The Hybrid Function Projective Synchronization of Discrete Chaotic Systems
Shenyang（2009）
摘要
Generalized projective synchronization is further studied. Based on the Lyapunov stability theory, a new kind of synchronization scheme is presented to achieve function projective synchronization between two different discrete chaotic systems. The involved numerical simulations are given to show the feasibility of theoretical results obtained.
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关键词
theoretical result,discrete,different discrete chaotic system,hybrid function projective synchronization,chaos,discrete chaotic systems,function projective synchronization,new kind,lyapunov stability theory,nonlinear control systems,synchronization,function,synchronization scheme,stability,involved numerical simulation,projective,lyapunov methods,discrete systems,synchronisation,generalized projective synchronization,probability density function,numerical simulation,nickel,data mining
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