@inproceedings{3a60f8355dd84ac8bf9773e8a805ba62,
title = "H∞ synchronization of a class of complex networks",
abstract = "This paper deals with H∞ synchronization problem for a class of complex networks with each node being a general Lur'e system with infinite equilibria. On the basis of the Lyapunov theory, linear matrix inequality (LMI) conditions guaranteeing the global asymptotic synchronization of all nodes with desired H∞ performance are established. In addition, the following interesting result is derived: the synchronization problem for the whole Nn-dimensional dynamic networks can be converted into the simple n-dimensional space in terms of only two LMIs. Finally, a concrete application to mutually coupled phase-locked loop networks shows the validity of the proposed approaches.",
keywords = "Decentralized static output feedback, H, infinite equilibria, linear matrix inequality(LMI), synchronization",
author = "Pingli Lu and Ying Yang",
year = "2012",
language = "English",
isbn = "9789881563811",
series = "Chinese Control Conference, CCC",
pages = "1136--1141",
booktitle = "Proceedings of the 31st Chinese Control Conference, CCC 2012",
note = "31st Chinese Control Conference, CCC 2012 ; Conference date: 25-07-2012 Through 27-07-2012",
}