Workshop on the arithmetic geometry of Shimura varieties and Rapoport-Zink spaces
- Date
- July 4(Mon) - 8(Fri), 2011
- Location
- Department of Mathematics, Kyoto University
Faculty of Science Bldg No.3, Lecture Room 110 (or 108)
(Map of the North Campus,  Access Map to Kyoto University)
- Organizer
- Tetsushi Ito (Kyoto University) (e-mail: my first name at math.kyoto-u.ac.jp)
- Aim
- The aim of this workshop is to promote mathematical and cultural exchange between young researchers working on arithmetic geometry and related area including algebraic number theory, algebraic geometry, harmonic analysis on p-adic and real Lie groups, automorphic representations, Langlands functoriality, and to activate high level research from a broad perspective. We put special emphasis on
- Arithmetic geometry of Shimura varieties,
- Cohomology of Rapoport-Zink spaces, p-adic period domains,
- Geometric realization of Langlands correspondences, Non-abelian Lubin-Tate theory,
- Galois representations, Mod p / p-adic Langlands functoriality.
This workshop is supported by Japan Society for the Promotion of Science Grant-in-Aid for Young Scientists (S) ``Comprehensive studies on Shimura varieties, arithmetic geometry, Galois representations, and automorphic representations'' (20674001).
- Program
- [PDF] (English version)
- [PDF] (Japanese version)
- List of Participants
- Noriyuki Abe (Hokkaido)
- Le Hung Viet Bao (Harvard)
- Ana Caraiani (Harvard)
- Miaofen Chen (Paris-Sud)
- Przemyslaw Chojecki (Ecole Polytechnique)
- Shushi Harashita (Yokohama National Univ)
- Naoki Imai (Kyoto, RIMS)
- Kai-Wen Lan (Princeton)
- Dong Uk Lee (POSTECH)
- Yuya Matsumoto (Tokyo)
- Yoichi Mieda (Kyushu)
- Chung Pang Mok (Chinese Univ of Hong Kong)
- Kentarou Nakamura (Keio)
- Sug Woo Shin (IAS)
- Takahiro Tsushima (Kyushu)
- Teruyoshi Yoshida (Cambridge)
- Zhiwei Yun (MIT)
- Tetsushi Ito (Kyoto)
- Links
- Kyoto University (English page)
- Department of Mathematics, Kyoto University (English page)
- Kyoto Travel Guide (Official)
Last updated: Thu, June 30, 2011