We use wavelet expansion to make an approximation ...

The Euclidean group (IRn, +) where n 2 IN, plays a key role in harmonic analysis.

If we consider the Lebesgue measure dμIRn(x) as the Haar measure of this

group then 1

2n dμIRn(x2) = dμIRn(x). In this article we look for LCA...

In this work, we present a computational method for solving nonlinear Volterra integral equation of the second kind, which is based on the use of rational Haar wavelets. Finally, we give some numerical example....