Holomorphe Funktionen auf Gebieten über Banach-Räumen zu vorgegebenen Konvergenzradien.
Holomorphe Korrespondenzen und meromorphe Abbildungen allgemeiner komplexer Räume.
Holomorphe Vektorbündel auf Pn mit c1 = 0 und c2 = 1.
Holomorphic 2-vector bundles on nonalgebraic 2-tori.
Holomorphic actions, Kummer examples, and Zimmer program
We classify compact Kähler manifolds of dimension on which acts a lattice of an almost simple real Lie group of rank . This provides a new line in the so-called Zimmer program, and characterizes certain complex tori as compact Kähler manifolds with large automorphisms groups.
Holomorphic actions on contractible domains without fixed points.
Holomorphic Affine and Projective Connections of Hyperbolic Type.
Holomorphic almost periodic functions on coverings of complex manifolds.
Holomorphic and Meromorphic Mappings and Curvature.
Holomorphic and Meromorphic Mappings and Curvature. II.
Holomorphic Approximation and Hyperfunction Theory on a C1 Totally Real Submanifold of a Complex Manifold.
Holomorphic Approximation in Cm-Norms on Totally Real Compact Sets in Cn.
Holomorphic approximation in infinite-dimensional Riemann domains
Holomorphic Approximation near Strictly Pseudoconvex Boundary Points.
Holomorphic approximation of CR functions on tubular submanifolds of ℂ²
The purpose of this paper is to take a closer look at uniform semi-global (i.e. on compact subsets) holomorphic approximation of CR functions on tubular submanifolds in ℂ².
Holomorphic Approximation of Ultradifferentiable Functions.
Holomorphic automorphisms and collective compactness in J*-algebras of operator
Let G be the Banach-Lie group of all holomorphic automorphisms of the open unit ball in a J*-algebra of operators. Let be the family of all collectively compact subsets W contained in . We show that the subgroup F ⊂ G of all those g ∈ G that preserve the family is a closed Lie subgroup of G and characterize its Banach-Lie algebra. We make a detailed study of F when is a Cartan factor.
Holomorphic Automorphisms of Compact Kähler Surfaces and Their Induced Actions in Cohomology.
Holomorphic automorphisms of quadrics.
Holomorphic automorphisms of the tube domain over the Vinberg cone
In questo articolo si determina il gruppo di tutti gli automorfismi olomorfi del dominio tubolare sul cono di Vinberg. Tale dominio ha dimensione complessa 5 ed è il dominio tubolare omogeneo non simmetrico di dimensione più bassa. Si costruisce esplicitamente un gruppo transitivo di automorfismi olomorfi del dominio; successivamente, dimostrando che tale gruppo contiene l'intero sottogruppo di isotropia di un qualunque punto, si ottiene che esso coincide col gruppo di tutti gli automorfismi olomorfi...