CHEBYSHEV FINITE DIFFERENCE METHOD FOR FRACTIONAL BOUNDARY VALUE PROBLEMS

Hadi Azizi

Abstract


‎This paper present a numerical method for fractional differential‎ equations using Chebyshev finite difference method‎. ‎The fractional‎ derivatives are described in the Caputo sense‎. ‎Numerical results‎ show that this method is of high accuracy and is more convenient and efficient for solving boundary value problems involving‎ ‎fractional ordinary differential equations‎.

Keywords


Chebyshev polynomials; Gauss-Lobatto points; Fractional differential equation;‎ ‎Finite difference

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