An Analysis of Solution of Ordinary Differential Equations by New Form of Numerical Methods

Ordinary differential equations are solved numerically in this paper, using a novel method. Various types of numerical methods find vast application in getting the solution of fractional linear and non-linear equations and hence become the need of many engineering problems. These methods give faster solution than any other methods. The new approach has been investigated for its stability by establishing a comparison with the already existing methods by analysing the convergence of the technique. The aim is to upgrade the effectiveness of numerical methods which provide efficient and powerful tool in solving ordinary differential equations.