Instructional workshop on Iwasawa theory for automorphic forms (online)
December 19-22, 2022 Online |
Timetable | Home > Timetable |
- 1. Wan 1: Automorphic forms, Eisenstein series, and Greenberg's main conjecture
We discuss Hermitian modular forms, Eisenstein series on unitary groups, and Greenberg's main conjecture. - 2. Castella 1: Kobayashi's main conjecture
We discuss the relation between Greenberg's main conjecture and Kobayashi's main conjecture. - 3. Castella 2: Cuspidal Hida theory
We discuss cuspidal Hida theory for GU(3,1). - 4. Liu 1: Non-cuspidal Hida theory
We discuss non-cuspidal Hida theory for GU(3,1). - 5. Wan 2: General strategy
We discuss the general strategy of the proof of the main conjecture. - 6. Liu 2: The constant term
We discuss the computation of the constant term of Eisenstein series. - 7. Castella 3: Kobayashi's main conjecture 2
We continue the discussion on the relation between Greenberg's main conjecture and Kobayashi's main conjecture. - 8. Liu 3: Fourier-Jacobi coefficients
We discuss the computation of non-degenerate Fourier-Jacobi coefficients. - 9. Wan 3: Lattice construction and the conclusion
We discuss the lattice construction and conclude the proof of the main conjecture.