A novel representation of numerical solution for fractional Bratu-type equation
Ali Khalouta
In this paper, we give a novel representation of numerical solution for fractional Bratu-type equation using a recent and reliable method, namely
the general fractional residual power series method (GFRPSM). The advantage of this method compare with the existing methods is, that method solves
the nonlinear problems without using linearization and any other restriction. Three numerical examples are given and the results are compared with
the exact solutions both numerically and graphically.
The results reveal that GFRPSM is very effective simple and efficient technique to handle a wide range of nonlinear fractional differential equations.
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