This term, our Oberseminar is about Hodge loci. The goal is to understand recent advances on the study of Hodge locus as in the article of Baldi, Klingler and Ullmo, and in particular how results of functional transcendence (Ax-Schanuel theorems) are used. Preliminaries include the study of variations of Hodge structures and period maps. A description of the Oberseminar is available here and a complete program is available here.
Wednesday10 April 2024 | ||
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| 14:15 |
Salvatore Floccari
Overview talk |
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| 16:15 |
Carl Mazzanti
The Noether-Lefschetz theorem |
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Wednesday24 April 2024 | ||
| 14:15 |
Eike Lau
Hodge structures and Mumford-Tate groups |
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| 16:15 |
Luigi Martinelli
Period maps and domains |
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Wednesday8 May 2024 | ||
| 14:15 |
Simon Paege
Variations of Hodge structures |
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| 16:15 |
Gabriele Bogo
The Hodge locus |
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Wednesday22 May 2024 | ||
| 14:15 |
Johannes Krah
Mumford-Tate domains, Hodge varieties and special subvarieties |
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| 16:15 |
Pablo Magni
The Zilber-Pink conjecture |
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Wednesday5 June 2024 | ||
| 14:15 |
Haitao Zou
Results on the Zilber-Pink conjecture |
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| 16:15 |
Charles Vial
Functional transcendence |
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Wednesday26 June 2024 | ||
| 14:15 |
Michael Spiess
The Zilber-Pink conjecture for the atypical Hodge locus |
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| 16:15 |
Lennart Gehrmann
Applications |
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