|
Description
Many celebrated advances in number theory in the last few decades involves mysterious yet systematic relations among subjects of entirely disparate natures. Knowledge of analytically defined objects, via approaches coming from geometry, have provided information not obtained otherwise about arithmetic. The main theme of this workshop is to understand some of the latest developments along these lines. We have invited many promising researchers over the world, mostly young ones, to share their results, ideas, and ways of thinking. We hope to create a pleasant atmosphere that would encourage questions and discussions inspiring future progresses in these subjects. Researchers and students interested in number theory or arithmetic geometry are especially welcome to attend.
Invited speakers
- Ching-Li Chai (翟敬立), University of Pennsylvania, USA
- Toby Gee, Harvard University, USA
- Florian Herzig, Northwestern University, USA
- Ming-Lun Hsieh (謝銘倫), Academia Sinica, Taiwan
- Tetsushi Ito (伊藤哲史), Kyoto University, Japan
- Wen-Wei Li (李文威), Institut mathématique de Jussieu, Université Paris 7, France
- Kai-Wen Lan (藍凱文), Princeton University / Institute for Advanced Study, USA
- Yoichi Mieda (三枝洋一), Kyushu University, Japan
- Marc-Hubert Nicole, Institut mathématique de Jussieu, Université Paris 7, France
- Jeehoon Park (朴志訓), McGill University, Canada
- Sug Woo Shin (申皙宇), University of Chicago, USA
- Claus Sorensen, Princeton University, USA
- Teruyoshi Yoshida (吉田輝義), Harvard University, USA / Cambridge University, UK
- Chia-Fu Yu (余家富), Academia Sinica, Taiwan
- Jeng-Daw Yu (余正道), National Taiwan University, Taiwan
The workshop is supported by the TIMS .
|
|
