Absolute stability of Lur'e singularly perturbed systems with multiple nonlinearities

Abstract

This paper investigates the absolute stability problem for Lur'e singularly perturbed systems with multiple nonlinearities. The objective is to determine if the system is absolutely stable for any &#x03B5; &#x2208; (0, &#x03B5;<sub>0</sub>], where &#x03B5; denotes the perturbation parameter and &#x03B5;<sub>0</sub> is a pre-defined positive scalar. Firstly… (More)

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Cite this paper

@article{Yang2010AbsoluteSO, title={Absolute stability of Lur'e singularly perturbed systems with multiple nonlinearities}, author={Chunyu Yang and Qingling Zhang and Jyh-Horng Chou and Yingwei Zhang}, journal={Proceedings of the 2010 American Control Conference}, year={2010}, pages={2677-2681} }