AbstractIn this paper we obtain a wavelet representation in (inhomogeneous) Besov spaces of generalized smoothness via interpolation techniques. As consequence, we show that compactly supported wavelets of Daubechies type provide an unconditional Schauder basis in these spaces when the integrability parameters are finite
There are many ways to characterize Besov spaces. Among them in the discrete version are regular wav...
To study the regularity of functions, many functional spaces have been introduced during the 20th ce...
We study embeddings between generalised Besov–Morrey spaces Nφ,p,qs(Rd). Both sufficient and necessa...
We will start the presentation by giving some alternative definitions for the Besov spaces of gener...
AbstractWe investigate the connection between Besov spaces and certain approximation subspaces of th...
This paper is concerned with problems in the context of the theoretical foundation of adaptive (wave...
This paper is concerned with problems in the context of the theoretical foundation of adaptive (wave...
In this thesis we investigate the connection between non-separable wavelet bases and Besov spaces. T...
In this thesis we investigate the connection between non-separable wavelet bases and Besov spaces. T...
AbstractWe study n-term wavelet-type approximations in Besov and Triebel–Lizorkin spaces. In particu...
We establish wavelet characterizations of homogeneous Besov spaces on stratified Lie groups, bothin ...
The main objective of this thesis is to develop a new construction of wavelet bases on the unit inte...
We establish wavelet characterizations of homogeneous Besov spaces on stratified Lie groups, bothin ...
AbstractThe goal of this paper is to provide wavelet characterizations for anisotropic Besov spaces....
AbstractThe goal of this paper is to provide wavelet characterizations for anisotropic Besov spaces....
There are many ways to characterize Besov spaces. Among them in the discrete version are regular wav...
To study the regularity of functions, many functional spaces have been introduced during the 20th ce...
We study embeddings between generalised Besov–Morrey spaces Nφ,p,qs(Rd). Both sufficient and necessa...
We will start the presentation by giving some alternative definitions for the Besov spaces of gener...
AbstractWe investigate the connection between Besov spaces and certain approximation subspaces of th...
This paper is concerned with problems in the context of the theoretical foundation of adaptive (wave...
This paper is concerned with problems in the context of the theoretical foundation of adaptive (wave...
In this thesis we investigate the connection between non-separable wavelet bases and Besov spaces. T...
In this thesis we investigate the connection between non-separable wavelet bases and Besov spaces. T...
AbstractWe study n-term wavelet-type approximations in Besov and Triebel–Lizorkin spaces. In particu...
We establish wavelet characterizations of homogeneous Besov spaces on stratified Lie groups, bothin ...
The main objective of this thesis is to develop a new construction of wavelet bases on the unit inte...
We establish wavelet characterizations of homogeneous Besov spaces on stratified Lie groups, bothin ...
AbstractThe goal of this paper is to provide wavelet characterizations for anisotropic Besov spaces....
AbstractThe goal of this paper is to provide wavelet characterizations for anisotropic Besov spaces....
There are many ways to characterize Besov spaces. Among them in the discrete version are regular wav...
To study the regularity of functions, many functional spaces have been introduced during the 20th ce...
We study embeddings between generalised Besov–Morrey spaces Nφ,p,qs(Rd). Both sufficient and necessa...
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