Holomorphic Vector Fields with Simple Isolated Zeros.
Hyperfunktionen und Sätze vom Typ Edge of the Wedge.
Inégalités de Morse pour la -cohomologie sur une variété holomorphe non compacte
Intersection homology ...-module on local complete intersections with isolated singularities.
k-holomorphe Vektorraumbündel auf offenen Polyzylindern.
Lefschetz fibrations in symplectic geometry.
Line bundles with partially vanishing cohomology
Define a line bundle on a projective variety to be -ample, for a natural number , if tensoring with high powers of kills coherent sheaf cohomology above dimension . Thus 0-ampleness is the usual notion of ampleness. We show that -ampleness of a line bundle on a projective variety in characteristic zero is equivalent to the vanishing of an explicit finite list of cohomology groups. It follows that -ampleness is a Zariski open condition, which is not clear from the definition.
Linear systems on quasi-abelian varieties.
Linear-uniforme Bündel auf Quadriken
Local index theory and higher analytic torsion.
Local Moduli for Complex Analytic Vector Bundles.
Locally free resolutions of coherent sheaves on surfaces.
Logarithmic De Rham complexes and vanishing theorems.
...-Modules on Supermanifolds.
Moduli for Vectorbundles on Pn(C).
Moisezon Spaces and Almost Positive Coherent Sheaves.
Morphismes surjectifs de fibrés vectoriels semi-positifs
Nadel's Subschemes of Fano Manifolds X with a Picard Group Pic(X) Isomorphic to Z
∗The author supported by Contract NSFR MM 402/1994.In this paper we find a global sufficient condition for suitable subschemes of Fano manifolds to be Nadel’s subschemes. We apply this condition to one-dimensional subschemes of a projective space.
On algebraic curves.
On Bănică sheaves and Fano manifolds