Add to ORKGThis thesis is based on a paper by Burglind Jöricke, who found an effective way of constructing the envelope of holomorphy for a domain. This thesis extends the result for domains embedded in n-dimensional complex space
In this paper we investigate invariant domains in Xi+, a distinguished G-invariant, Stein domain in ...
We study the extension properties of square integrable holomorphic functions in several complex vari...
Let $W$ be a domain in a complex manifold $M$. In 2008 B. J\"oricke found a way to extend holomorphi...
The envelope of holomorphy E(OMEGA) of any domain OMEGA in C(n) which is either of circular type or ...
summary:Analytic continuation and domains of holomorphy for solution to the complex Laplace and Dira...
Conditions are given for the envelope of holomorphy of a Hartogs or circular domain in C(n) to be un...
We prove the following theorem: Theorem. Let W be a domain in C2 . If the envelope, ( W&d15;,p...
Some problems concerning holomorphic continuation of the class of bounded holomorphic functions fro...
AbstractWe study the extension of holomorphic functions of bounded type defined on an open subset of...
In this chapter we study an important concept in holomorphic analysis, having to do with the existen...
AbstractLet E be a complex Banach space, let F be a closed subspace of E, and let π: E → EF be the c...
We wish to study those domains in Cn,for n ≥ 2, the so-called domains of holomorphy, which are in s...
We first handle some generalizations from the theory of functions of a single complex variable, incl...
It is well known that there exist domains Ω in Cn,n ≥ 2, such that all holomorphic functions in Ω c...
In this paper we investigate invariant domains in Xi+, a distinguished G-invariant, Stein domain in ...
In this paper we investigate invariant domains in Xi+, a distinguished G-invariant, Stein domain in ...
We study the extension properties of square integrable holomorphic functions in several complex vari...
Let $W$ be a domain in a complex manifold $M$. In 2008 B. J\"oricke found a way to extend holomorphi...
The envelope of holomorphy E(OMEGA) of any domain OMEGA in C(n) which is either of circular type or ...
summary:Analytic continuation and domains of holomorphy for solution to the complex Laplace and Dira...
Conditions are given for the envelope of holomorphy of a Hartogs or circular domain in C(n) to be un...
We prove the following theorem: Theorem. Let W be a domain in C2 . If the envelope, ( W&d15;,p...
Some problems concerning holomorphic continuation of the class of bounded holomorphic functions fro...
AbstractWe study the extension of holomorphic functions of bounded type defined on an open subset of...
In this chapter we study an important concept in holomorphic analysis, having to do with the existen...
AbstractLet E be a complex Banach space, let F be a closed subspace of E, and let π: E → EF be the c...
We wish to study those domains in Cn,for n ≥ 2, the so-called domains of holomorphy, which are in s...
We first handle some generalizations from the theory of functions of a single complex variable, incl...
It is well known that there exist domains Ω in Cn,n ≥ 2, such that all holomorphic functions in Ω c...
In this paper we investigate invariant domains in Xi+, a distinguished G-invariant, Stein domain in ...
In this paper we investigate invariant domains in Xi+, a distinguished G-invariant, Stein domain in ...
We study the extension properties of square integrable holomorphic functions in several complex vari...
Let $W$ be a domain in a complex manifold $M$. In 2008 B. J\"oricke found a way to extend holomorphi...