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In this paper, a non-homogenous fractional oscillator equation in finite time interval is considered. The fractional equation with derivatives of order αϵ(0,1] is transformed into its corresponding integral form. Next, a numerical solution of the integral form of the considered equation is presented. In the final part of this paper, some examples of numerical solutions of the considered equation are shown.

Numerical solution of non-homogenous fractional oscillator equation in integral form