International audienceIn this work we establish a sampling theorem for functions in Besov spaces on spaces of homogeneous type as defined in [HY] in the spirit of their recent counterpart for R d established by Jaming-Malinnikova in [JM]. The main tool is the wavelet decomposition presented by Deng-Han in [DH]
To study the regularity of functions, many functional spaces have been introduced during the 20th ce...
AbstractThis paper deals with wavelet frames (para-bases), local polynomial reproducing formulas, an...
Abstract. This article discusses modern techniques for non-uni-form sampling and reconstruction of f...
In this work we establish sampling theorems for functions in Besov spaces on the d-dimensional spher...
In this thesis we study different variations of sampling inequalities. First,mirroring a result in [...
Dans cette thèse, nous étudions différentes variations des inégalités d’échantillonnage. Tout d’abor...
International audienceWe extend Strichartz's uncertainty principle [18] from the setting of the Sobo...
An analog of the Whittaker-Shannon-Kotel\u27nikov sampling theorem is derived for functions with val...
This article describes how the ideas promoted by the fundamental papers published by M. Frazier and ...
The aim of this paper is to prove a trace theorem for Besov functions in the metric setting, general...
This is a self-contained textbook of the theory of Besov spaces and Triebel–Lizorkin spaces oriented...
An analog of the Whittaker-Shannon-Kotel\u27nikov sampling theorem is derived for functions with val...
One can slightly modify the usual Lp differentiability constraints of Sobolev types on densities wit...
There are many ways to characterize Besov spaces. Among them in the discrete version are regular wav...
In this chapter, we consider a variety of Hilbert and Banach spaces that admit sampling expansions, ...
To study the regularity of functions, many functional spaces have been introduced during the 20th ce...
AbstractThis paper deals with wavelet frames (para-bases), local polynomial reproducing formulas, an...
Abstract. This article discusses modern techniques for non-uni-form sampling and reconstruction of f...
In this work we establish sampling theorems for functions in Besov spaces on the d-dimensional spher...
In this thesis we study different variations of sampling inequalities. First,mirroring a result in [...
Dans cette thèse, nous étudions différentes variations des inégalités d’échantillonnage. Tout d’abor...
International audienceWe extend Strichartz's uncertainty principle [18] from the setting of the Sobo...
An analog of the Whittaker-Shannon-Kotel\u27nikov sampling theorem is derived for functions with val...
This article describes how the ideas promoted by the fundamental papers published by M. Frazier and ...
The aim of this paper is to prove a trace theorem for Besov functions in the metric setting, general...
This is a self-contained textbook of the theory of Besov spaces and Triebel–Lizorkin spaces oriented...
An analog of the Whittaker-Shannon-Kotel\u27nikov sampling theorem is derived for functions with val...
One can slightly modify the usual Lp differentiability constraints of Sobolev types on densities wit...
There are many ways to characterize Besov spaces. Among them in the discrete version are regular wav...
In this chapter, we consider a variety of Hilbert and Banach spaces that admit sampling expansions, ...
To study the regularity of functions, many functional spaces have been introduced during the 20th ce...
AbstractThis paper deals with wavelet frames (para-bases), local polynomial reproducing formulas, an...
Abstract. This article discusses modern techniques for non-uni-form sampling and reconstruction of f...