Sino-French Research Program in Diophantine Geometry

Organizer: Huayi Chen, Fabien Pazuki

Scientific committee: Huayi Chen, Sinnou David, Fabien Pazuki, Gaël Rémond

Time: August 27-31, 2012
Venue: JingChun Garden (Room 77201), BICMR

Program: Download
Indication for participants housed in Shaoyuan: Download
Indication for participants housed in Zhongguanyuan Global Village: Download

The Sino-French Research Program in Mathematics is co-supported by

Beijing International Center for Mathematical Research
Chern Institute of Mathematics
Fondation Mathématique Jacques Hadamard
Fondation Sciences Mathématiques Paris
Institut Joseph Fourier
School of Mathematical Sciences of the University of Science and Technology of China

Program of the Workshop
1. Preliminary introduction to abelian varieties
2. Introduction to modular curves
3. Serre's theorem on Galois representations
4. Classical Baker's method
5. Runge's method
6. Results of Mazur, Momose and Merel on the j-invariant
7. Isogeny estimation of Gaudron-Rémond
8. Results of Bilu-Parent-Rebolledo on the triviality of rational points
9. Invited research talks

Confirmed speakers
Yuri Bilu, Université de Bordeaux I
Maria Carrizosa, Université de Lyon I
Agnès David, Université de Versailles
Sinnou David, Université Paris VI
Aurélien Galateau, Université Franche-Comté
Mathilde Herblot, University of Frankfurt
Hideaki Ikoma, University of Kyoto
Jean-François Mestre, Université Paris VII
Pascal Molin, Université Paris VII
Pierre Parent, Université de Bordeaux I
Marusia Rebolledo, Université de Clermont-Ferrand II
Gaël Rémond, Université de Grenoble I
Fei Xu, Capital Normal University
Gongrong Yang, Peking University
Yuancao Zhang, Peking University