AbstractWe give a formula for the duals of the masks associated with trivariate box spline functions. We show how to construct trivariate nonseparable compactly supported biorthogonal wavelets associated with box spline functions. The biorthogonal wavelets may have arbitrarily high regularities
AbstractA biorthogonal wavelet is derived from a pair of biorthogonal refinable functions using the ...
This paper is concerned with the construction of biorthogonal multiresolution analyses on [0, 1] suc...
AbstractLet {Vk} be a nested sequence of closed subspaces that constitute a multiresolution analysis...
AbstractWe give a simple formula for the duals of the filters associated with bivariate box spline f...
AbstractWe give a formula for the duals of the masks associated with trivariate box spline functions...
We give a simple formula for the duals of the filters associated with bivariate box spline functions...
AbstractWe give a simple formula for the duals of the filters associated with bivariate box spline f...
We study biorthogonal bases of compactly supported wavelets constructed from box splines in ÂN with ...
AbstractThis paper is concerned with the construction of biorthogonal multiresolution analyses on [0...
AbstractLet φ be an orthonormal scaling function with approximation degree p − 1, and let Bnbe the B...
: This paper presents a general construction of compactly supported biorthogonal wavelets in L 2 (IR...
We present a construction of biorthogonal wavelets using a compact operator which allows to preserve...
AbstractThis paper is concerned with the construction of biorthogonal multiresolution analyses on [0...
This paper is concerned with the construction of biorthogonal multiresolution analyses on [0,1] such...
Starting from any two given multiresolution analyses of $ L _{ 2 } $ , $ \{V ^{ 1 } _{ j } \} _{ j \...
AbstractA biorthogonal wavelet is derived from a pair of biorthogonal refinable functions using the ...
This paper is concerned with the construction of biorthogonal multiresolution analyses on [0, 1] suc...
AbstractLet {Vk} be a nested sequence of closed subspaces that constitute a multiresolution analysis...
AbstractWe give a simple formula for the duals of the filters associated with bivariate box spline f...
AbstractWe give a formula for the duals of the masks associated with trivariate box spline functions...
We give a simple formula for the duals of the filters associated with bivariate box spline functions...
AbstractWe give a simple formula for the duals of the filters associated with bivariate box spline f...
We study biorthogonal bases of compactly supported wavelets constructed from box splines in ÂN with ...
AbstractThis paper is concerned with the construction of biorthogonal multiresolution analyses on [0...
AbstractLet φ be an orthonormal scaling function with approximation degree p − 1, and let Bnbe the B...
: This paper presents a general construction of compactly supported biorthogonal wavelets in L 2 (IR...
We present a construction of biorthogonal wavelets using a compact operator which allows to preserve...
AbstractThis paper is concerned with the construction of biorthogonal multiresolution analyses on [0...
This paper is concerned with the construction of biorthogonal multiresolution analyses on [0,1] such...
Starting from any two given multiresolution analyses of $ L _{ 2 } $ , $ \{V ^{ 1 } _{ j } \} _{ j \...
AbstractA biorthogonal wavelet is derived from a pair of biorthogonal refinable functions using the ...
This paper is concerned with the construction of biorthogonal multiresolution analyses on [0, 1] suc...
AbstractLet {Vk} be a nested sequence of closed subspaces that constitute a multiresolution analysis...
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