Vahlen's Group of Clifford Matrices and Spin-Groups.
Valeurs propres des endomorphismes de Frobenius
Valeurs spéciales des fonctions des motifs
Valuation -adique des zéros et pôles de la fonction zêta d’une variété algébrique sur un corps fini
Valuations and asymptotic invariants for sequences of ideals
We study asymptotic jumping numbers for graded sequences of ideals, and show that every such invariant is computed by a suitable real valuation of the function field. We conjecture that every valuation that computes an asymptotic jumping number is necessarily quasi-monomial. This conjecture holds in dimension two. In general, we reduce it to the case of affine space and to graded sequences of valuation ideals. Along the way, we study the structure of a suitable valuation space.
Valuations of function fields form the geometrical point of view.
Values of Abelian L-functions at Negative Integers over Totally Real Fields.
Values of p-adic L-functions and a p-adic Poisson kernel.
Values of polynomials with integer coefficients and distance to their common zeros
Van Geemen's Families of lines on special quintic threefolds.
Vanishing criteria and the Picard group for projective varieties of low codimension
Vanishing cycles for formal schemes.
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...
Vanishing lattices and monodromy groups of isolated com-plete intersection singularities.
Vanishing of Cotangent Functors.
Vanishing of Hochschild cohomology for affine group schemes and rigidity of homomorphisms between algebraic groups.
Vanishing of Odd-Dimensional Intersection Cohomology.
Vanishing of sections of vector bundles on 0-dimensional schemes
Here we give conditions and examples for the surjectivity or injectivity of the restriction map , where is a projective variety, is a vector bundle on and is a “general” -dimensional subscheme of , union of general “fat points”.
Vanishing theorems.
Vanishing theorems and degeneracy loci in small corang. (Théoremès d'annulation et lieux de degenerescence en petit corang.)