Hermite wavelet method for the numerical solution of nonlinear singular initial value problems

Abstract

In this article, we are going to use Hermite wavelet method and here we are proposed scheme for the numerical results of nonlinear singular initial value problems. presently, series of derivatives is come into picture by using Hermite wavelets. With the help of these derivatives, proposed method is developed.Properties of Hermite wavelets are used to convert nonlinear singular initial value problems with initial conditions and collocation points to systems of nonlinear algebraic equations. And then this system of equations can be solved by using suitable methods. Some of the numerical test problems are given to express the validity and the accuracy of the proposed method.