A New Proof of Mordell Conjecture
Location: A3/SR 119
Time: Tuesday 10:00 -- 12:00
Anouncement
- Change of time: Jan. 17, 2019, 14:00 -- 16:00
Program
Here you can find the program as a pdf file.
Schedule
No. | Date | Title | Speaker |
1 | Oct. 18 | Introduction | Shuddhodan |
2 | Oct. 25 | The Gauss-Manin connection | Marcin |
3 | Nov. 1 | Period mappings and Galois representations I | Pedro |
4 | Nov. 8 | Period mappings and Galois representations II | Fei |
5 | Nov. 15 | The S-unit equation-I | Tohru |
6 | Nov. 29 | The S-unit equation-II | Fei |
7 | Nov. 29 14:00--16:00 |
Friendly Places | Shusuke |
8 | Dec. 6 | Kodaira-Parshin Family | Simon |
9 | Dec. 13 | Proof of Faltings’s Theorem-I | Yun |
10 | Dec. 20 | Proof of Faltings’s Theorem-II | Marco |
11 | Jan. 10 | Rational points on the base of an abelian by-finite family-I | Shuddhodan |
12 | Jan. 17 14:00--16:00 |
Rational points on the base of an abelian by-finite family-II | Tohru |
13 | Jan. 24 | Rational points on the base of an abelian by-finite family-III | |
14 | Jan. 31 | The case of high degree hypersurfaces | |
15 | Feb. 7 | Proof of Theorem 10.1-I | Kay |
16 | Feb. 14 | Proof of Theorem 10.1-II | Kay |