Abdul-Satar, R., Ahmed, A. (2011). Asymptotically Stable Solution of a System of Nonlinear Multi-Fractional Order Differential Equations. Alustath, 7(1), 169-174.
R.A. Abdul-Satar; A.N. Ahmed. "Asymptotically Stable Solution of a System of Nonlinear Multi-Fractional Order Differential Equations". Alustath, 7, 1, 2011, 169-174.
Abdul-Satar, R., Ahmed, A. (2011). 'Asymptotically Stable Solution of a System of Nonlinear Multi-Fractional Order Differential Equations', Alustath, 7(1), pp. 169-174.
Abdul-Satar, R., Ahmed, A. Asymptotically Stable Solution of a System of Nonlinear Multi-Fractional Order Differential Equations. Alustath, 2011; 7(1): 169-174.

Asymptotically Stable Solution of a System of Nonlinear Multi-Fractional Order Differential Equations

Diyala Journal For Pure Science
Article 1, Volume 7, Issue 1, March 2011, Pages 169-174
Authors
R.A. Abdul-Satar; A.N. Ahmed
Abstract
AbstractIn this paper, a theorem for the stability of a system of nonlinear multifractionalorder differential equations on an infinite time interval is presented, by using thefractional difference method to construct an approximating solution based on the definition ofthe fractional derivative of the Grunwall-Letnikov.
Keywords
stability; fractional order; fractional difference method; Grunwell; Letnikov
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