Add to ORKGWe study the classification of smoothly bounded domains in complex manifolds that cover compact sets. We prove that a smoothly bounded domain in a hyperbolic complex surface that covers a compact set is either biholomorphic to the ball or covered by the bidisc
AbstractIn this paper we show that a C∞ real hypersurface in Cn+1 of finite D'Angelo type admitting ...
One of the most important problems in the field of several complex variables is the Greene-Krantz co...
Abstract We introduce the notion of domains with (a, b)-uniform squeezing prop-erty, study various a...
We study the classification of smoothly bounded domains in complex manifolds that cover compact sets...
Since there is no Uniformization Theorem in several complex variables, there is a desire to classify...
Abstract. The present survey introduces in some classical properties of the universal coverings of t...
Let X be an arbitrary complex surface and D subset of X a domain that has a noncompact group of holo...
Let X be an arbitrary complex surface and D subset of X a domain that has a noncompact group of holo...
Under a plausible geometric hypothesis, we show that a biholomorphic mappingof smoothly bounded, pse...
AbstractLet X be an arbitrary complex surface and D a domain in X that has a non-compact group of ho...
We prove that the group of continuous isometries for the Kobayashi or Caratheodory metrics of a stro...
We prove that the group of continuous isometries for the Kobayashi or Caratheodory metrics of a stro...
ii In this thesis we demonstrated the existence of domains inC2 evidencing both intrinsic phenomena ...
Let X be an arbitrary complex surface and D a domain in X that has a non-compact group of holomorphi...
Many hypersurfaces ω in R^N can be viewed as a subset of the boundary Γ of an open subset Ω of R^N. ...
AbstractIn this paper we show that a C∞ real hypersurface in Cn+1 of finite D'Angelo type admitting ...
One of the most important problems in the field of several complex variables is the Greene-Krantz co...
Abstract We introduce the notion of domains with (a, b)-uniform squeezing prop-erty, study various a...
We study the classification of smoothly bounded domains in complex manifolds that cover compact sets...
Since there is no Uniformization Theorem in several complex variables, there is a desire to classify...
Abstract. The present survey introduces in some classical properties of the universal coverings of t...
Let X be an arbitrary complex surface and D subset of X a domain that has a noncompact group of holo...
Let X be an arbitrary complex surface and D subset of X a domain that has a noncompact group of holo...
Under a plausible geometric hypothesis, we show that a biholomorphic mappingof smoothly bounded, pse...
AbstractLet X be an arbitrary complex surface and D a domain in X that has a non-compact group of ho...
We prove that the group of continuous isometries for the Kobayashi or Caratheodory metrics of a stro...
We prove that the group of continuous isometries for the Kobayashi or Caratheodory metrics of a stro...
ii In this thesis we demonstrated the existence of domains inC2 evidencing both intrinsic phenomena ...
Let X be an arbitrary complex surface and D a domain in X that has a non-compact group of holomorphi...
Many hypersurfaces ω in R^N can be viewed as a subset of the boundary Γ of an open subset Ω of R^N. ...
AbstractIn this paper we show that a C∞ real hypersurface in Cn+1 of finite D'Angelo type admitting ...
One of the most important problems in the field of several complex variables is the Greene-Krantz co...
Abstract We introduce the notion of domains with (a, b)-uniform squeezing prop-erty, study various a...