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In this paper, control of fractional-order financial chaotic systems with saturated control input isinvestigated by means of state-feedback control method. The saturation problem is tackled by usingGronwall-Bellman lemma and a memoryless nonlinearity function. Based on Gronwall inequality andLaplace transform technique, two sufficient conditions are achieved for the asymptotical stability of thefractional-order financial chaotic systems with fractional orders 0 < α ≤ 1 and 1 < α < 2, respectively. Finally, simulation studies are carried out to show the effectiveness of the proposed linear controlmethod

Linear Control of Fractional-Order Financial Chaotic Systems with Input Saturation