Journal of Guangxi Normal University(Natural Science Edition) ›› 2011, Vol. 29 ›› Issue (2): 35-39.
Previous Articles Next Articles
CHEN Wu-hua, DU Rui, FU Wei
CLC Number:
[1] BAINOV D D,SIMEONOV P S.Systems with impulse effect:stability,theory and applications[M].Chichester:Ellis Horwood,1989. [2] YANG T.Impulsive systems and control:theory and applications[M].New York:Nova Science,2001. [3] HESPANHA J P,LIBERZON D,TEEL A R.Lyapunov conditions for input-to-state stability of impulsive systems[J].Automatica,2008,44(11):2735-2744. [4] CHEN Wu-hua,WANG Jun-ge,TANG You-jian,et al.Robust H∞ control of uncertain linear impulsive stochastic systems[J].Int J Robust NonlinearControl,2008,18(13):1348-1371. [5] 陈武华,王俊歌,唐友建,等.Markov跳变的非线性脉冲系统指数稳定性[J].广西大学学报:自然科学版,2008,33(1):67-71. [6] 毛北行,慕小武,卜春霞.不确定时滞脉冲切换系统的保性能控制[J].郑州大学学报:理学版,2010,42(3):7-10. [7] ANDERSON B D O,MOORE J B.New results in linear system stability[J].SIAM J Control,1969,7(3):398-414. [8] SILVERMAN L M,ANDERSON B D O.Controllability,observability and stability of linear system stability[J].SIAM J Control,1969,6(1):121-130. [9] GUAN Zhi-hong,QIAN Tong-hui,YU Xing-huo.On controllability andobservability for a class of impulsive systems[J].Systems Control Lett,2002,47(3):247-257. [10] XIE Guang-ming,WANG Long.Controllability and observability for aclass of linear impulsive systems[J].J Math Anal Appl,2005,304(1):336-355. [11] LIU Xin-zhi.Impulsive control and optimization[J].Appl Math Comp,1995,73(1):77-98. [12] LIU Xin-zhi,WILLMA A R.Impulsive controllability of linear dynamical systems with applications to maneuvers of spac-ecraft[J].Mathematical Problems in Engineering,1996,2(4):277-299. [13] KERN G.Uniform controllability of a class of linear time-varyingsystem[J].IEEE Tran Automat Contr,1982,27(1):208-210. |
[1] | HU Wenjun. Delay Consensus of Leader-following Multi-agent Systems via the Adaptive Distributed Control [J]. Journal of Guangxi Normal University(Natural Science Edition), 2018, 36(1): 70-75. |
[2] | LI Fu-tao, MA Jing, ZOU Yan-li, MO Yu-fang. Comparing Synchronizability of Several Kuramoto Oscillator Networks with Different Topologies [J]. Journal of Guangxi Normal University(Natural Science Edition), 2011, 29(4): 16-20. |
|