1) two measures
两种测度
1.
By applying Liapunov functional method, this paper established some criterions of uniform stability and uniform asymptotic stability for difference systems with infinite delay in terms of two measures.
利用 Liapunov泛函方法建立了无限时滞差分系统基于两种测度的一致稳定和一致渐近稳定性判据 ,并运用所得的结果讨论了一个具体的无限时滞差分系统的一致稳定和一致渐近稳定性 ,所得的结果推广和发展了这一方向的现有结
2.
Employing the so called variational Liapunov method, this article discussed the stability properties of delay difference systems in terms of two measures.
运用变异李亚谱诺夫方法 ,讨论了时滞差分系统依照两种测度的稳定性 。
3.
By using the combination of the two techniques, the so called variational Lyapunov method, this paper established several stability criteria for nonlinear differential systems in terms of two measures.
本文利用将两者相结合而建立的变异 Lyapunov方法 ,给出了非线性微分系统依照两种测度的稳定性判定定
2) uniform boundedness in terms of two measures
两种测度的一致有界性
6) two measures
两个测度
1.
In this paper, we consider the stability property in terms of two measures about the following impulsive differential systems with state-dependent impulsesIt is known that the theory of impulsive differential systems provides a natural framework for mathematical modelling of many real-world phenomena, such as project, control, communication, biology, economy, and so on.
本文考虑State—Dependent型脉冲微分系统 (?)研究在脉冲时刻不固定的情况下系统关于两个测度的稳定性性质。
补充资料：别种东坡花树两绝
【诗文】：
三年留滞在江城，草树禽鱼尽有情。
何处殷勤重回首？东坡桃李种新成。
花林好住莫憔悴，春至但知依旧春。
楼上明年新太守，不妨还是爱花人。
【注释】：
【出处】：
全唐诗
三年留滞在江城，草树禽鱼尽有情。
何处殷勤重回首？东坡桃李种新成。
花林好住莫憔悴，春至但知依旧春。
楼上明年新太守，不妨还是爱花人。
【注释】：
【出处】：
全唐诗
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条