When we deal with , it is known that interpolating sequences are interpolating and it is sufficient to interpolate idempotents of in order to interpolate the whole . We will extend these results to the frame of interpolating sequences for Bloch type spaces and study the connection between the interpolating operators on and . Furthermore, for some particular weights v, we will provide examples of interpolating sequences for whose constant of separation is as close to 0 as desired
Abstract. Most characterizations of interpolating sequences for Bergman spaces include the condition...
AbstractLet D be a domain in the complex plane, let {zn} be a sequence of distinct points in D, and ...
We apply the complex method of interpolation to families of infinite-dimensional, separable Hilbert ...
AbstractWe characterise the interpolating sequences for the Besov spaces Bp and for their multiplier...
We show that an interpolating sequence for the weighted Banach space of analytic functions on the u...
This note comprises a synthesis of certain results in the theory of exact interpolation between Hilb...
An analogue of the notion of uniformly separated sequences, expressed in terms of extremal functions...
We consider a definition of interpolation, called O-interpolation, that includes the possibility of ...
AbstractWe consider a definition of interpolation, called O-interpolation, that includes the possibi...
Abstract. A new interpolation problem is defined for the Bloch space and some partial results are ob...
Interpolation problems in spaces of analytic functions have a long history. In previous\ud work, int...
§1 Introduction In [2] we have defined a certain Hardy-type spaces and studiedsome properties of the...
Abstract. We show that the positive part of a result on interpolation by Bloch functions due to B. B...
In this paper we consider interpolation in model spaces, H^2 \ominus B H^2 for B a Blaschke product....
AbstractWe prove a general interpolation theorem for linear operators acting simultaneously in sever...
Abstract. Most characterizations of interpolating sequences for Bergman spaces include the condition...
AbstractLet D be a domain in the complex plane, let {zn} be a sequence of distinct points in D, and ...
We apply the complex method of interpolation to families of infinite-dimensional, separable Hilbert ...
AbstractWe characterise the interpolating sequences for the Besov spaces Bp and for their multiplier...
We show that an interpolating sequence for the weighted Banach space of analytic functions on the u...
This note comprises a synthesis of certain results in the theory of exact interpolation between Hilb...
An analogue of the notion of uniformly separated sequences, expressed in terms of extremal functions...
We consider a definition of interpolation, called O-interpolation, that includes the possibility of ...
AbstractWe consider a definition of interpolation, called O-interpolation, that includes the possibi...
Abstract. A new interpolation problem is defined for the Bloch space and some partial results are ob...
Interpolation problems in spaces of analytic functions have a long history. In previous\ud work, int...
§1 Introduction In [2] we have defined a certain Hardy-type spaces and studiedsome properties of the...
Abstract. We show that the positive part of a result on interpolation by Bloch functions due to B. B...
In this paper we consider interpolation in model spaces, H^2 \ominus B H^2 for B a Blaschke product....
AbstractWe prove a general interpolation theorem for linear operators acting simultaneously in sever...
Abstract. Most characterizations of interpolating sequences for Bergman spaces include the condition...
AbstractLet D be a domain in the complex plane, let {zn} be a sequence of distinct points in D, and ...
We apply the complex method of interpolation to families of infinite-dimensional, separable Hilbert ...