Schottky uniformization theory on Riemann surfaces and Mumford curves of infinite genus.
Semistable vector bundles on Mumford curves.
Shimuravarietäten und Gerben.
Signs in weight spectral sequences, monodromy-weight conjectures, log Hodge symmetry and degenerations of surfaces
Simple Singularities in Positive Characteristic.
Slope filtration of quasi-unipotent overconvergent -isocrystals
We study local properties of quasi-unipotent overconvergent -isocrystals on a curve over a perfect field of positive characteristic . For a --module over the Robba ring , we define the slope filtration for Frobenius structures. We prove that an overconvergent -isocrystal is quasi-unipotent if and only if it has the slope filtration for Frobenius structures locally at every point on the complement of the curve.
Smooth ponts of p-adic subanalytic sets.
Some new directions in -adic Hodge theory
We recall some basic constructions from -adic Hodge theory, then describe some recent results in the subject. We chiefly discuss the notion of -pairs, introduced recently by Berger, which provides a natural enlargement of the category of -adic Galois representations. (This enlargement, in a different form, figures in recent work of Colmez, Bellaïche, and Chenevier on trianguline representations.) We also discuss results of Liu that indicate that the formalism of Galois cohomology, including Tate...
Sous-groupes à plusieurs paramètres -adiques de variétés abéliennes
Spécialisation des revêtements en caractéristique
Specialization of the -adic polylogarithm to -th power roots of unity.
Stable maps of curves.
Stable reduction and rigid analytic uniformization of abelian varieties
Stable Reduction and Uniformization of Abelian Varieties I.
Stable reduction and uniformization of abelian varieties II.
Stable Vector Bundles on Projective Spaces in Char p > 0.
Sui sistemi di bifattori in caratteristica positiva
Sur la cohomologie des faisceaux -adiques entiers sur les corps locaux
On étudie le comportement des faisceaux -adiques entiers sur les schémas de type fini sur un corps local par les six opérations et le foncteur des cycles proches.
Sur le défaut de semi-stabilité des courbes elliptiques à réduction additive.
Sur les espaces de Stein quasi-compacts en géométrie rigide
On étudie les espaces de Stein quasi-compacts (i.e. vérifiant pour tout et tout faisceau cohérent sur ). On établit un critère simple pour qu’un espace soit de Stein et on en déduit quelques conséquences.