemann-Hilbert Correspondence | 30.04.25 | Julian |
| 4. The Gauss-Manin connection | 07.05.25 | Hugo |
| 5. The Grothendieck-Katz conjecture | 14.05.25 | Vivien |
| 6. Excursion to Hodge-theory | Tuesday! 20.05.25 | Wiegand |
| (vgl. Seminar Darstellungstheorie) | 21.05.25 | James Taylor |
| 7. Flatness of the Hodge filtration on the Gauss-Manin connection implies finite monodromy | 28.05.25 | Chen |
| 8. Proof of Katz' Theorem | 04.06.25 | Doosung |
| 9. The Conjecture of Lam and Litt | 18.06.25 | Erik |
| 10. Picard-Fuchs equations and cycle class initial conditions | 25.06.25 | Andreas |
| 11. Families of elliptic curves | 02.07.25 | Matthias |
| 12. Main Theorem on non-linear differential equations | 09.07.25 | Fei |
| (vgl. Seminar Darstellungstheorie) | 16.07.25 | Nicolas Dupré |
