| Orateur(s) | Omid Amini - Ecole Polytechnique,
|
| Titre | Moduli of hybrid curves and variations of canonical measures |
| Date | 02/12/2020 |
| Horaire | 15:45 à 17:00 |
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| Diffusion | |
| Résume | Consider a sequence of smooth compact Riemann surfaces of genus g whose corresponding points in the moduli space Mg converge to a point in the Deligne–Mumford compactification. We consider the following question: what is the limit of the associated sequence of Arakelov-Bergman measures?
Combining graph theory, tropical non-archimedean geometry and Hodge theory, we obtain a full answer and a new compactification of the moduli spaces of curves. Joint work with Noema Nicolussi (École Polytechnique). |
| Salle | https://zoom.us/j/96265107910?pwd=WWYydlEwVXBjaVY4OUxYQ09oeDg1UT09 ID de réunion : 962 6510 7910 |
| Adresse | Conférence - Zoom |
