Comparaison des facteurs duaux des isocristaux surconvergents
Comparaison entre cohomologie cristalline et cohomologie étale -adique sur certaines variétés de Shimura
Soit un modèle entier en un premier d’une variété de Shimura de type PEL, ayant bonne réduction associée à un groupe réductif . On peut associer aux -représentations du groupe deux types de faisceaux : des cristaux sur la fibre spéciale de , et des systèmes locaux pour la topologie étale sur la fibre générique. Nous établissons un théorème de comparaison entre la cohomologie de ces deux types de faisceaux.
Comparaison entre la cohomologie algébrique et la cohomologie p-adique rigide à coefficiets dans un module différentiel. II. Cas des singularités régulières á plusieures variables.
Comparaison entre la cohomologie algebrique et la cohomologie p-adique rigide ä coefficients dans un module differentiel I. (Cas des courbes).
Comparaison entre la cohomologie algébrique et la cohomologie -adique rigide à coefficients dans un nodule différentiel
Comparison between the fundamental group scheme of a relative scheme and that of its generic fiber
We show that the natural morphism between the fundamental group scheme of the generic fiber of a scheme over a connected Dedekind scheme and the generic fiber of the fundamental group scheme of is always faithfully flat. As an application we give a necessary and sufficient condition for a finite, dominated pointed -torsor over to be extended over . We finally provide examples where is an isomorphism.
Comparison theorem between Fourier transform and Fourier transform with compact support
We prove a comparison theorem between Fourier transform without support and and Fourier transform with compact support in the context of arithmetic -modules.
Comparison theorems between algebraic and analytic De Rham cohomology (with emphasis on the -adic case)
We present a panorama of comparison theorems between algebraic and analytic De Rham cohomology with algebraic connections as coefficients. These theorems have played an important role in the development of -module theory, in particular in the study of their ramification properties (irregularity...). In part I, we concentrate on the case of regular coefficients and sketch the new proof of these theorems given by F. Baldassarri and the author, which is of elementary nature and unifies the complex...
Complément à l'article de P. Deligne "La conjecture de Weil pour les surfaces K3".
Complete curves in moduli spaces of stable bundles on surfaces.
Complete families of rank 2 stable vector bundles on algebraic surfaces.
Complete systems of addition laws on Abelian varieties.
Complex algebraic plane curves via their links at infinity.
Complex local systems and morphisms of varieties
Complex plane curves in the ball.
Complex Subspaces of Homogeneous Complex Manifolds. I. Submanifolds of Abelian Varieties.
Complexe de de Rham filtré d'une variété singulière
Complexe de De Rham-Witt à coefficients dans un cristal
Complexe de de Rham-Witt et cohomologie cristalline
Complexe dualisant et applications à la classe fondamentale d'un cycle