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Dislocated projective synchronization for four-dimension fractional-order Modified Chua's system

Based on the Lyapunov stability theory and fractional-order stability theory, the disorder projective synchronization for four-dimension fractional-order Modified Chua's system is successfully investigated by a nonlinear controller. Meanwhile, the error variables approach gradually to zero with time and the time-history of different variables satisfied the scaling factors. In addition, numerical simulations are verified the feasibility and effectiveness of disorder projective synchronization between two fractional-order Modified Chua's system with different initial conditions.