Synchronization of Fractional-Order Nonlinear Chaotic Systems via An Unsophisticated Quantized Controller

Based on some essential concepts of fractional calculus and the theorem related to the fractional extension of Lyapunov direct method, this paper presents an approach for synchronization of fractional order nonlinear chaotic systems by designing an unsophisticated controller. Under the quantized controller, the synchronization of fractional order nonlinear chaotic systems can be realized. Simulation of several chaotic systems by utilizing Predictor-Corrector approach. The effectiveness and feasibility are reflected in the simulation results.