This semester, our Oberseminar will be about the new proof of Mordell's conjecture (Faltings' theorem) due to Lawrence and Venkatesh.
Our main reference will be
[LV] Brian Lawrence and Akshay Venkatesh, Diophantine problems and p-adic period mappings, Inventiones 2020
and the references therein. We will follow the program of U. Goertz available here.
For more information,
please contact Eike Lau.
Friday18 June 2021 | ||
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12:00 |
Johannes Krah The Gauss-Manin connection and the complex period morphism |
|
15:00 |
Charles Vial The p-adic period morphism and comparison with the complex situation |
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Wednesday30 June 2021 | ||
14:00 |
Simon Paege Galois representations |
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Friday2 July 2021 | ||
12:00 |
Sarah Meier / Soeren Sprehe The S-unit equation |
|
14:00 |
Karsten Schroedter The proof of Mordell’s conjecture: Outline of the strategy and first steps |
|
Wednesday7 July 2021 | ||
14:00 |
Eike Lau Rational points on the base of an abelian-by-finite family |
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Friday9 July 2021 | ||
12:00 |
Thomas Zink Construction of the Kodaira-Parshin family |
|
14:00 |
Werner Hoffmann The Kodaira-Parshin family has full monodromy I |
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Wednesday14 July 2021 | ||
14:00 |
Michael Spiess The Kodaira-Parshin family has full monodromy II |