NTAG Seminar: Pseudomodularity of residually reducible Galois representations
After a survey of previous work I will present new results on pseudomodularity of residually reducible Galois representations with 3 residual pieces. I will discuss applications to proving modularity of Galois representations arising from abelian surfaces and Picard curves. This is joint work with Krzysztof Klosin (CUNY).
| A Number Theory, Algebra and Geometry seminar | |
|---|---|
| Speaker(s) | Tobias Berger |
| Date | 13 November 2024 |
| Time | 13:30 to 14:30 |
| Place | Harrison Building 106 |
| Organizer | Christopher Lazda |
Event details
Location:
Harrison Building 106
