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| Statut | Confirmé |
| Série | SEM-DARBOUX |
| Domaines | math,math.MP |
| Date | Jeudi 29 Mars 2018 |
| Heure | 11:00 |
| Institut | LPTHE |
| Salle | bibliothèque |
| Nom de l'orateur | Bergeron |
| Prenom de l'orateur | Nicolas |
| Addresse email de l'orateur | nicolas [dot] bergeron [at] imj-prg [dot] fr |
| Institution de l'orateur | IMG-PRG |
| Titre | On the cohomology of moduli spaces of K3 surfaces |
| Résumé | The study of Picard groups of moduli problems was started by Mumford in the 1960’s. He considered the case of moduli spaces of genus g curves. In higher dimensional moduli theory, a quasi-polarized K3 surface of genus g is a two dimensional analogue of the genus g smooth projective curve. In this talk, I will review some developments regarding the cycle theory on these moduli spaces. These are joint works with Zhiyuan Li, John Millson and Colette Moeglin. |
| Numéro de preprint arXiv | |
| Commentaires | |
| Fichiers attachés |
Pour obtenir l' affiche de ce séminaire : [ Postscript | PDF ]
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[ English version ] |