Chaos control,Chaos synchronization and Its Application
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Recently applied aspects of the chaos control and chaos synchronization theory in the field of biological research is wide open. The study of coupled biological systems in complex network is very modern area of nonlinear dynamics. The study of networks pervades all of science, from neurobiology to statistical physics. The most basic issues are structural: how does one characterize the wiring diagram of a food web or the Internet or the metabolic network of the bacterium Escherichia coli? Are there any unifying principles underlying their topology? From the perspective of nonlinear dynamics, we...
Recently applied aspects of the chaos control and chaos synchronization theory in the field of biological research is wide open. The study of coupled biological systems in complex network is very modern area of nonlinear dynamics. The study of networks pervades all of science, from neurobiology to statistical physics. The most basic issues are structural: how does one characterize the wiring diagram of a food web or the Internet or the metabolic network of the bacterium Escherichia coli? Are there any unifying principles underlying their topology? From the perspective of nonlinear dynamics, we would also like to understand how an enormous network of interacting dynamical systems of neurons, power stations or lasers will behave collectively, given their individual dynamics and coupling architecture.
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