[ W a lsh G C, YeH, BushnellL. Stability ana lys is o f netwo rked contro l system s[ C] / / Pro ceedings of Ame rican Contro l Confe rence, San Diego, C aliforn ia, Vd. 4, 1999: 2876-2880.
[2]
[ Fr idm an E. Stability of linear descriptor sy stem s w ith de lay: A Lyapunov-based approach [ J]. Journa l o fM ath Anal App,l 2002, 273: 24-44.
[3]
[ Fr idm an E, Shaked U. H ?? contro l of linear sta te-de lay descr iptor system s: An LM I approach[ J]. L inea rA lg App,l 2002, 351: 271-302.
[4]
[ Shuqian Z, Chenghui Z, Zhaolin C, et a.l De lay-dependent robust stab ility cr iteria for tw o classes o f uncertain s ingu lar tim ede lay system s[ J]. IEEE Trans on Autom atic Contro,l 2007, 52( 5): 880-885.
[5]
[ Du Z P, Zhang Q L, L iY. Delay-dependent robustH ?? contro l fo r unce rtain singu lar system s w ith m ultip le state delay[ J]. IET Contro lTheo ry App ,l 2009, 3( 6): 731-740.
[6]
[ ZhangW, Bran ickyM S, Ph illips SM. S tab ility of networked contro l system s[ J]. IEEE Contro l System M ag zine, 2001, 21 ( 1): 84-99.
[7]
[ W a lsh G C, Ye H, Bushne ll L. S tab ility analysis of ne tw orked control system s[ J]. IEEE T ransactions on Contro l Sy stem s Techno logy, 2002, 10( 3): 438-446.
[8]
[ 樊卫华, 蔡骅, 陈庆伟. 时延网络控制系统的稳定性[ J] . 控制理论与应用, 2004, 21 ( 6): 880-884. FanW eihua, C aiH ua, Chen Q ingw e.i Stability of netwo rked contro l system w ith tim e-de lay[ J]. Control Theory and App lications, 2004, 21( 6): 880-884. ( in Chinese)
[9]
[ BranickyM S, Phillips SM, ZhangW. S tab ility o f netwo rked contro l system s: Explic it ana lysis o f de lay[ C] / / Proceed ings o f Am er ican Contro l Conference, Ch icago Illino is, 2000: 2 352-2 357.
[10]
[ Y an H, H uangX, W angM, ZhangH. Delay-dependen t stability crite ria fo r a class o f netwo rked contro l systems w ith m ult-i input and m ult-i output[ J]. Chaos, So litons and Fracta ls, 2007, 34( 3): 997-1 005.
[11]
[ H ongbin Z, Y anyan S, Gang F. Delay-dependent stab ility andH?? contro l fo r a class o f fuzzy descr iptor system s w ith time-de lay [ J]. Fuzzy Sets and System s, 2009, 160( 12): 1 689-1 707.
[12]
[ W eihua T, H uaguang Z. Optim a l guaranteed co st contro l for fuzzy descr iptor system s w ith tim e-vary ing de lay[ J]. Journa l o f System s Eng ineer ing and E lectronics, 2008, 19( 3): 584-591.
[13]
[ M arieke B G, NathanW ouw. Stability of ne tw orked contro l systems w ith uncerta in tim e-vary ing de lays[ J], IEEE Transactions on Autom atic Contro,l 2009, 54( 7): 1575-1580.
[14]
[ Takag i T, SugenoM. Fuzzy identifica tion o f sy stem s and its app lica tion to mode ling and con tro l[ J]. IEEE Transactions on System s, M an and Cybernetics, 1985, 15( 1): 116-132.
