Let F be a non-Archimedean local field. Let \mathcal{W}_{F} be the Weil group of F and \mathcal{P}_{F} the wild inertia subgroup of \mathcal{W}_{F}. Let \widehat {\mathcal{W}}_{F} be the set of equivalence classes of irreducible smooth representations of \mathcal{W}_{F}. Let \ma…
"... The range of subjects covered reflects the diversity and richness of the works and interests of Gérard Laumon: étale cohomology of schemes and stacks, -adic sheaves and Fourier transform, character sheaves, classic and geometric Langlands correspondence, Grothendieck-Lefsch…
"... Les thèmes abordés reflètent la diversité et la richesse des travaux et des centres d'intérêt de Gérard Laumon : cohomologie étale des schémas et des champs, faisceaux -adiques et transformation de Fourier, faisceaux caractères, correspondance de Langlands classique et géom…
" ... Les thèmes abordés reflètent la diversité et la richesse des travaux et des centres d'intérêt de Gérard Laumon : cohomologie étale des schémas et des champs, faisceaux -adiques et transformation de Fourier, faisceaux caractères, correspondance de Langlands classique et géo…
This volume is devoted to the study of Hilbert p-adic modular forms. It contains classicality theorems for overconvergent forms which generalize on the first hand Coleman criterion, which can be applied in big weights, and on the second hand Buzzard-Taylor criterion, which can b…
<P>Multiple Dirichlet Series, L-functions and Automorphic Forms gives the latest advances in the rapidly developing subject of Multiple Dirichlet Series, an area with origins in the theory of automorphic forms that exhibits surprising and deep connections to crystal graphs and m…
