AbstractLet B denote the open unit ball in the space of n complex variables, where n > 1. A special case of the main result of the present paper is that the various Hardy spaces Hp(B) (0 < p < ∞) have distinct zero sets in B
Cataloged from PDF version of article.Thesis (M.S.): Bilkent University, Department of Mathematics, ...
It is proved in this note that a sequence of automorphisms on the N-dimensional unit ball acts prope...
We obtain a generalization of Hardy’s inequality for functions in the Hardy space H1 (Bd), where Bd ...
AbstractLet B denote the open unit ball in the space of n complex variables, where n > 1. A special ...
AbstractIn contrast to the famous Henkin–Skoda theorem concerning the zero varieties of holomorphic ...
In a first part, we are interested in a problem of division in Hardy spaces of the unit ball B of C^...
AbstractThe Hardy spaces Hp(X) of holomorphic functions on the unit discDin the complex plane with v...
We show that every closed subset of CN that has finite (2N-2) dimensional measure is a removable set...
In this dissertation, we consider various aspects of the boundary behavior of holomorphic functions ...
summary:Let $D$ be a domain in $\mathbb{C}^2$. For $w \in \mathbb{C} $, let $D_w = \lbrace z \in \ma...
We prove that the function f(z)=1/(1-z) which is holomorphic in the open unit disc centered at the ...
In this article we prove first of all the nonexistence of holomorphic submersions other than coverin...
In this paper we give characterizations of those holomorphic functions in the unit disc in the compl...
AbstractIn the first part, we generalize the classical result of Bohr by proving that an analogous p...
We study a Toeplitz-type operator Qμ between the holomorphic Hardy spaces Hp and Hq of the unit ball...
Cataloged from PDF version of article.Thesis (M.S.): Bilkent University, Department of Mathematics, ...
It is proved in this note that a sequence of automorphisms on the N-dimensional unit ball acts prope...
We obtain a generalization of Hardy’s inequality for functions in the Hardy space H1 (Bd), where Bd ...
AbstractLet B denote the open unit ball in the space of n complex variables, where n > 1. A special ...
AbstractIn contrast to the famous Henkin–Skoda theorem concerning the zero varieties of holomorphic ...
In a first part, we are interested in a problem of division in Hardy spaces of the unit ball B of C^...
AbstractThe Hardy spaces Hp(X) of holomorphic functions on the unit discDin the complex plane with v...
We show that every closed subset of CN that has finite (2N-2) dimensional measure is a removable set...
In this dissertation, we consider various aspects of the boundary behavior of holomorphic functions ...
summary:Let $D$ be a domain in $\mathbb{C}^2$. For $w \in \mathbb{C} $, let $D_w = \lbrace z \in \ma...
We prove that the function f(z)=1/(1-z) which is holomorphic in the open unit disc centered at the ...
In this article we prove first of all the nonexistence of holomorphic submersions other than coverin...
In this paper we give characterizations of those holomorphic functions in the unit disc in the compl...
AbstractIn the first part, we generalize the classical result of Bohr by proving that an analogous p...
We study a Toeplitz-type operator Qμ between the holomorphic Hardy spaces Hp and Hq of the unit ball...
Cataloged from PDF version of article.Thesis (M.S.): Bilkent University, Department of Mathematics, ...
It is proved in this note that a sequence of automorphisms on the N-dimensional unit ball acts prope...
We obtain a generalization of Hardy’s inequality for functions in the Hardy space H1 (Bd), where Bd ...
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