The analysis of the discrete Mellin convolution is given. A generalization of rezults from [4,5] is presented. Some applications illustrate the efficiency of proposed methods. First Published Online: 14 Oct 201
Using convolution theory of the dunkl transform, discrete dunkl wavelet transform is defined. A reco...
Abstract: The Mellin transform is a basic tool for analyzing the behavior of many important function...
Mellin Transform occurs in many branches of Applied Mathematics and Engineering. The Mellin transfor...
Abstract. The classical convolution is given by the following equation ∫ ∞∞ − −=∗ = dttgtxfxgfxh)()(...
In this paper we establish some new approach to constructing convolution for general Mellin type tra...
AbstractThis paper deals with approximations to smooth functions by objects which are essentially di...
Abstract. Refinable functions and distributions with integer dilations have been studied extensively...
A fast algorithm for the discrete-scale (and -Mellin) transform is proposed. It performs a discrete...
Scaled signal processing is an important task in human perception, where moderately scaled sounds or...
AbstractIn this paper, we develop some important Fourier analysis tools in the context of time scale...
The product of independent random variables is studied through products of Mellin transforms. Althou...
AbstractRefinable functions and distributions with integer dilations have been studied extensively s...
We investigate the connections between continuous and discrete wavelet transforms on the basis of al...
An expression is obtained for an I-function of r variables, transform of the Multiple Mellin convolu...
AbstractHigh order differences of simple number sequences may be analysed asymptotically by means of...
Using convolution theory of the dunkl transform, discrete dunkl wavelet transform is defined. A reco...
Abstract: The Mellin transform is a basic tool for analyzing the behavior of many important function...
Mellin Transform occurs in many branches of Applied Mathematics and Engineering. The Mellin transfor...
Abstract. The classical convolution is given by the following equation ∫ ∞∞ − −=∗ = dttgtxfxgfxh)()(...
In this paper we establish some new approach to constructing convolution for general Mellin type tra...
AbstractThis paper deals with approximations to smooth functions by objects which are essentially di...
Abstract. Refinable functions and distributions with integer dilations have been studied extensively...
A fast algorithm for the discrete-scale (and -Mellin) transform is proposed. It performs a discrete...
Scaled signal processing is an important task in human perception, where moderately scaled sounds or...
AbstractIn this paper, we develop some important Fourier analysis tools in the context of time scale...
The product of independent random variables is studied through products of Mellin transforms. Althou...
AbstractRefinable functions and distributions with integer dilations have been studied extensively s...
We investigate the connections between continuous and discrete wavelet transforms on the basis of al...
An expression is obtained for an I-function of r variables, transform of the Multiple Mellin convolu...
AbstractHigh order differences of simple number sequences may be analysed asymptotically by means of...
Using convolution theory of the dunkl transform, discrete dunkl wavelet transform is defined. A reco...
Abstract: The Mellin transform is a basic tool for analyzing the behavior of many important function...
Mellin Transform occurs in many branches of Applied Mathematics and Engineering. The Mellin transfor...
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