Journées de géométrie arithmétique de l'IHÉS

Collection Journées de géométrie arithmétique de l'IHÉS

25-26 septembre 2014 Conférence du programme ANR Théorie de Hodge p-adique et Développements (ThéHopaD) Organisateurs : Ahmed Abbes (CNRS, IHÉS), Fabrice Orgogozo (CNRS, École polytechnique) Avec le soutien de l'ANR

Mini-cours Takeshi Saito — 斎藤毅 (Université de Tôkyô —東京大学)

Conférenciers invités Lei Fu — 扶磊 (Université de Nankai — 南开大学) Luc Illusie (Université Paris-Sud) Matthew Morrow (Université de Bonn — Universität Bonn) Sachio Ohkawa — 大川幸男 (Université de Tôkyô — 東京大学) Thomas Zink (Université de Bielefeld — Universität Bielefeld)

All the collection videos (8)

01:04:17

published on October 1, 2014

1/3 On the characteristic cycle of an ℓ-adic sheaf

By Takeshi Saito

01:03:15

published on October 1, 2014

ℓ-adic cohomology of unfoldings of Laurent polynomials

By Lei Fu

01:03:56

published on October 2, 2014

2/3 On the characteristic cycle of an ℓ-adic sheaf

By Takeshi Saito

01:14:56

published on October 3, 2014

Around the Thom-Sebastiani theorem

By Luc Illusie

01:10:28

published on October 3, 2014

3/3 On the characteristic cycle of an ℓ-adic sheaf

By Takeshi Saito

01:03:34

published on October 3, 2014

A crystalline variational Tate conjecture

By Matthew Morrow

01:00:28

published on October 6, 2014

On log Cartier transform of higher level in positive characteristic

By Sachio Ohkawa

01:10:10

published on October 7, 2014

Grothendieck-Messing deformation theory for Hyper-Kähler manifolds

By Thomas Zink

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