Haar wavelet matrices for the numerical solution of system of ordinary differential equations

Abstract

In this paper, the numerical solution of the system of ordinary differential equations by Haar wavelet method is presented. The interest is on solving the problem using the Haar wavelet basis due to its simplicity and efficiency in numerical approximations. The approach of Haar wavelet method for the numerical solution of system of equations is mentioned and the obtained numerical solution has been compared with exact solution. Also, the numerical results are presented for demonstrating the validity and applicability of the Haar wavelet method.