Torsion Freeness of Higher Direct Images of Canonical Bundles.
Twisted modular forms and parabolic cohomology
Two remarks concerning toroidal groups.
Type III degenerations of K3 surfaces.
Une démonstration du théorème de Zariski sur les sections hyperplanes d'une hypersurface projective et du théorème de Van Kampen sur le groupe fondamental du complémentaire d'une courbe projective plane
Une estimation asymptotique du nombre de Solutions appro-chees d'une equation p-adique.
Une précision concernant le théorème de Noether.
Une relation entre la filtration par le poids de Deligne et la filtration de Zeeman
Une remarque sur la cohomologie du faisceau de Zariski de la K-théorie de Milnor sur une variété lisse complexe.
Unipotent variations of mixed Hodge structure.
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Vanishing cycles, the generalized Hodge Conjecture and Gröbner bases
Let X be a general complete intersection of a given multi-degree in a complex projective space. Suppose that the anti-canonical line bundle of X is ample. Using the cylinder homomorphism associated with the family of complete intersections of a smaller multi-degree contained in X, we prove that the vanishing cycles in the middle homology group of X are represented by topological cycles whose support is contained in a proper Zariski closed subset T of X with certain codimension. In some cases, by...
Variation of Hodge Structure: The Singularities of the Period Mapping.
Variation of mixed Hodge structure. I.
Variation of mixed Hodge structure. II.
Variation of mixed Hodge structures arising from family of logarithmic deformations
Variational Torelli implies generic Torelli.
Variations of Hodge structure considered as an exterior differential system: old and new results.
Variations of mixed Hodge structure attached to the deformation theory of a complex variation of Hodge structures
Let be a compact Kähler manifold, be a base point and be the monodromy representation of a -VHS. Building on Goldman–Millson’s classical work, we construct a mixed Hodge structure on the complete local ring of the representation variety at and a variation of mixed Hodge structures whose monodromy is the universal deformation of .
Variations on a Theorem of Abel.