The 4th-order spline wavelets on a bounded interval are constructed by the 4thorder truncated B-spline functions. These wavelets consist of inner and boundary wavelets. They are bases of wavelet space with finite dimensions.. Any function on an interval will be expanded as the sum of finite items of the scaling functions and wavelets. It plays an important role for numerical analysis of partial differential equations, signal processes, and other similar problems.link_to_subscribed_fulltex
This paper presents a general approach to a multiresolution analysis and wavelet spaces on the inter...
The use of multiresolution techniques and wavelets has become increa-singly popular in the developme...
This paper presents a general approach toamultiresolution analysis and wavelet spaces on the interva...
In this paper we investigate spline wavelets on the interval with homo-geneous boundary conditions. ...
summary:In signal and image processing as well as in numerical solution of differential equations, w...
The paper is concerned with the construction of wavelet bases on the interval derived from B-splines...
AbstractThe aim of this paper is to present decomposition and reconstruction algorithms for spline w...
Based on the family of biorthogonal pairs of scaling functions consisting of cardinal B-splines and...
In this article, we discuss short time Fourier transforms, integral wavelet transforms, and wavelet ...
In this article, we discuss short time Fourier transforms, integral wavelet transforms, and wavelet ...
In this article, we discuss short time Fourier transforms, integral wavelet transforms, and wavelet ...
In this article, we discuss short time Fourier transforms, integral wavelet transforms, and wavelet ...
In this article, we discuss short time Fourier transforms, integral wavelet transforms, and wavelet ...
International audienceIn this article we introduce a new mixed Lagrange-Hermite interpolating wavele...
International audienceIn this article we introduce a new mixed Lagrange-Hermite interpolating wavele...
This paper presents a general approach to a multiresolution analysis and wavelet spaces on the inter...
The use of multiresolution techniques and wavelets has become increa-singly popular in the developme...
This paper presents a general approach toamultiresolution analysis and wavelet spaces on the interva...
In this paper we investigate spline wavelets on the interval with homo-geneous boundary conditions. ...
summary:In signal and image processing as well as in numerical solution of differential equations, w...
The paper is concerned with the construction of wavelet bases on the interval derived from B-splines...
AbstractThe aim of this paper is to present decomposition and reconstruction algorithms for spline w...
Based on the family of biorthogonal pairs of scaling functions consisting of cardinal B-splines and...
In this article, we discuss short time Fourier transforms, integral wavelet transforms, and wavelet ...
In this article, we discuss short time Fourier transforms, integral wavelet transforms, and wavelet ...
In this article, we discuss short time Fourier transforms, integral wavelet transforms, and wavelet ...
In this article, we discuss short time Fourier transforms, integral wavelet transforms, and wavelet ...
In this article, we discuss short time Fourier transforms, integral wavelet transforms, and wavelet ...
International audienceIn this article we introduce a new mixed Lagrange-Hermite interpolating wavele...
International audienceIn this article we introduce a new mixed Lagrange-Hermite interpolating wavele...
This paper presents a general approach to a multiresolution analysis and wavelet spaces on the inter...
The use of multiresolution techniques and wavelets has become increa-singly popular in the developme...
This paper presents a general approach toamultiresolution analysis and wavelet spaces on the interva...