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Network-based H∞ state estimation for neural networks using limited measurement

Version 2 2024-06-18, 11:21
Version 1 2023-10-25, 00:08
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posted on 2024-06-18, 11:21 authored by JH Park, H Shen, XH Chang, TH Lee
© Springer International Publishing AG, part of Springer Nature 2019. This chapter is concerned with the network-based H∞ state estimation problem for neural networks. Because of network constraints, we consider that transmitted measurements suffer from the sampling effect, external disturbance, network-induced delay, and packet dropout, simultaneously. The external disturbance, network-induced delay, and packet dropout affect the measurements at only the sampling instants owing to the sampling effect. In addition, when packet dropout occurs, the last received data are used. To overcome the difficulty in estimating original signals from the limited signals, a compensator is designed. By aid of the compensator, a state estimator designed which guarantees desired H∞ performance. A numerical example is given to illustrate the validity of the proposed methods.

History

Volume

170

Pagination

193-210

ISSN

2198-4182

eISSN

2198-4190

Publication classification

BN.1 Other book chapter, or book chapter not attributed to Deakin

Publisher

Springer

Title of book

Recent Advances in Control and Filtering of Dynamic Systems with Constrained Signals

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