Classical comparison of numerical methods for solving differential equations of fractional order

Abstract EN

In this paper, a numerical method is presented for finding the solution of differential equations.

The main objective is to find the approximate solution of fractional differential equation of order .

This work is a comparison of some available numerical methods for solving linear "nonlinear" DEqs.

of fractional order.

However, all the previous works avoid the term of fractional derivative and handle them as a restricted variation.

The present study shows that when these methods are applied to linear "nonlinear" DEqs.

of fractional order, they have different convergence and approximation error.