秩统计量

证明了当总体分布F属于椭球分布族时，基于统计深度函数的秩统计量R服从R上的均匀分布。

When underlying distribution belongs to elliptical distribution family , rank statistics based on depth function having a uniform distribution over is proved .

关于线性秩统计量的渐近正态性及其收敛速度

On the asymptotic normality of linear rank statistics and its convergence rate

利用秩统计量和随机矩阵的理论分析了单天线和多天线下的多用户分集增益的性能.结论是多输入多输出（MIMO）系统下的多用户分集随天线数的增加而减少。

The performance of multi-user diversity gain ( MDG ) multiple input-multiple output ( MIMO ) fading channels is studied by the theory of the order statistics and random matrices .

首先应用线性秩统计量的渐近理论，获得由Rosenberger提出的无差异治疗效果假设检验统计量的渐近正态性；

First , applying the properties of the linear rank statistic , we obtain the asymptotic normality of the test statistic which is based on rank statistic proposed by Rosenberger and used to test the hypothesis of no treatment effect for a trial with continuous response .

简单线性秩统计量的余项估计

Estimate of the Remainder Term for Simple Linear Rank Statistics

基于秩统计量的枯水期径流时序变点的非参数识别

Nonparametric change point recognition for dry season runoff time series based on rank statistic method

简单线性秩统计量的大偏差概率的一致收敛区间

The Uniform Conv (?) rgence Intervals of Probabilities of Large Deviations for Simple Linear Rank Statistics

关于秩统计量的渐近充分性

Asymptotic sufficiency of rank statistics

配对样本符号秩统计量

Paired sample signed-rank statistic

利用基于深度函数的线性秩统计量讨论两d维样本尺度与位置问题。

The position and scale problem of two d-dimensional samples is discussed by using the linear rank statistics based on depth function .

固定秩次序统计量的全变差收敛速度

Rates of Total Variation Convergence of Order Statistics with Fixed Rank

平稳随机序列的变秩顺序统计量的联合渐近分布

On limiting joint distributions of order statistics with variable ranks from Stationary Sequences

强混合平稳序列的随机容量、随机秩顺序统计量的极限分布

Limiting distributions of order statistics with random sample size and random ranks from Stationary Sequences

关于平稳序列中心秩顺序统计量联合分布的稳定收敛性

On stable convergence properties of joint limiting distributions of order statistics with central ranks from Stationary Sequences

得到了固定秩次序统计量和它的伴随次序统计量联合分布弱收敛的一个充分必要条件，同时给出了一组选定的伴随次序统计量的极大值的分布函数弱收敛的充分条件。

A Sufficient and necessary condition on weak convergence of joint distribution of fixed rank order statistics and its concomitants is obtained , also a sufficient condition on weak convergence of distribution of the maxima of concomitants of selected order statistics is obtained .

该方法首先对有序分类变量的各水平按其边际频数分布配置标准化秩得分，然后按线性秩统计量的分布特征构造线性趋势x~2统计量。

The first step of this method was to allocate standard rank scores to the levels of ordered class variables according to the marginal frequency distribution of the ordered variables , then to form the linear tendency Chi-square statistic referring to the characteristics of linear rank statistic distribution .

对于这类假设检验问题，本文不同于以往的研究文献，在不需要秩集抽样是均衡的条件下，提出了一些秩检验统计量，并建立了它们的零分布。

In this paper , different from the traditional studies , three rank testing statistics are present-ed where we do not need the condition that ranked set sampling is balanced . Moreover , the null distributions of these statistics are developed .