101. Exponential synchronization of complex networks with unmeasured coupling delays via impulsive observer and impulsive control.
- Author
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Chu, Yao, Li, Xiaodi, and Han, Xiuping
- Subjects
- *
LINEAR matrix inequalities , *SYNCHRONIZATION , *SENSOR networks , *IMPULSIVE differential equations - Abstract
In this article, exponential synchronization problem of complex networks with coupling delays using an impulsive observer and impulsive control is studied. Different from traditional network synchronization schemes, the state of the observer is fed back to the network nodes to achieve synchronization. The observer and controller, modeled by impulsive differential equations, are more secure and efficient. Both the cases of measurable and unmeasurable information of coupling time-varying delays are considered. Several criteria are obtained to investigate globally exponential synchronization of complex networks. The exponential convergence rate can be estimated effectively. By solving the linear matrix inequalities (LMIs) associated with the results, the gain matrices can be designed. Finally, theoretical results are verified through a numerical example. • This paper explores exponential synchronization in complex networks with coupling delays via impulsive observer and control. • Different from traditional schemes, the state of the observer is fed back to the network nodes to achieve synchronization. • It presents LMI conditions to solve cases of measurable and unmeasurable information of coupling time-varying delays. [ABSTRACT FROM AUTHOR]
- Published
- 2024
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