Invariante holomorphe Funktionen auf reduktiven Liegruppen.
Klein Surfaces with Maximal Symmetry and Their Groups of Automorphisms.
Kompakte Transformationsgruppen Steinscher Räume.
Le groupe des automorphismes analytiques d'un domaine borné d'un espace de Banach complexe. Application aux domaines bornés symétriques
Les automorphismes analytiques isométriques d'une variété complexe normée
Les métriques invariantes et la caractérisation des isomorphismes analytiques
Lie group structures and reproducing kernels on the unit ball of
Si introducono due strutture di gruppo di Lie su un dominio di Siegel omogeneo di . Per la palla unitaria si definisce una famiglia ad un parametro di strutture intermedie; ad ognuna di esse viene associato naturalmente un nucleo riproducente ottenendo un'interpolazione tra il nucleo di Bergman ed il nucleo di Szego.
Line bundles on toroidal groups.
LVMB manifolds and simplicial spheres
LVM and LVMB manifolds are a large family of non kähler manifolds. For instance, Hopf manifolds and Calabi-Eckmann manifolds can be seen as LVMB manifolds. The LVM manifolds have a natural action of a real torus and the quotient of this action is a polytope. This quotient allows us to relate closely LVM manifolds to the moment-angle manifolds studied by Buchstaber and Panov. Our aim is to generalize the polytope associated to a LVM manifold to the LVMB case and study the properties of this generalization....
Moduli for Kodaira surfaces
Moduli spaces of holomorphic mappings into hyperbolically imbedded complex spaces and locally symmetric spaces.
Nonlinear Equivariant Automorphisms.
On a group of holomorphic transformations in
On actions of on algebraic spaces
The main result of the paper says that all schematic points of the source of an action of on an algebraic space are schematic on .
On Automorphism Groups of Compact Kähler Manifolds.
On c-actions on compact complex manifolds with many compact orbits.
On certain groups of holomorphic maps
On Compact Complex Manifolds with Finite Automorphism Group
It is known that compact complex manifolds of general type and Kobayashi hyperbolic manifolds have finite automorphism groups. We give criteria for finiteness of the automorphism group of a compact complex manifold which allow us to produce large classes of compact complex manifolds with finite automorphism group but which are neither of general type nor Kobayashi hyperbolic.
On compact orbits in singular Kähler spaces
For a complex solvable Lie group acting holomorphically on a Kähler manifold every closed orbit is isomorphic to a torus and any two such tori are isogenous. We prove a similar result for singular Kähler spaces.
On Continuous Dynamics of automorphisms of C2.