Reduced Order Hybrid Dislocated Synchronization of Complex Fractional Order Chaotic Systems

In this manuscript, we have analyzed the complex Lorenz and complex Duffing systems of fractional order of different dimension. Here, we have blended the ideas of reduced order synchronization with dislocated synchronization schemes. Using stability theory of Lyapunov, sufficient conditions have been derived for accomplishing reduced order hybrid dislocated synchronization. Numerical simulations have been performed in MATLAB to validate the efficacy of the method proposed. The results showed the usefulness and suitability of the method to achieve the synchronization