S. Fadhel, F., M. Al-Abood, A., H. Mohammed, O. (2007). G-SPLINE INTERPOLATION FOR APPROXIMATING THE SOLUTION OF FRACTIONAL DIFFERENTIAL EQUATIONS USING LINEAR MULTI-STEP METHODS. , 10(2), 118-123.
Fadhel S. Fadhel; Akram M. Al-Abood; Osama H. Mohammed. "G-SPLINE INTERPOLATION FOR APPROXIMATING THE SOLUTION OF FRACTIONAL DIFFERENTIAL EQUATIONS USING LINEAR MULTI-STEP METHODS". , 10, 2, 2007, 118-123.
S. Fadhel, F., M. Al-Abood, A., H. Mohammed, O. (2007). 'G-SPLINE INTERPOLATION FOR APPROXIMATING THE SOLUTION OF FRACTIONAL DIFFERENTIAL EQUATIONS USING LINEAR MULTI-STEP METHODS', , 10(2), pp. 118-123.
S. Fadhel, F., M. Al-Abood, A., H. Mohammed, O. G-SPLINE INTERPOLATION FOR APPROXIMATING THE SOLUTION OF FRACTIONAL DIFFERENTIAL EQUATIONS USING LINEAR MULTI-STEP METHODS. , 2007; 10(2): 118-123.

G-SPLINE INTERPOLATION FOR APPROXIMATING THE SOLUTION OF FRACTIONAL DIFFERENTIAL EQUATIONS USING LINEAR MULTI-STEP METHODS

Journal of Al-Nahrain University - Science
Article 1, Volume 10, Issue 2, 2007, Pages 118-123
Authors
Fadhel S. Fadhel; Akram M. Al-Abood; Osama H. Mohammed
Abstract
In this paper, we consider fractional differential equations of the form: y(q)(x)  F(x, y), x  [a, b] ............. (1) y(a)   where n < q < n + 1 and n is a positive integer number. The aim of this paper is to approximate the solution of fractional differential equations using linear multi-step methods with the cooperation of G-spline interpolation.
Keywords
spline interpolation; Fractional calculus; Linear multi; step methods
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