| 1. | Existence of periodic solutions for a class of mixed system with impulses
一类脉冲混合系统正周期解的存在性 |
| 2. | Blanking mixer tube
消隐脉冲混合管 |
| 3. | In chapter two , we study the stability of impulsive hybrid differential systems in terms of two measures
第h章，主要利用lyspunov函数来研究脉冲混合微分系统的关于两个测度的稳定性 |
| 4. | In section two , we get the boundedness in terms of two measures for impulsive hybrid systems using comparison principle
2主要利用比较方法得到脉冲混合系统的关于两个测度的有界性的比较结果 |
| 5. | In section one , we get the boundedness in terms of two measures for impulsive hybrid systems using lyapunov ' s direct method
1主要利用lyapunov直接方法得到脉冲混合系统的关于两个测度的有界性结果； 53 |
| 6. | In section three , we study its unstability . in chapter three , we study the boundedness in terms of two measures for impulsive hybrid systems
第三章，主要利用lyapunov函数来研究脉冲混合微分系统的关于两个测度的有界性 |
| 7. | The paper gives some comparison results about practical stability and boundedness in terms of two measures using comparison principle about impulsive hybrid differential systems
本文结合脉冲混合系统的比较原理给出了该系统关于两个测度的实际稳定性、积分稳定性和有界性的比较结果 |
| 8. | This paper get a result about practical stability of its perturbed systems and a result about its practical stability using several lyapunov functions
本文又得到了脉冲混合微分系统的摄动系统的关于两个测度的实际稳定性定理，给出了一个例子，并利用多个tapanunov函数得到了关于该系统的实际稳定性结果 |
| 9. | Based on this idea , we give a series of sufficient conditions to determine practical stability properties and boundedness in terms of two measures for impulsive hybrid systems
基于这些思想，本文给出了一系列用这种扩展的ryapunov直接方法得到的充分条件以判别脉冲混合微分系统的关于两个测度的实际稳定性和有界性 |
| 10. | It is further extension of impulsive system . when the system in different time periods is the same , it becomes impulsive differential system . so the results in this paper also hold for impulsive differential systems
脉冲混合微分系统是脉冲微分系统的推广，当不同时间段内微分系统相同时就简化成为脉冲微分系统，因而本文所得到的结果也适用于脉冲微分系统。 |
