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This paper further investigates the problem of stabilization of a memristor-based Chua's oscillator in finite time and presents a memristor-based Chua's oscillator as the T-S fuzzy model system. Based on Lyapunov stability theory, we design a controller to guarantee the stability of the chaotic system.
This paper proposed a new hybrid method combining genetic algorithm(GA) and coordinate search method (CSM). Genetic algorithm is good at global exploration but bad at accuracy and local search. Whereas, coordinate search method is good at local exploitation, and its accuracy is reliable when searching in a local area. Thus we combine those two methods in this paper to design a hybrid method called...
In this paper, projective lag synchronization of coupled neural networks with time delay is studied. An error dynamic system resulting from the drive and response systems is formulated to analyze projective lag synchronization behavior. A general criterion is established to ensure the asymptotic stability of the error system, by which we design an appropriate adaptive controller. Numerical simulations...
This paper describes a method for the weak synchronization of chaotic systems with parameter mismatch by using periodically intermittent control. Because of the small parameter mismatch, the synchronization is not complete. Via intermittent control with periodically intervals, we can obtain the quasi-synchronization. Some sufficient conditions for the stabilization and quasi-synchronization of a large...
This paper studies the effect of parameter mismatch on anticipating synchronization of chaotic systems in the framework of master-slave configuration. We estimate the error bound of anticipating synchronization by rigorously theoretical analysis. Numerical simulations are presented to verify the theoretical results.
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