On the Kobayashi and Caratheodory pseudometric reductions of homogeneous complex spaces
On the Spannedness and Very Ampleness of Certain Line Bundles on the Blow-ups of IP2C and Fr .
On the spectral sequence fo r the -cohomology of a holomorpkic bundle with Stein fibres
Si esamina la successione spettrale per la -coomologia dello spazio totale di un fibrato olomorfo nel caso in cui le fibre siano varietà di Stein.
On the -equation in a Banach space
On Uniform Vector Bundles.
On vector fields in C3 without a separatrix.
A family of germs at 0 of holomorphic vector fields in C3 without separatrices is constructed, with the aid of the blown-up foliation F in the blown-up manifold C3. We impose conditions on the multiplicity and the linear part of F at its singular points (i.e., non-semisimplicity and certain nonresonancy), which are sufficient for the original vector field to be separatrix-free.
Optimal destabilizing vectors in some Gauge theoretical moduli problems
We prove that the well-known Harder-Narsimhan filtration theory for bundles over a complex curve and the theory of optimal destabilizing -parameter subgroups are the same thing when considered in the gauge theoretical framework.Indeed, the classical concepts of the GIT theory are still effective in this context and the Harder-Narasimhan filtration can be viewed as a limit object for the action of the gauge group, in the direction of an optimal destabilizing vector. This vector appears as an extremal...
Orbifold principal bundles on an elliptic fibration and parabolic principal bundles on a Riemann surface (II).
In [6], orbifold G-bundles on a certain class of elliptic fibrations over a smooth complex projective curve X were related to parabolic G-bundles over X. In this continuation of [6] we define and investigate holomorphic connections on an orbifold G-bundle over an elliptic fibration.
Parabolic exhaustions and analytic coverings.
Pluripolar sets in Grassmann manifolds
Poincaré Lemma for Tangential Cauchy Riemann Complexes.
Positive Vector Bundles on Complex Surfaces.
Positivity Notions for Coherent Sheaves over Compact Complex Spaces.
Principal bundles with parabolic structure.
Principe d'Oka-Grauert dans A?.
Problème de la stabilité structurelle des champs de vecteurs holomorphes sur certaines surfaces algébriques
Problème de Levi et morphisme localement de Stein.
Projective bundles on a complex torus.
Proper holomorphic mappings between bounded complete Reinhardt domains in C2.
Properties of operators occurring in the Penrose transform
It is shown that operators occurring in the classical Penrose transform are differential. These operators are identified depending on line bundles over the twistor space.