title: Parameter identification and projective synchronization between different chaotic systems.
abstract: In this paper, adaptive generalized projective synchronization and parameter identification in different chaotic systems are carefully revisited. We use a concrete counterexample to demonstrate that the result in a previous work [R. Li, W. Xu, and S. Li, Phys. Lett. A 367, 199 (2007)] is imperfect, where a scheme of generalized projective synchronization is proposed for parameter identification with some drawbacks on ignoring the conditions which ensure the parameter convergence. We further discuss the two conditions of parameter convergence, which are linear independence and persistent excitation. A special relationship between them is addressed to estimate unknown model parameters effectively.
authors: Information Security Center, State Key Laboratory of Networking and Switching Technology, Beijing University of Posts and Telecommunications, P.O. Box 145, Beijing 100876, China. sunfei1987@sina.com
authors: Fei
authors: F
authors: Sun
authors: Haipeng
authors: H
authors: Peng
authors: Qun
authors: Q
authors: Luo
authors: Lixiang
authors: L
authors: Li
authors: Yixian
authors: Y
authors: Yang