| 1. | The independence of two d - dimensional random vectors is tested by employing the linear rank statistics based on depth function
利用基于深度函数的线性秩统计量检验两d维随机向量的独立性。 |
| 2. | So far , statistician have n ' t formed systematic theory to discuss rank statistics based on depth function and its application
目前统计学家们还没有形成系统的理论来讨论基于深度函数的秩统计量及其应用。 |
| 3. | 5 . the position and scale problem of two d - dimensional samples is discussed by using the linear rank statistics based on depth function
5 、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。 |
| 4. | Rank test is a simple and practical " , method of non - parametric statistics based on rank statistics , which is a kind of statistics based on ranks
秩检验是基于秩统计量的一种简单实用的非参数统计方法，秩统计量是基于秩的统计量。 |
| 5. | For face feature abstracting , independent components analysis method is more efficient than principal components analysis in making use of high rank statistic information
独立分量分析( ica )方法进行人脸特征提取，比传统的主元分析( pca )方法更加有效的利用了高阶统计信息。 |
| 6. | By using rank statistic and order statistic , we obtain the asymptotically strongly consistent estimator of it , the hypothesis test and interval estimation are also discussed
利用秩统计量和次序统计量，获得了变点的一种估计，不仅论证了点估计的强相合性，而且讨论了假设检验和区间估计。 |
| 7. | As can be seen from the charts , the annual ranking statistics clearly divide the beaches of tuen mun from those of tsuen wan district and indicate a distinct divergence in the historical development of the beaches of each district
以下图表显示，屯门区泳滩的全年级别与荃湾区存在颇大差距，这是由于两区泳滩的历史发展截然不同。 |
| 8. | Since linear rank statistics has the most popularity in application in nonparametric statistics , this article fabricate the linear rank statistics based on depth function , and discussed its asymptotic property and application . particular result is as follows : 1
由于线性秩统计量是非参数统计中应用最广的一类统计量，所以本文构造了基于深度函数的线性秩统计量，并对其渐近性质和应用做了一些研究，具体结果如下： 1 |
| 9. | Baced on the general circulation background , synoptic - climatological cause and external forcing predictor of rainfall of yunnan in may , the composite model of the long - term weather process of yunnan in may for rainfall and the optimum subset regression model of rank statistics applied for dryness and wetness forecasting are presented
摘要根据影响云南5月旱涝的大气环流背景、天气气候成因以及外界强迫因子，提出了云南5月雨量的长期天气过程的物理概念模式和用于旱涝预测的秩序统计量最佳子集回归模式。 |
