1) Average sample path criterion
平均样本轨道目标
2) sample path
样本轨道
1.
In this paper, we first discuss transition probability and hitting time of the simple random walk on the fractal SG(2,3), and combined with branch processes theory, We construct a Feller process X on SG (2, 3), and prove that the semigroup of X is symmetric respect to some radon measure, and the sample paths are holder contlnuous with the order log3/log(17)in probabllity one.
研究了分形集SG（2，3）上随机游动转移概率及首中时的性质，结合分枝过程理论构造了SG（2，3）上的布朗运动，并研究了这种过程半群的对称的性质以及样本轨道的性质，证明了其样本轨道以概率1具有指数log3／log（90/17）的Hoder连续性。
2.
Based on the no-preemptive priority queuing network model and infinitesimal perturbation analysis theory,the partition schemes of sample paths are proposed.
针对基于CORBA(Common object request broker architecture)和尺寸测量接口标准(Dimensional measurement interface standard,DMIS)的分布式测量系统(Distributed measurement system,DMS),根据多用户非抢占优先排队网络静态性能模型,提出基于无穷小摄动分析的样本轨道划分方法,建立测量系统服务窗口的动态调度算法,实现测量系统的时间性能调优。
3.
The multifractal analysis of sample paths of Brownian sheet W={W(s 1,s 2):s 1,s 2≥0} is discussed.
主要研究布朗单 W ={ W( s1 ,s2 ) :s1 ,s2 ≥ 0 }样本轨道的重分形分析问题 。
4) mean orbit
平均轨道
1.
On the basis of mean orbit concept,a fast algorithm for the prediction of LEO satellite passes and image opportunity is presented.
在引入平均轨道概念的基础上,提出了一种针对低轨道卫星的过顶与成像区域时间的快速预报算法。
2.
An orbital modulation method by controlling the corresponding transient orbit errors of mean orbit control targets was proposed.
提出了一种通过控制平均轨道控制目标对应的瞬时轨道偏差量进行轨道修正的方法。
5) Target orbit
目标轨道
1.
The research proves that the method can control system changing from initial chaotic orbit to nonchaotic orbit,and finally to the target orbit.
将变量反馈控制方法用于混沌杜芬方程的控制,通过调整反馈强度,可显著改善混沌现象,并可使系统由初始的混沌轨道被控变成非混沌的轨道,最终进入目标轨道。
补充资料：平均样本量(见平均抽样数)
平均样本量(见平均抽样数)
average sample size: see average sampling number; ASN
Pingiun Yangbenliang平均样本t(ave班罗留盯甲le size)样数。见平均抽
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