Sign up & Download
Sign in

Continuous and discrete Bessel wavelet transforms

by R. S. Pathak, M. M. Dixit
Journal of Computational and Applied Mathematics ()

Abstract

Using the theory of Hankel convolution, continuous and discrete Bessel wavelet transforms are defined. Certain boundedness results and inversion formula for the continuous Bessel wavelet transform are obtained. Important properties of the discrete Bessel wavelet transform are given. © 2003 Elsevier B.V. All rights reserved.

Cite this document (BETA)

Readership Statistics

6 Readers on Mendeley
by Discipline
 
 
 
by Academic Status
 
50% Ph.D. Student
 
17% Doctoral Student
 
17% Researcher (at an Academic Institution)
by Country
 
17% Mexico
 
17% United States

Sign up today - FREE

Mendeley saves you time finding and organizing research. Learn more

  • All your research in one place
  • Add and import papers easily
  • Access it anywhere, anytime

Start using Mendeley in seconds!

Already have an account? Sign in