1) Boundedness in terms of two measures
两个测度的有界性
2) uniform boundedness in terms of two measures
两种测度的一致有界性
3) uniform ultimate boundedness in terms of two measures
两种测度的一致最终有界性
4) stability in terms of two measures
两个测度的稳定性
1.
Applying this result,in the case that the unperturbed systems are ordinary differential systems, criteria on stability in terms of two measures for functional differential systems are established.
运用变分Lyapunov方法,研究了泛函微分系统依照两个测度的稳定性。
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：两界曼陀罗
【两界曼陀罗】
（术语）毗卢遮那佛集法界眷属，成自利利他大佛事之坛场，谓为曼陀罗。密教中此曼陀罗有二大宗：一为金刚界，一为胎藏界。胎藏界由于众生本具之理德，金刚界依于如来始成之智德。各以大日为中心，恒沙之诸尊集于此，依自己之本誓而垂化用也。以此坛场之状。图于两轴，亦曰曼陀罗。(参见：曼陀罗)
（术语）毗卢遮那佛集法界眷属，成自利利他大佛事之坛场，谓为曼陀罗。密教中此曼陀罗有二大宗：一为金刚界，一为胎藏界。胎藏界由于众生本具之理德，金刚界依于如来始成之智德。各以大日为中心，恒沙之诸尊集于此，依自己之本誓而垂化用也。以此坛场之状。图于两轴，亦曰曼陀罗。(参见：曼陀罗)
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参考词条