The parametrization for two kinds of multifilter banks generating balanced multiwavelets is presented in this paper. In case (I), both lowpass and highpass filters are flipping filters. Filters in case (II) have different lengths, and both lowpass and highpass filters are symmetric (antisymmetric). Based on these parametric expressions, some balanced multiwavelets and analysis- ready multiwavelets (armlets) are constructed. Moreover, the application of these multiwavelets constructed in image processing is also studied.Computer Science, Software EngineeringMathematics, Interdisciplinary ApplicationsSCI(E)EI0ARTICLE4617-629
The theory of orthogonal multiwavelets offers enhanced flexibility for signal processing application...
The theory of orthogonal multiwavelets offers enhanced flexibility for signal processing application...
The theory of orthogonal multiwavelets offers enhanced flexibility for signal processing application...
The parametrization for two kinds of multifilter banks generating balanced multiwavelets is presente...
The parametrization for two kinds of multifilter banks generating balanced multiwavelets is presente...
The parametrization for one kind of multifilter banks generating balanced multiwavelets is presented...
Balanced multiwavelets with interpolatory property are discussed in this paper. This kind of multiwa...
Multiwavelets are a generalization of wavelets where one allows the multiresolution analysis to be g...
This paper deals with multiwavelets and the different properties of approximation and smoothness tha...
This paper describes a basic difference between multiwavelets and scalar wavelets that explains, wit...
Abstract—Multiwavelet is attracting more and more attention for its good properties such as orthogon...
This paper describes a basic difference between multiwavelets and scalar wavelets that explains, wit...
This correspondence deals with multiwavelets, which are a recent generalization of wavelets in the c...
Several forms of parametric expressions for orthogonal multifilter banks are presented. The explicit...
This paper deals with multiwavelets which are a recent generalization of wavelets in the context of ...
The theory of orthogonal multiwavelets offers enhanced flexibility for signal processing application...
The theory of orthogonal multiwavelets offers enhanced flexibility for signal processing application...
The theory of orthogonal multiwavelets offers enhanced flexibility for signal processing application...
The parametrization for two kinds of multifilter banks generating balanced multiwavelets is presente...
The parametrization for two kinds of multifilter banks generating balanced multiwavelets is presente...
The parametrization for one kind of multifilter banks generating balanced multiwavelets is presented...
Balanced multiwavelets with interpolatory property are discussed in this paper. This kind of multiwa...
Multiwavelets are a generalization of wavelets where one allows the multiresolution analysis to be g...
This paper deals with multiwavelets and the different properties of approximation and smoothness tha...
This paper describes a basic difference between multiwavelets and scalar wavelets that explains, wit...
Abstract—Multiwavelet is attracting more and more attention for its good properties such as orthogon...
This paper describes a basic difference between multiwavelets and scalar wavelets that explains, wit...
This correspondence deals with multiwavelets, which are a recent generalization of wavelets in the c...
Several forms of parametric expressions for orthogonal multifilter banks are presented. The explicit...
This paper deals with multiwavelets which are a recent generalization of wavelets in the context of ...
The theory of orthogonal multiwavelets offers enhanced flexibility for signal processing application...
The theory of orthogonal multiwavelets offers enhanced flexibility for signal processing application...
The theory of orthogonal multiwavelets offers enhanced flexibility for signal processing application...