参考文献/References:
[ 1] PooGyeon Park, JeongW an Ko. Stab ility and robust stab ility for system s w ith a tim e-vary ing delay [ J]. Autom atica, 2007,
43( 10) : 1 855-1 858.
[ 2] Jiang Z P. G loba l output feedback contro lw ith disturbance attenua tion form in imum-phase non linear system s [ J] . Syst Control
Lett, 2000, 39: 155-164.
[ 3] Foda S G, M ahm oundM S. Adaptive stab iliza tion o f delay diffe rentia l system s w ith unknown bounds [ J]. Int J o f Contro,l
1998, 71( 2): 259-275.
[ 4] H ua C C, Guan X P, Sh i P. Robust backstepping contro l for a c lass of tim e de layed system s [ J]. IEEE Trans Autom at Contro,
l 2005, 50( 6): 894-899.
[ 5] Q ian C J, L inW. Output feedback contro l o f a class o f non linear system s: a nonseparation pr inc iple parad ign [ J]. IEEE
T rans Autom at Contro ,l 2002, 47( 10): 1 710-1 715.
[ 6] M a rino R, RespondekW, Scha ft van der A J, et a.l Non linearH∞ a lm ost disturbance decoupling [ J] . Syst Contro l Lett,
1994, 23( 1): 159-168.
相似文献/References:
[1]甘文珍,史一欢.一类具扩散的SIRS传染病模型解的渐近性质[J].南京师大学报(自然科学版),2009,32(03):25.
Gan Wenzhen,Shi Yihuan.Asymptotic Properties of Solutions to a SIRS Epidemic Model With Diffusion[J].Journal of Nanjing Normal University(Natural Science Edition),2009,32(01):25.
[2]陈友朋.带时滞的退化半线性抛物方程的熄灭(英文)[J].南京师大学报(自然科学版),2006,29(01):7.
Chen Youpeng.Quenching for Degenerate Semilinear Parabolic Equations with Time Delay[J].Journal of Nanjing Normal University(Natural Science Edition),2006,29(01):7.
[3]罗李平,欧阳自根.非线性脉冲时滞双曲型方程组的振动准则[J].南京师大学报(自然科学版),2006,29(04):27.
Luo Liping~,Ouyang Zigen~.Oscillation Criteria of Systems of Nonlinear Impulsive Delay Hyperbolic Equations[J].Journal of Nanjing Normal University(Natural Science Edition),2006,29(01):27.