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Mutual synchronization of the coupled map lattices

Liu Zonghua, Chen Shigang

CHINESE JOURNAL OF COMPUTATIONAL PHYSICS 1999, 16 (3): 271-278.

Abstract （229）

PDF （342KB）（979）

The nonlinear interaction of two coupled lattice dynamical systems is investigated. It results in identical synchronization when the two coupled lattice systems are same and in generalized synchronization when the parameters are different or the two coupled lattice systems are different. The largest Lyapunov exponent spectra are calculated.

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Synchronization of Hyperchaos

Liu Zonghua, Chen Shigang

CHINESE JOURNAL OF COMPUTATIONAL PHYSICS 1998, 15 (4): 429-434.

Abstract （206）

PDF （238KB）（994）

A novel approach is proposed for synchronizing hyperchaotic systems. It is achieved by adjusting the parameters of response system. The variation of parameter can be determined by using of the Routh-Hurwitz stability criterion. As a general method of synchronization, it is robust against external noise.

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TARGETING AND CONTROLLING OF CUBIC MAP

Liu Zonghua, Ni Wansun

CHINESE JOURNAL OF COMPUTATIONAL PHYSICS 1996, 13 (4): 475-480.

Abstract （237）

PDF （245KB）（1065）

The continous chaos controll has been implemented on a parameter axis for unstable periodic orbits. It can target and control any point in chaotic or bifurcation regions by adjusting parameter and variable perturbation at the same time. The method given in this paper is robust against noise.

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