Finiteness theorems for the cohomology of an overconvergent isocrystal on a curve
F-Isocrystales and De Rham Cohomology. I.
Flat modules in algebraic geometry
Flat vector bundles and the fundamental group in non-zero characteristics
Flèches de spécialisations en cohomologie étale et applications arithmétiques
Folding on the wedge sum of graphs and their fundamental group.
Fonctions hypergéométriques bornées
Fonctions L associées aux F-isocristaux surconvergents. I. Interprétation cohomologique.
Fonctions -adiques
Formal cohomology, analytic cohomology and non-algebraic manifolds
Formal groups arising from algebraic varieties
Formal loops II : a local Riemann–Roch theorem for determinantal gerbes
Formale Geometrie und homogene Räume.
Forme hermitienne canonique sur la cohomologie de la fibre de Milnor d'une hypersurface à singularité isolée.
Formes Différentielles et Modules de Tate des Variétés Abéliennes sur les Corps Locaux.
Fourier Mukai transforms and applications to string theory.
El artículo es una introducción a la transformación de Fourier-Mukai y sus aplicaciones a varios problemas de móduli, teoría de cuerdas y simetría "mirror". Se desarrollan los fundamentos necesarios para las transformaciones de Fourier-Mukai, entre ellos las categorías derivadas y los functores integrales. Se explican además sus versiones relativas, que se necesitan para precisar la noción de T-dualidad fibrada en variedades de Calabi-Yau elípticas de dimensión tres. Se consideran también varias...
Fourier-Mukai transform and index theory.
Fourier-Mukai transforms and stable bundles on elliptic curves.
Fragmented deformations of primitive multiple curves
A primitive multiple curve is a Cohen-Macaulay irreducible projective curve Y that can be locally embedded in a smooth surface, and such that Y red is smooth. We study the deformations of Y to curves with smooth irreducible components, when the number of components is maximal (it is then the multiplicity n of Y). We are particularly interested in deformations to n disjoint smooth irreducible components, which are called fragmented deformations. We describe them completely. We give also a characterization...
Free pencils on divisors.