Let $H^{\infty} $ be the Banach algebra of bounded analytic functions on the open unit disk $D $. We denote by $M(H^{\infty}) $ the set of non-zero multiplicative linear functionals of $H^{\infty} $ endowed with the weak’-topology of the dual space of $H^{\infty} $. Identifying a point in $D $ with its point evaluation, we think as $D\subset M(H^{\infty}). $ For $\varphi\in M(H^{\infty}) $
Let X be a compact, plane set and let K be a compact subset of X. We introduce new classes of Lipsch...
It is known that every complex-valued homomorphism of the Fréchet algebra $H_{bs}(L_\infty)$ of all ...
summary:For a domain $\Omega \subset {\mathbb{C}}^n$ let $H(\Omega )$ be the holomorphic functions o...
Let $H^{\infty} $ be the Banach algebra of bounded analytic functions on the open unit disk $D $. We...
The purpose of the paper is to investigate the ideal structure in two Banach Algebras: A, the space ...
AbstractWe give a topological description of the maximal ideal space M(H∞) of the algebra H∞=H∞(D) o...
In this thesis, we have dealt primarily with two function algebras. The first one is the space of al...
summary:Let $\lbrace \beta (n)\rbrace ^{\infty }_{n=0}$ be a sequence of positive numbers and $1 \le...
AbstractWe give a topological description of the maximal ideal space M(H∞) of the algebra H∞=H∞(D) o...
Let $H^\infty$ denote the Banach algebra of all bounded analytic functions on the open unit disc and...
Let $H^\infty$ be the Banach algebra of bounded holomorphic functions on the open unit disk $D\sub...
Let $H^\infty$ be the Banach algebra of bounded holomorphic functions on the open unit disk $D\sub...
We denote by $\bbt$ the unit circle and by $\bbd$ the unit disc. Let $\calb$ be a semi-simple unital...
We provide an analytic proof that if $H^\infty$ is the algebra of bounded analytic functions on the ...
Abstract. We present a new and elementary approach to characterize the maximal ideals and their asso...
Let X be a compact, plane set and let K be a compact subset of X. We introduce new classes of Lipsch...
It is known that every complex-valued homomorphism of the Fréchet algebra $H_{bs}(L_\infty)$ of all ...
summary:For a domain $\Omega \subset {\mathbb{C}}^n$ let $H(\Omega )$ be the holomorphic functions o...
Let $H^{\infty} $ be the Banach algebra of bounded analytic functions on the open unit disk $D $. We...
The purpose of the paper is to investigate the ideal structure in two Banach Algebras: A, the space ...
AbstractWe give a topological description of the maximal ideal space M(H∞) of the algebra H∞=H∞(D) o...
In this thesis, we have dealt primarily with two function algebras. The first one is the space of al...
summary:Let $\lbrace \beta (n)\rbrace ^{\infty }_{n=0}$ be a sequence of positive numbers and $1 \le...
AbstractWe give a topological description of the maximal ideal space M(H∞) of the algebra H∞=H∞(D) o...
Let $H^\infty$ denote the Banach algebra of all bounded analytic functions on the open unit disc and...
Let $H^\infty$ be the Banach algebra of bounded holomorphic functions on the open unit disk $D\sub...
Let $H^\infty$ be the Banach algebra of bounded holomorphic functions on the open unit disk $D\sub...
We denote by $\bbt$ the unit circle and by $\bbd$ the unit disc. Let $\calb$ be a semi-simple unital...
We provide an analytic proof that if $H^\infty$ is the algebra of bounded analytic functions on the ...
Abstract. We present a new and elementary approach to characterize the maximal ideals and their asso...
Let X be a compact, plane set and let K be a compact subset of X. We introduce new classes of Lipsch...
It is known that every complex-valued homomorphism of the Fréchet algebra $H_{bs}(L_\infty)$ of all ...
summary:For a domain $\Omega \subset {\mathbb{C}}^n$ let $H(\Omega )$ be the holomorphic functions o...
Add to ORKG