2018, Vol. 3, Issue 1, Part D
A brief description of wavelet and wavelet transforms and their applications
Author(s): Dr. Prabhat Yadav
Abstract: In this paper we highlight the relevant definitions of wavelet, wavelet transform, parseval formula for the wavelet transform, inversion formula, admissibility condition of wavelets, some examples of wavelets, basic properties of continuous wavelet transforms, applications of wavelet transforms. By using Fourier transform we expressed continuous wavelet transform (
W ∅ h) (
b, a) in the form (
W∅ + h)(b, a) and (W
∅ - h) (b, a).
Pages: 266-271 | Views: 1421 | Downloads: 24Download Full Article: Click Here
How to cite this article:
Dr. Prabhat Yadav. A brief description of wavelet and wavelet transforms and their applications. Int J Stat Appl Math 2018;3(1):266-271.
