AbstractThis paper deals with wavelet frames (para-bases), local polynomial reproducing formulas, and sampling numbers in function spaces on arbitrary and on E-thick domains in Euclidean n-space. In an Appendix we collect some recent instruments for corresponding function spaces on Euclidean n-space
The main objective of this thesis is to develop a new construction of wavelet bases on the unit inte...
AbstractA general approach based on polyphase splines, with analysis in the frequency domain, is dev...
Marking a distinct departure from the perspectives of frame theory and discrete transforms, this boo...
AbstractThis paper deals with wavelet frames (para-bases), local polynomial reproducing formulas, an...
We treat a number of topics related to wavelets and the description of local regularity properties o...
We treat a number of topics related to wavelets and the description of local regularity properties o...
Abstract. We present a unifying theme in an abstract setting for some of the recent work on polynomi...
The first of a two volume set on novel methods in harmonic analysis, this book draws on a number of ...
Abstract. An orthonormal wavelet basis in L2(Rn) used for microlocal filters, which decompose signal...
This thesis is devoted to both theoretical and practical aspects of applied mathematics. It consists...
This thesis is devoted to both theoretical and practical aspects of applied mathematics. It consists...
This thesis is devoted to both theoretical and practical aspects of applied mathematics. It consists...
AbstractAdapting the recently developed randomized dyadic structures, we introduce the notion of spl...
The potential of wavelets as a discretization tool for the numerical treatment of operator equations...
Abstract. This article discusses modern techniques for non-uni-form sampling and reconstruction of f...
The main objective of this thesis is to develop a new construction of wavelet bases on the unit inte...
AbstractA general approach based on polyphase splines, with analysis in the frequency domain, is dev...
Marking a distinct departure from the perspectives of frame theory and discrete transforms, this boo...
AbstractThis paper deals with wavelet frames (para-bases), local polynomial reproducing formulas, an...
We treat a number of topics related to wavelets and the description of local regularity properties o...
We treat a number of topics related to wavelets and the description of local regularity properties o...
Abstract. We present a unifying theme in an abstract setting for some of the recent work on polynomi...
The first of a two volume set on novel methods in harmonic analysis, this book draws on a number of ...
Abstract. An orthonormal wavelet basis in L2(Rn) used for microlocal filters, which decompose signal...
This thesis is devoted to both theoretical and practical aspects of applied mathematics. It consists...
This thesis is devoted to both theoretical and practical aspects of applied mathematics. It consists...
This thesis is devoted to both theoretical and practical aspects of applied mathematics. It consists...
AbstractAdapting the recently developed randomized dyadic structures, we introduce the notion of spl...
The potential of wavelets as a discretization tool for the numerical treatment of operator equations...
Abstract. This article discusses modern techniques for non-uni-form sampling and reconstruction of f...
The main objective of this thesis is to develop a new construction of wavelet bases on the unit inte...
AbstractA general approach based on polyphase splines, with analysis in the frequency domain, is dev...
Marking a distinct departure from the perspectives of frame theory and discrete transforms, this boo...
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