Title of article :
G-SPLINE INTERPOLATION FOR APPROXIMATING THE SOLUTION OF FRACTIONAL DIFFERENTIAL EQUATIONS USING LINEAR MULTI-STEP METHODS
Author/Authors :
Mohammed, Osama H. Al-Nahrain University - College of Science - Department of Mathematics, Iraq , Fadhel, Fadhel S. Al-Nahrain University - College of Science - Department of Mathematics, Iraq , Al-Abood, Akram M. Al-Nahrain University - College of Science - Department of Mathematics, Iraq
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.
Journal title :
Al-Nahrain Journal Of Science
Journal title :
Al-Nahrain Journal Of Science
