Thursday, October 5, 2017
4:00 pm
Building 15, Room 104 – Building 15

Number Theory Seminar

p-adic L-functions for nearly finite slope Hilbert modular forms and the Exceptional Zero Conjecture
Mladen Dimitrov, Mathematics Department, Université Lille 1

We attach p-adic L-functions and improved variants thereof to families of nearly finite slope cohomological Hilbert modular forms, and use them to prove the Greenberg-Benois exceptional zero conjecture at the central point for forms which are Iwahori spherical at p. This is a joint work with Daniel Barrera and Andrei Jorza.

Contact Mathematics Department mathinfo@caltech.edu at 626-395-4335
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