Add to ORKGWe present an overview of uniformly discrete sequences and their relationship to other important types of sets, such as uniformly separated sequences, sets of interpola-tion and sampling, and zero-sets for Bergman spaces
Abstract. We describe a class of ”onto interpolating ” sequences for the Dirich-let space and give a...
ABSTRACT. We give a characterization of uniformly convex Banach spaces in terms of a uniform version...
AbstractThis paper studies discretely uniform approximation of continuous functions and the associat...
Abstract. Most characterizations of interpolating sequences for Bergman spaces include the condition...
The upper and lower uniform densities of some regular sequences are computed. These densities are us...
An analogue of the notion of uniformly separated sequences, expressed in terms of canonical divisors...
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...
The main purpose of this book is to give an overview of the developments during the last 20 years in...
An analogue of the notion of uniformly separated sequences, expressed in terms of extremal functions...
We show that a discrete sequence $\Lambda$ of the unit disk is the union of $n$ interpolating sequen...
This thesis deals with sets of sampling and interpolation in the Bergman spaces $A\sp{p}$. Kristian ...
We characterize, using the Bergman kernel, Carleson measures of Bergman spaces in strongly pseudocon...
In this paper we apply ideas from the theory of Uniform Distribution of sequences to Functional Anal...
We prove that every bounded, uniformly separated sequence in a normed space contains a "uniformly in...
Abstract. We describe a class of ”onto interpolating ” sequences for the Dirich-let space and give a...
ABSTRACT. We give a characterization of uniformly convex Banach spaces in terms of a uniform version...
AbstractThis paper studies discretely uniform approximation of continuous functions and the associat...
Abstract. Most characterizations of interpolating sequences for Bergman spaces include the condition...
The upper and lower uniform densities of some regular sequences are computed. These densities are us...
An analogue of the notion of uniformly separated sequences, expressed in terms of canonical divisors...
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...
The main purpose of this book is to give an overview of the developments during the last 20 years in...
An analogue of the notion of uniformly separated sequences, expressed in terms of extremal functions...
We show that a discrete sequence $\Lambda$ of the unit disk is the union of $n$ interpolating sequen...
This thesis deals with sets of sampling and interpolation in the Bergman spaces $A\sp{p}$. Kristian ...
We characterize, using the Bergman kernel, Carleson measures of Bergman spaces in strongly pseudocon...
In this paper we apply ideas from the theory of Uniform Distribution of sequences to Functional Anal...
We prove that every bounded, uniformly separated sequence in a normed space contains a "uniformly in...
Abstract. We describe a class of ”onto interpolating ” sequences for the Dirich-let space and give a...
ABSTRACT. We give a characterization of uniformly convex Banach spaces in terms of a uniform version...
AbstractThis paper studies discretely uniform approximation of continuous functions and the associat...