[1]涂庆伟,郭淑娟.奇异摄动系统稳定性界[J].常州大学学报(自然科学版),2006,(01):55-57.
　TU Qing-wei,GUO Shu-juan.Stability Bounds of Singularity Perturbed Systems[J].Journal of Changzhou University(Natural Science Edition),2006,(01):55-57.
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奇异摄动系统稳定性界()
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常州大学学报(自然科学版)[ISSN:2095-0411/CN:32-1822/N]

卷:
期数:
2006年01期
页码:
55-57
栏目:
出版日期:
2006-02-25

文章信息/Info

Title:
Stability Bounds of Singularity Perturbed Systems
作者:
涂庆伟;  郭淑娟
江苏工业学院信息科学系, 江苏 常州 ??213016 ?? ??
Author(s):
TU Qing-wei;  GUO Shu-juan
Department of Information Science, Jiangsu Polytechnic University, Changzhou 213016, China
关键词:
奇异摄动系统?? 稳定性;  稳定鲁棒性
Keywords:
singularly perturbed systems;  stability;  stability robustness
分类号:
TP 13;TP 202+.1
文献标志码:
A

参考文献/References:

[1] Klimushev, Krasovskii N K. Uncertain Asymptotic Stability of Systems Differential Equations with a Small Parameter in the Derivative Terms [1]. J of Applied Mathematics and Mechics, 1962. 25 (9)' 1 011-1 025.
[2] Naidu D S. Singular Perturbation Methodology in Control Sys? tems [M]. London, Perter Pererinus Ltd, 1998.
[3] Feng W. Characterization and Computation for the &unds in Linear Time Invariant Singularly Perturbed Systems [J]. Sys? tems Control Letter, 1988, 11: 195-202.
[4] Chen B, Lin C. On the Stability &unds of Singularity Per? turbed Systems [J], IEEE Tran Auto Control, 1990, 35, 1 265-1 270.
[5] Sen S, Datta K B. Stability &unds of Singularity Perturbed Systems [J]. IEEE Tran Auto Control, 1993, 35: 302- 304.
[6] Lancen Sard. New Stability Performance Results for Singulari? ty Perturbed Systems [J]. IEEE Tran Auto Control, 1996, 32, 807-808. 「7」陈公宁.矩阵理论与应用〔M 〕.北京:高等教育出版社,1 9 9 0

备注/Memo

备注/Memo:
作者简介 : 涂庆伟( 197 8一) , 男, 河南郊县人, 硕士, 主要从事神经网络控制研究。
更新日期/Last Update: 2006-01-25