Séminaires : Séminaire Théorie des Nombres

Equipe(s) : tn,
Responsables :Ziyang Gao, Marc Hindry, Bruno Kahn, João Pedro P. dos Santos
Email des responsables : ziyang.gao@imj-prg.fr
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Orateur(s) Matthias Schuett - ,
Titre K3 surfaces and modular forms
Date19/01/2009
Horaire14:00 à 16:00
Diffusion
RésumeA classical construction of Shimura associates every Hecke eigenform ofweight $2$ with rational coefficients to an elliptic curve over $\Q$. Theconverse statement that every elliptic curve over $\Q$ is modular, is theTaniyama-Shimura-Weil conjecture, proven by Wiles et al.For higher weight, however, the opposite situation applies
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