In this volume we study Lagrangian Floer theory on toric manifolds from the point of view of mirror symmetry. We construct a natural isomorphism between the Frobenius manifold structures of the (big) quantum cohomology of the toric manifold and of Saito's theory of singularities…
Ce volume est consacré à l'arithmétique p-adique des formes modulaires de Hilbert. Il contient plusieurs théorèmes de classicité de formes surconvergentes généralisant d'une part le critère de Coleman, valable en poids assez grand, d'autre part celui de Buzzard-Taylor, valable e…
Sheaves on manifolds are perfectly suited to treat local problems, but many spaces one naturally encounters, especially in Analysis, are not of local nature. The subanalytic topology (in the sense of Grothendieck) on real analytic manifolds allows one to partially overcome this …