References
- Boukas , E. K. , Shi , P. and Nguang , S. K. 2003 . Robust H∞ control for linear Morkovian jump systems with unknown nonlinearities . J. Math. Anal. Appl. , 282 : 241 – 255 .
- Boyd , B. , Ghoui , L. E. , Feron , E. and Balakrishnan , V. 1994 . Linear Matrix Inequalities in System and Control Theory , Philadephia : SIAM .
- Cao , J. and Wang , J. 2004 . Delay-depentent robust stability of uncertain systems with time delay . Appl. Math. Comput. , 154 : 289 – 297 .
- Cao , Y. Y. and Lam , J. 2000 . Computation of robust stability bounds for time-delay systems with nonlinear time varying perturbations . Int. J. Syst. Sci. , 31 : 359 – 365 .
- Gahinet , P. , Nemirovski , A. , Laub , A. and Chilali , M. 1995 . LMI Control Toolbox User's Guide , Natick, MA : The Mathworks .
- Gu , K. Proceedings of 39th IEEE CDC . Sydney, Philadelphia. An Integral Inequality in the Stability Problem of Time-Delay Systems ,
- Hale , J. and Lunel , S. 1993 . Introduction to Functional Differential Equations , NewYork : Springer-Verlag .
- Han , Q. L. 2004 . Robust stability for a class of linear systems with time-varying delay and nonlinear perturbations . Comput. Math. Appl. , 47 : 1201 – 1209 .
- Kim , J. H. 2001 . Delay and its time derivative dependent robust stability of time delayed linear systems with uncertainty . IEEE Trans. Automat. Control , 46 : 789 – 792 .
- Kolmanovskii , V. and Myshkis , A. 1992 . Applied Theory of Functional Differential Equations , Dordrecht : Kluwer Academic Publishers .
- Kolmanovskii , V. B. , Niculescu , S. and Richard , J. 1999 . On the Lyapunov–Krasovskii functional for stability of linear delay systems . Int. J. Control , 72 : 374 – 384 .
- Kolmanovskii , V. B. , Niculescu , S. and Gu , K. Proceedings of the 38th Conference on Decision and Control . Phoenix, Arizona, USA. Delay Effects on Stability: A Survey , pp. 1993 – 1998 .
- Liao , X. F. , Chen , G. R. and Sanchez , E. N. 2002 . Delay-dependent exponential stability of delayed neural networks: an LMI approach . Neural Networks , 15 : 855 – 866 .
- Liu , M. 2006 . Global exponential stability analysis for neutral delay-differntial systems: an LMI approach . Int. J. Syst. Sci. , 37 : 777 – 783 .
- Liu , P. L. 2003 . Exponential stability for linear time-delay systems with delay dependence . J. Franklin Inst. , 340 : 481 – 88 .
- Malck-Zavarei , M. and Jamshidi , M. 1987 . “ Time-delay systems, analysis, optimization and applications ” . In Systems and Control series , Vol. 9 , Amsterdam : North-Holland .
- Park , J. H. and Kwon , O. 2005 . Novel stability criterion for a class of time delay systems with nonlinear uncertainties . Appl. Math. Lett. , 18 : 683 – 688 .
- Su , J. H. 1994 . Further results on the robust stability of linear systems in delayed perturbations . Syst. Control Lett. , 23 : 374 – 379 .
- Wu , H. and Muzukami , K. 1995 . Robust stability criteria for dynamical systems in delayed perturbations . IEEE Trans. Automat. Control , 40 : 633 – 635 .
- Xu , B. 1994 . Comments on robust stability criteria of delay dependence for linear uncertain systems . IEEE Trans. Automat. Control , 39 : 2365
- Yan , J. J. 2001 . Robust stability analysis of uncertain time delay systems with delay dependence . Electron. Lett. , 37 : 135 – 137 .