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作者:

Chen, Hong-Yu (Chen, Hong-Yu.) | Chen, Jialei (Chen, Jialei.) | Wang, Zi-Peng (Wang, Zi-Peng.) | Qiao, Junfei (Qiao, Junfei.)

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摘要:

The present study investigates the intermittent sampled-data synchronization for a class of space-varying reaction-diffusion neural networks. In the proposed synchronization strategy, the intermittent sampled-data controller is activated only during the work time. We introduce a switching Lyapunov functional respectively related to the work and rest intervals, which is segmented, time-dependent, and continuous in time. By using Lyapunov stability theory, synchronization criterion is proposed to ensure the exponential stability of the synchronization error system. Futhermore control gain is determined, and obtained by solving a set of spatial linear matrix inequalities (SLMIs). Finally, a numerical example is presented to verify the feasibility of the control strategy. © 2024 IEEE.

关键词:

Time varying networks Synchronization Lyapunov functions Diffusion in liquids Linear matrix inequalities

作者机构:

  • [ 1 ] [Chen, Hong-Yu]Beijing Institute of Artificial Intelligence, Beijing University of Technology, School of Information Science and Technology, Beijing Laboratory of Smart Nvironmental Protection, Beijing; 100124, China
  • [ 2 ] [Chen, Jialei]Beijing University of Technology, School of Mathematics, Statistics and Mechanics, Beijing; 100124, China
  • [ 3 ] [Wang, Zi-Peng]Beijing Institute of Artificial Intelligence, Beijing University of Technology, School of Information Science and Technology, Beijing Laboratory of Smart Nvironmental Protection, Beijing; 100124, China
  • [ 4 ] [Qiao, Junfei]Beijing Institute of Artificial Intelligence, Beijing University of Technology, School of Information Science and Technology, Beijing Laboratory of Smart Nvironmental Protection, Beijing; 100124, China

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年份: 2024

页码: 2307-2312

语种: 英文

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