Adaptive synchronization of chaotic systems with less measurement and actuation
- 点击次数：
- 发表刊物：Chinese Physics B
- 关键字：chaotic systems, adaptive synchronization, linear matrix inequality
- 摘要：We investigate the synchronization problem between identical chaotic systems only when necessary measurement
(output) and actuation (input) are needed to be implemented by the adaptive controllers. A sufficient condition is derived
based on the Lyapunov stability theory and Schur complementary lemma. Moreover, the theoretic result is applied to the
Rikitake system and the hyperchaotic Liu system to show its effectiveness and correctness. Numerical simulations are
presented to verify the results.
- 全部作者：Gang Zheng,Yawen Wu
- 第一作者：Shunjie LI
- 论文类型：期刊论文
- 论文编号：100503
- 学科门类：理学
- 文献类型：J
- 卷号：30
- 期号：10
- 是否译文：是
- 发表时间：2021-05-01
- 收录刊物：SCI
