Authors : Vidya Sharma and Shubham Gajbhiye
Page Nos : 412-417
Description :
Fractional Fourier Transform was first introduced as a way to solve certain classes of ordinary and partial differential equation arising in quantum mechanics. Fractional Fourier Transform has established itself as a powerful tool for the analysis of time varying signals, especially in optics. Wavelet transform is used for decomposing a signal into a set of several basis functions, which are nothing but wavelets. Wavelet transform is a more suitable technique for image compression applications. The aim of this paper is to discuss Operational transform formulae on fractional Fourier-Wavelet transform which are useful to solve some linear and non-linear partial differential equation.
