L'équation de Schrödinger et ses approximations de type champ moyen
De Mathieu Lewin
Entropies et grandes déviations pour les grandes matrices aléatoires
De Alice Guionnet
De Etienne Mann
Apparaît dans la collection : Summer School 2011 - MODULES DE COURBES ET THEORIE DE GROMOV-WITTEN
Out of the quantum product of a projective smooth variety, we can construct a vector bundle with a at connection and a pairing, these data are called quantum D-modules. In a recent paper of Iritani, he gives an explicit presentation of this D module for toric varieties. In this talk, we will consider a hypersurface in a toric variety and we give a link between the quantum D module of the ambient variety and the one of the hypersurface. Moreover, in the toric case, we will give a presentation of these D-modules. This is a common work with Thierry Mignon (Montpellier).