This paper studies the parameter identification problem of chaotic systems.Adaptive identification laws are proposed to estimate the parameters of uncertain chaotic systems.It proves that the asymptotical identification is ensured by a persistently exciting condition.Additionally,the method can be applied to identify the uncertain parameters with any number.Numerical simulations are given to validate the theoretical analysis.
This paper studies the parameter identification problem of chaotic systems. Adaptive identification laws are pro- posed to estimate the parameters of uncertain chaotic systems. It proves that the asymptotical identification is ensured by a persistently exciting condition. Additionally, the method can be applied to identify the uncertain parameters with any number. Numerical simulations are given to validate the theoretical analysis.