Title :
Fast fourier-WEYL transform1
Author :
Rundblad-Labunets, E. ; Labunets, V.
Author_Institution :
Ural State Technical University, Department of Automation and Information Technologies, SU-620002, Ekaterinburg, Russia
Abstract :
We discuss an important attribute of a discrete wavelet transform derived using a group-theoretic approach. We use discrete affine group AFF(GF(p)) of the Galois field GF(p) for generating wavelet atoms. We develop a common method of computing the wavelet distribution based on the fast Fourier-Weyl transform.
Keywords :
Complexity theory; Convolution; Fast Fourier transforms; Vectors; Wavelet transforms;
Conference_Titel :
Signal Processing Conference, 2000 10th European
Conference_Location :
Tampere, Finland
Print_ISBN :
978-952-1504-43-3
