[ Feng G. A surv ey on ana ly sis and design ofm ode-l based fuzzy contro l systems[ J]. IEEE Trans Fuzzy System s, 2006, 14( 5): 676-697.
[2]
[ CaoY Y, Frank P M. Ana lysis and synthesis o f nonlinea r tim e-delay system s via fuzzy contro l approach[ J]. IEEE Trans Fuzzy System s, 2000, 8: 200-211.
[3]
[ Zhou S, L i T. Robust stab iliza tion for de lay ed discrete- tim e fuzzy sy stem s v ia basis-dependent Lyapunov) Krasovskii function [ J]. Fuzzy Sets System s, 2005, 151: 139-153.
[4]
[ LeeK R, K im JH, Jeung E T, et a.l Output feedback robustH∞ control of uncerta in fuzzy dynam ic system s w ith tim e- vary ing de lay[ J]. IEEE Trans Fuzzy System s, 2000, 6: 657-664.
[5]
[ Xu S, Lam J, Chen B. RobustH∞ contro l for unce rtain fuzzy neutra l de lay system s[ J]. European Journa l o f Contro,l 2004, 10: 365-380.
[6]
[ Li Y, Xu S, Zhang B, et a.l Robust stab iliza tion andH∞contro l fo r unce rtain fuzzy neutral system s w ith m ix ed tim e de lay s [ J] . Fuzzy Sets and System s, 2008, 159: 2730-2748.
[7]
[ Xu S, Lam J, W ang J, et a.l Non-frag ile positive rea l con tro l for uncertain linear neutral de lay system s[ J]. Sy stem s and Control Letters, 2004, 52: 59-74.
[8]
[ Zhang B, Zhou S, L iT. A new approach to robust and non- frag ileH con tro l for uncerta in fuzzy sy stem s[ J]. Inform a tion Sc-iences, 2007, 117: 5118-5133.
[9]
[ Chang S S L, Peng T K C. Adaptive guaranteed cost control of sy stems with uncertain param eters[ J]. IEEE Trans Autom a tic Con tro ,l 1972, 17( 3): 474-483.
