1) holding and jumping
逗留和跳
3) stick around; stay around
停留;逗留
4) staying time
逗留时间
1.
Under the hypothesis of model,some probable characteristics such as transition probability,stationary distribution,staying time distribution were discussed(To date,we have not seen the application of the model in shooting effectiveness being discussed in Any public references).
研究了具有等待制的GI/FT/m防空系统的射击效能,并利用排队论及随机运筹学的有关知识,在模型的假设下,讨论了其转移概率、平稳分布、逗留时间的分布等概率特性。
2.
ln statistical equilibrium,the author obtains the equilibrium distribution of queue length and that of waiting queue length,the average of queue length and that of waiting queue length as well as the equilibrium distribution of waiting time and that of staying time, the average of waiting time and that of staying time.
文献[4]讨论了随机环境中的M/M/1排队模型,本文提出和讨论随机环境中的M/My/1排队模型,在统计平衡条件下给出了队长和等待队长的平稳分布以及平均队长和平均等待队长,得到了等待时间和逗留时间分布以及平均等待时间和平均逗留时间。
5) sojourn time
逗留时间
1.
Furthermore , the successive sojourn time of customer C in ith station (i=1,2,.
本文对具有Bernoulli反馈服务门限非对称的轮询系统 ,通过Markov链理论和概率母函数的方法进行研究 ,推导出了各站轮询时刻访问间隔时间、轮询周期、每站的服务时间、每站的队长、第i站 (i=1,2 ,…N)顾客C每次反馈的逗留时间系列及每次顾客C服务完成时系统的队长的概率母函
2.
The exhaustive service polling system with bulk arrival,and the distribution and mean of the queue length and the cycle time,service time and interval time of the server and the distributions of sojourn times are studied.
研究了具有批到达非对称的穷尽服务轮询系统的各站轮询时刻的平均队长、服务器的轮询周期和在各站的停留时间、访问间隔时间等的分布与均值以及顾客逗留时间的分布。
3.
In order to serve much more mobile stations in heterogeneous hierarchical wireless networks, a dynamic load balancing algorithm based on sojourn time was proposed.
为使异构分层无线网络能服务更多的移动用户,提出了一种基于逗留时间的动态流量均衡算法。
6) occupation time
逗留时
1.
The asymptotic property of the occupation time of N-parameter R~d-valued additive Brownian motion with d>2N is discussed.
讨论d>2N情形的N指标d维可加布朗运动逗留时的极限性质,得到了半径ε趋于0时该逗留时与2εN的比率的矩母函数极限表达式。
2.
The tail probability estimates for the occupation time of Brownian sheet are discussed.
讨论瞬时(即d>2N情形)的N指标d维布朗单逗留时的尾概率估计,证明了瞬时的布朗单同样具有瞬时(即d≥3情形)的布朗运动逗留时所具有的局部化现象的特征。
3.
Computation of Laplace transforms is an important component of multifrac-tal analysis, and the moment generating function for occupation time of stochastic processes is the Laplace transforms of occupation time.
拉普拉斯变换的计算是重分形分析的一个重要组成部分,随机过程逗留时的矩母函数是逗留时的拉普拉斯变换。
补充资料:逗留
暂时停留:今年春节在家乡~了一个星期。也作逗遛。
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