We established a condition on boundary curves (ending at points) lying either in the unit disc or the upper half plane which implies that any consecutively separated sequence, in the hyperbolic distance, lying on one of these curves is an interpolating sequence for bounded holomorphic functions
The conclusions of various interpolation theorems are different in nature. Some of them only allow o...
summary:The aim of the paper is to get an estimation of the error of the general interpolation rule ...
Abstract. In this paper, the conditions derived in [10] for the existence of minimizers to the nonli...
We established a condition on boundary curves (ending at points) lying either in the unit disc or th...
summary:This paper deals with an interpolation problem in the open unit disc $\mathbb D$ of the comp...
Abstract. We show that the positive part of a result on interpolation by Bloch functions due to B. B...
The interpolating sequences for $H^{\infty }({\mathbb{D}}),$ the bounded holomorphic function in the...
Abstract. Schwarz’s Lemma leads to a natural interpolation prob-lem for analytic functions from the ...
We define a function µ from the set of sequences in the unit ball to R∗+ by taking the greatest lowe...
In 1905 Lebesgue showed that there is a sequence of continuous functions, put $f_{n}:[0,1]\longright...
AbstractThis paper deals with a particular problem in convergent interpolation to analytic functions...
AbstractIn the present article we study an interpolation problem for classes of analytic functions, ...
An analogue of the notion of uniformly separated sequences, expressed in terms of extremal functions...
We provide a description of the interpolating and sampling sequences on a space of holomorphic funct...
AbstractLet D be a domain in the complex plane, let {zn} be a sequence of distinct points in D, and ...
The conclusions of various interpolation theorems are different in nature. Some of them only allow o...
summary:The aim of the paper is to get an estimation of the error of the general interpolation rule ...
Abstract. In this paper, the conditions derived in [10] for the existence of minimizers to the nonli...
We established a condition on boundary curves (ending at points) lying either in the unit disc or th...
summary:This paper deals with an interpolation problem in the open unit disc $\mathbb D$ of the comp...
Abstract. We show that the positive part of a result on interpolation by Bloch functions due to B. B...
The interpolating sequences for $H^{\infty }({\mathbb{D}}),$ the bounded holomorphic function in the...
Abstract. Schwarz’s Lemma leads to a natural interpolation prob-lem for analytic functions from the ...
We define a function µ from the set of sequences in the unit ball to R∗+ by taking the greatest lowe...
In 1905 Lebesgue showed that there is a sequence of continuous functions, put $f_{n}:[0,1]\longright...
AbstractThis paper deals with a particular problem in convergent interpolation to analytic functions...
AbstractIn the present article we study an interpolation problem for classes of analytic functions, ...
An analogue of the notion of uniformly separated sequences, expressed in terms of extremal functions...
We provide a description of the interpolating and sampling sequences on a space of holomorphic funct...
AbstractLet D be a domain in the complex plane, let {zn} be a sequence of distinct points in D, and ...
The conclusions of various interpolation theorems are different in nature. Some of them only allow o...
summary:The aim of the paper is to get an estimation of the error of the general interpolation rule ...
Abstract. In this paper, the conditions derived in [10] for the existence of minimizers to the nonli...
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