189-666A. Séminaire Iovita

p-adic integration and p-adic Hodge theory

Organisers: Adrian Iovita and Henri Darmon
Time: Tuesdays, 4:00-6:00.
Room: BH 1205.
Note that our first meeting will be on October 2.

Regular Participants:
Francesca Bergamaschi
Miljan Brakocevic
Luca Candelori
Francesc Castella
Chih Yun Chuang
Yara Elias
Andrew Fiori
Michele Fornea
Gérard Freixas
Shan Gao
Clément Gomez
Bruno Joyal
Antonio Lei
Juan Ignacio Restrepo
Francois Seguin
Nicolas Simard
Maxime Turgeon
Bahare Mirza Hossein
Giulio Orecchia
Luiz Takei

The theme of this year's seminar is p-adic integration and p-adic Hodge theory.

Here are a few rules of the seminar:

1. Each week will be devoted to lectures by one participant.

2. This is a working seminar, aimed at people with varying backgrounds. It is important that lectures be accessible to all participants.

3. Speakers should allow, in fact, welcome, questions, interruptions, and constructive comments from the audience.

4. Participants are encouraged in return to ask questions during the presentations, at any time, and to put in their two cents' worth.

Here is the tentative schedule:

Tuesday, October 2, 11:30-1:30.
Bruno Joyal. Ramification in the algebraic closure of Q_p and its differential structure.

Tuesday, October 9, 11:30-1:30.
Clément Gomez. Hodge-Tate theory of C_p(i).

Tuesday, October 16 and 23, 4:00-6:00.
Clément Gomez and Adrian Iovita. Hodge-Tate theory of C_p(i), cont'd.

Tuesday, October 30, 4:00-6:00.
Francesca Bergamaschi. Abelian varieties and p-divisible groups.

Tuesday, November 6, 4:00-6:00.
Bahare Mirza. Hodge-Tate theory of p-divisible groups.

Tuesday, November 13.
Luca Candelori. Hodge-Tate theory of abelian varieties.

Tuesday, November 20.
Gérard Freixas. The universal vectorial extension of an abelian variety and its application to Hⁱ_dR(A).

Tuesday, November 27.
Miljan Brakocevic. B_dR and de Rham Galois representations.

Tuesday, December 4.
Gérard Freixas. The de Rham comparison isomorphism. (Following Fontaine-Messing).

Tuesday, December 11.
Francesc Castella. Integration of de Rham cohomology classes along elements of the Tate module, and comparison isomorphisms. (Following Colmez).

Tuesday, December 18.
TBA. Subject to be determined. Possibilities include the Cristalline comparison isomorphisms or p-adic iterated integrals.