Moduli of simple Rank-2 sheaves on K3-surfaces.
Moduli of stable sheaves on ruled surfaces and their Picard groups.
Moduli of Vector Bundles on the Projective Plane.
Modulprobleme in der algebraischen Geometrie III
Modulräume stabiler 2-Bündel auf Regelflächen.
Monodromy of a family of hypersurfaces
Let be an -dimensional irreducible smooth complex projective variety embedded in a projective space. Let be a closed subscheme of , and be a positive integer such that is generated by global sections. Fix an integer , and assume the general divisor is smooth. Denote by the quotient of by the cohomology of and also by the cycle classes of the irreducible components of dimension of . In the present paper we prove that the monodromy representation on for the family of smooth...
Monodromy of a family of hypersurfaces containing a given subvariety
Motifs de dimension finie
On sait que les groupes de Chow d’une variété projective ne sont pas de type fini, et ne peuvent même être paramétrés par une variété algébrique, en général. Pourtant, S.-I. Kimura et P. O’Sullivan ont conjecturé (indépendamment l’un de l’autre) que les motifs de Chow, définis en termes de correspondances algébriques modulo l’équivalence rationnelle, sont de “dimension finie”au sens où, tout comme les super-fibrés vectoriels, ils sont somme d’un facteur dont une puissance extérieure est nulle et...
Motifs Génériques
Motifs, L-Functions, and the K-Cohomology of Rational Surfaces over Finite Fields.
Motivi associati a successioni di coomologia relativa
Motivic Artin -functions and a motivic Tamagawa number. (Fonctions d'Artin et nombre de Tamagawa motiviques.)
Motivic complexes of Suslin and Voevodsky
Motivic decomposition of abelian schemes and the Fourier transform.
Motivic splitting lemma.
Motivic tubular neighborhoods.
Motivically functorial coniveau spectral sequences; direct summands of cohomology of function fields.
Multicanonical systems of elliptic surfaces in small characteristics
Multiple point Seshadri constants and the dimension of adjoint linear series
In this note multiple point Seshadri constants measuring the positivity of ample line bundles on complex projective varieties at a finite number of points are defined. A lower bound which is asymptotically optimal for a large number of points is proven for the constant at very general points. As an application estimates on the number of sections in adjoint linear systems are deduced.
Multiplicieites of discriminants.