Abstract
In this paper, the l(2)-l(infinity) state estimation problem is addressed for a class of delayed artificial neural networks under high-rate communication channels with Round-Robin (RR) protocol. To estimate the state of the artificial neural networks, numerous sensors are deployed to measure the artificial neural networks. The sensors communicate with the remote state estimator through a shared high-rate communication channel. In the high-rate communication channel, the RR protocol is utilized to schedule the transmission sequence of the numerous sensors. The aim of this paper is to design an estimator such that, under the high-rate communication channel and the RR protocol, the exponential stability of the estimation error dynamics as well as the l(2)-l(infinity) performance constraint are ensured. First, sufficient conditions are given which guarantee the existence of the desired l(2)-l(infinity) state estimator. Then, the estimator gains are obtained by solving two sets of matrix inequalities. Finally, numerical examples are provided to verify the effectiveness of the developed l(2)-l(infinity) state estimation scheme. (C) 2020 Elsevier Ltd. All rights reserved.