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
This paper is concerned with the construction of biorthogonal multiresolution analyses on [0; 1] suc...
We give a simple and explicit construction of primal and dual wavelet filters based on refinable mul...
AbstractIn this paper, we investigate a new family of refinable functions named pseudo box splines w...
AbstractWe give a simple formula for the duals of the filters associated with bivariate box spline f...
We give a simple formula for the duals of the filters associated with bivariate box spline functions...
We study biorthogonal bases of compactly supported wavelets constructed from box splines in ÂN with ...
: This paper presents a general construction of compactly supported biorthogonal wavelets in L 2 (IR...
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 use bivariate boxspline functions to construct nonseparable wavelets in Sobolev spaces
We first introduce trivariate multiresolution analysis and trivariate orthogonal wavlets. We then gi...
Some specific box splines are refinable functions with respect to n x n expanding integer scaling ma...
Some specific box splines are refinable functions with respect to n\Thetan expanding integer scaling...
This paper is concerned with the construction of biorthogonal multiresolution analyses on [0, 1] suc...
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] suc...
We give a simple and explicit construction of primal and dual wavelet filters based on refinable mul...
AbstractIn this paper, we investigate a new family of refinable functions named pseudo box splines w...
AbstractWe give a simple formula for the duals of the filters associated with bivariate box spline f...
We give a simple formula for the duals of the filters associated with bivariate box spline functions...
We study biorthogonal bases of compactly supported wavelets constructed from box splines in ÂN with ...
: This paper presents a general construction of compactly supported biorthogonal wavelets in L 2 (IR...
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 use bivariate boxspline functions to construct nonseparable wavelets in Sobolev spaces
We first introduce trivariate multiresolution analysis and trivariate orthogonal wavlets. We then gi...
Some specific box splines are refinable functions with respect to n x n expanding integer scaling ma...
Some specific box splines are refinable functions with respect to n\Thetan expanding integer scaling...
This paper is concerned with the construction of biorthogonal multiresolution analyses on [0, 1] suc...
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] suc...
We give a simple and explicit construction of primal and dual wavelet filters based on refinable mul...
AbstractIn this paper, we investigate a new family of refinable functions named pseudo box splines w...
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