[1] |
Beldiman, O.; Bushnell, L.: Stability, linearization and control of switched systems. Proceedings of 1999 American control conference, 2950-2954 (1999) |

[2] |
Branicky, M. S.: Multiple Lyapunov functions and other analysis tools for switched and hybrid systems. IEEE trans. Autom. control 43, 475-482 (1998) · Zbl 0904.93036 |

[3] |
C.-T. Chen, Linear system theory and design, Holt Rhinehart And Winston, New York, 1984, pp. 214 -- 217. |

[4] |
Daafouz, J.; Millerioux, G.; Iung, C.: About poly-quadratic stability and switched systems. Proceedings of 2002 IFAC world congress, 1-6 (2002) · Zbl 1017.93025 |

[5] |
Daafouz, J.; Riedinger, P.; Iung, C.: Stability analysis and control synthesis for switched systems: a switched Lyapunov function approach. IEEE trans. Autom. control 47, No. 11, 1883-1887 (2002) |

[6] |
Ezzine, J.; Haddad, A. H.: Controllability and observability of hybrid systems. Int. J. Control 49, 2045-2055 (1989) · Zbl 0683.93011 |

[7] |
Fang, L.; Lin, H.; Antsaklis, P. J.: Stabilization and performance analysis for a class of switched systems. Proceedings of 43rd IEEE conference decision control, 3265-3270 (2004) |

[8] |
Ge, S. S.; Sun, Z.; Lee, T. H.: Reachability and controllability of switched linear discrete-time systems. IEEE trans. Autom. control 46, No. 9, 1437-1441 (2001) · Zbl 1031.93028 |

[9] |
Hespanha, J. P.; Morse, A. S.: Stability of switched systems with average Dwell-time. Proceedings of 38th conference decision control, 2655-2660 (1999) |

[10] |
Horn, R. A.; Johnson, C. R.: Matrix analysis. (1985) · Zbl 0576.15001 |

[11] |
Hu, B.; Xu, X.; Antsaklis, P. J.; Michel, A. N.: Robust stabilizing control laws for a class of second-order switched systems. Syst. control lett. 38, 197-207 (1999) · Zbl 0948.93013 |

[12] |
Kaileth, T.: Linear systems. (1980) |

[13] |
Li, Z.; Wen, C. Y.; Soh, Y. C.: Stabilization of a class of switched systems via designing switching laws. IEEE trans. Autom. control 46, 665-670 (2001) · Zbl 1001.93065 |

[14] |
Liberzon, D.; Hespanha, Hj.P.; Morse, A. S.: Stability of switched systems: a Lie-algebraic condition. Syst. control lett. 37, 117-122 (1999) · Zbl 0948.93048 |

[15] |
Liberzon, D.; Morse, A. S.: Basic problems in stability and design of switched systems. IEEE control syst. Mag. 19, 59-70 (1999) |

[16] |
Narendra, K. S.; Balakrishnan, J.: A common Lyapunov function for stable lti systems with commuting A-matrices. IEEE trans. Autom. control 39, 2469-2471 (1994) · Zbl 0825.93668 |

[17] |
Peleties, P.; Decarlo, R. A.: Asymptotic stability of M-switched systems using Lyapunov-like functions. Proceedings of 1991 American control conference, 1679-1684 (1991) |

[18] |
Petterson, S.; Lennartson, B.: Stability and robustness for hybrid systems. Proceedings of 35th IEEE conference decision control, 1202-1207 (1996) |

[19] |
Schinkel, M.; Wang, Y.; Hunt, K.: Stable and robust state feedback design for hybrid systems. Proceedings of 2000 American control conference, 215-219 (2000) |

[20] |
Shorten, R. N.; Narendra, K. S.: On the stability and existence of common Lyapunov functions for stable linear switching systems. Proceedings of 37th conference decision control, 3723-3724 (1998) |

[21] |
Sun, Z.; Ge, S. S.; Lee, T. H.: Controllability and reachability criteria for switched linear systems. Automatica 38, No. 5, 775-786 (2002) · Zbl 1031.93041 |

[22] |
Sun, Z.; Zheng, D.: On stabilization of switched linear control systems. Ieee ac 46, No. 2, 291-295 (2001) · Zbl 0992.93006 |

[23] |
Wicks, M. A.; Peleties, P.; Decarlo, R. A.: Switched controller synthesis for the quadratic stabilization of a pair of unstable linear systems. Eur. J. Control 4, 140-147 (1998) · Zbl 0910.93062 |

[24] |
Wonham, W. M.: Linear multivariable control: A geometric approach. (1985) · Zbl 0609.93001 |

[25] |
Xie, G.; Wang, L.: Necessary and sufficient conditions for controllability of switched linear systems. Proceedings of 2002 American control conference, 1897-1902 (2002) |

[26] |
Xie, G.; Wang, L.: Controllability and stabilizability of switched linear-systems. Syst. control lett. 48, No. 2, 135-155 (2002) · Zbl 1134.93403 |

[27] |
Xie, G.; Wang, L.; Wang, Y.: Controllability of periodically switched linear systems with delay in control. Proceedings of fifteenth international symposium on the mathematical theory of networks and systems, university of notre dame, 1-15 (2002) |

[28] |
Xie, G.; Wang, L.: Reachability realization and stabilizability of switched linear discrete-time systems. J. math. Anal. appl. 280, No. 2, 209-220 (2003) · Zbl 1080.93015 |

[29] |
Xie, G.; Zheng, D.; Wang, L.: Controllability of switched linear systems. Ieee ac 47, No. 8, 1401-1405 (2002) |

[30] |
Xu, X.; Antsaklis, P. J.: Design of stabiling control laws for second-order switched systems. Proceedings of 14th IFAC world congress C, 181-186 (1999) |