Specific kernel functions for the continuous wavelet transform in higher dimension and new continuous wavelet transforms are presented within the framework of Clifford analysis. Their relationship with the heat equation and the newly introduced wavelet differential equation is established
Recently Antoine and Vandergheynst [1, 2] have produced continuous wavelet transforms on the n-spher...
This chapter discusses various aspects of the wavelet transform when applied to continuous functions...
We study the geometric structure of the reproducing kernel Hilbert space associated to the continuou...
Specific kernel functions for the continuous wavelet transform in higher dimension and new continuou...
Specific kernel functions for the continuous wavelet transform in higher dimension and new continuou...
Specific wavelet kernel functions for a continuous wavelet transform in Euclidean space are presente...
Specific wavelet kernel functions for a continuous wavelet transform in Euclidean space are presente...
Research Doctorate - Doctor of Philosophy (PhD)Fourier analysis has long been studied as a method to...
The one-dimensional continuous wavelet transform is a successful tool for signal and image analysis,...
The one-dimensional continuous wavelet transform is a successful tool for signal and image analysis,...
The one-dimensional continuous wavelet transform is a successful tool for signal and image analysis,...
The one-dimensional continuous wavelet transform is a successful tool for signal and image analysis,...
This work covers three mathematical analysis domains: Continuous Wavelet Transform, Fourier Transfor...
This work covers three mathematical analysis domains: Continuous Wavelet Transform, Fourier Transfor...
The book discusses the extensions of basic Fourier Analysis techniques to the Clifford algebra frame...
Recently Antoine and Vandergheynst [1, 2] have produced continuous wavelet transforms on the n-spher...
This chapter discusses various aspects of the wavelet transform when applied to continuous functions...
We study the geometric structure of the reproducing kernel Hilbert space associated to the continuou...
Specific kernel functions for the continuous wavelet transform in higher dimension and new continuou...
Specific kernel functions for the continuous wavelet transform in higher dimension and new continuou...
Specific wavelet kernel functions for a continuous wavelet transform in Euclidean space are presente...
Specific wavelet kernel functions for a continuous wavelet transform in Euclidean space are presente...
Research Doctorate - Doctor of Philosophy (PhD)Fourier analysis has long been studied as a method to...
The one-dimensional continuous wavelet transform is a successful tool for signal and image analysis,...
The one-dimensional continuous wavelet transform is a successful tool for signal and image analysis,...
The one-dimensional continuous wavelet transform is a successful tool for signal and image analysis,...
The one-dimensional continuous wavelet transform is a successful tool for signal and image analysis,...
This work covers three mathematical analysis domains: Continuous Wavelet Transform, Fourier Transfor...
This work covers three mathematical analysis domains: Continuous Wavelet Transform, Fourier Transfor...
The book discusses the extensions of basic Fourier Analysis techniques to the Clifford algebra frame...
Recently Antoine and Vandergheynst [1, 2] have produced continuous wavelet transforms on the n-spher...
This chapter discusses various aspects of the wavelet transform when applied to continuous functions...
We study the geometric structure of the reproducing kernel Hilbert space associated to the continuou...