Finite-Horizon $H_infty$ State Estimation for Time-Varying Neural Networks with Periodic Inner Coupling and Measurements Scheduling Academic Article uri icon

abstract

  • IEEE This paper investigates an H∞ estimator design for time-varying coupled neural networks (NNs) over a finitehorizon. In order to reduce the information exchanged among the NNs, a periodic inner-coupling strategy is proposed. In addition, a Markov driven transmission scheme is introduced to overcome the communication capacity constraint between the NNs and the estimators, where an inner-coupling-dependent Markov chain is used to improve the efficiency of the communication channel. Subsequently, the time-varying Markov estimators are designed to enhance the performance of the estimators. A recursive matrix inequality (RMI)-based sufficient condition is established to ensure that the time-varying estimation error system meets the finite-horizon H∞ performance. Afterward, the estimator gains are designed by transforming the RMIs into linear RMIs. Finally, a numeral example is used to illustrate the developed results.

published proceedings

  • IEEE Transactions on Systems, Man, and Cybernetics: Systems

author list (cited authors)

  • Xu, Y., Liu, C., Li, J., Su, C., & Huang, T

citation count

  • 24

complete list of authors

  • Xu, Yong||Liu, Chang||Li, Jun-Yi||Su, Chun-Yi||Huang, Tingwen

publication date

  • January 2020