AbstractFor any integers p,n≥2 necessary and sufficient conditions are given for scaling filters with pn many terms to generate a p-multiresolution analysis in L2(R+). A method for constructing orthogonal compactly supported p-wavelets on R+ is described. Also, an adaptive p-wavelet approximation in L2(R+) is considered
We build a multiresolution analysis based on shift-invariant exponential B-spline spaces. We constru...
AbstractWe consider a family of basic nonstationary wavelet packets generated using the Haar filters...
A theory of higher rank multiresolution analysis is given in the setting of abelian multiscalings. T...
In this paper we give a general construction of compactly supported orthogonal p-wavelets in L2(R+) ...
AbstractFor any integers p,n≥2 necessary and sufficient conditions are given for scaling filters wit...
Abstract. We study wavelet packets in the setting of a multires-olution analysis of L2(Rd) generated...
A generalization of the notion of p-multiresoltion analysis on a half-line, based on the theory of s...
AbstractThe basic method of constructing wavelets is by means of a multiresolution approximation of ...
AbstractThe basic method of constructing wavelets is by means of a multiresolution approximation of ...
AbstractPeriodic scaling functions and wavelets are constructed directly from non-stationary multire...
AbstractPeriodic scaling functions and wavelets are constructed directly from non-stationary multire...
The notion of multiresolution analysis (MRA) is a familiar concept to the approximation theorist. In...
ABSTRACT. Compactly supported orthogonal wavelets are built on the Can-tor dyadic group (the dyadic ...
Multiresolution is investigated on the basis of shift-invariant spaces. Given a finitely generated s...
. This paper gives an overview of recent achievements of the multiwavelet theory. The construction o...
We build a multiresolution analysis based on shift-invariant exponential B-spline spaces. We constru...
AbstractWe consider a family of basic nonstationary wavelet packets generated using the Haar filters...
A theory of higher rank multiresolution analysis is given in the setting of abelian multiscalings. T...
In this paper we give a general construction of compactly supported orthogonal p-wavelets in L2(R+) ...
AbstractFor any integers p,n≥2 necessary and sufficient conditions are given for scaling filters wit...
Abstract. We study wavelet packets in the setting of a multires-olution analysis of L2(Rd) generated...
A generalization of the notion of p-multiresoltion analysis on a half-line, based on the theory of s...
AbstractThe basic method of constructing wavelets is by means of a multiresolution approximation of ...
AbstractThe basic method of constructing wavelets is by means of a multiresolution approximation of ...
AbstractPeriodic scaling functions and wavelets are constructed directly from non-stationary multire...
AbstractPeriodic scaling functions and wavelets are constructed directly from non-stationary multire...
The notion of multiresolution analysis (MRA) is a familiar concept to the approximation theorist. In...
ABSTRACT. Compactly supported orthogonal wavelets are built on the Can-tor dyadic group (the dyadic ...
Multiresolution is investigated on the basis of shift-invariant spaces. Given a finitely generated s...
. This paper gives an overview of recent achievements of the multiwavelet theory. The construction o...
We build a multiresolution analysis based on shift-invariant exponential B-spline spaces. We constru...
AbstractWe consider a family of basic nonstationary wavelet packets generated using the Haar filters...
A theory of higher rank multiresolution analysis is given in the setting of abelian multiscalings. T...
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