Topological equisingularity for isolated complete intersection singularities
Topological properties of certain incomplete regular intersections
Topological triviality of versal unfoldings of complete intersections
We obtain algebraic and geometric conditions for the topological triviality of versal unfoldings of weighted homogeneous complete intersections along subspaces corresponding to deformations of maximal weight. These results are applied: to infinite families of surface singularities in which begin with the exceptional unimodular singularities, to the intersection of pairs of generic quadrics, and to certain curve singularities.The algebraic conditions are related to the operation of adjoining powers,...
Traces in strict Frobenius algebras and strict complete intersections.
T-symmetrical tensor forms on complete intersections.
Two remarks on Calabi-Yau Moishezon treefolds.
Über Spurfunktionen bei vollständigen Durchschnitten.
Una osservazione sulla curva di Cremona di
Une remarque sur les générateurs du cobordisme complexe.
Une théorie de l'intersection dans un espace singulier
Upper Bounds for the Degrees of the Equations Defining Locally Cohen-Macaulay 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 theorems, linear and quadratic normality.
Vector bundles of finite rank on complete intersections of finite codimension in ind-Grassmannians
In this article we establish an analogue of the Barth-Van de Ven-Tyurin-Sato theorem.We prove that a finite rank vector bundle on a complete intersection of finite codimension in a linear ind-Grassmannian is isomorphic to a direct sum of line bundles.
Vector Bundles on Cones over Projective Schemes.
Viro's theorem for complete intersections
Vollständige Durchschnitte in Steinschen Mannigfaltigkeiten.
Vollständige, fast-vollständige und mengen-theoretisch-vollständige Durchschnitte in Steinschen Mannigfaltigkeiten.