术语“Ansari–Bradley检验”的详细信息
| 数据项 Items | 术语信息 Info. |
|---|---|
| 汉语术语编号 Term No. | 91000003 |
| 所属学科 Subject | 统计学 Statistics |
| 汉语术语词性 POS | n. |
| 汉语术语分词 Segmentation | Ansari/–Bradley/检验/ |
| 汉语术语长度 Length | 3 |
| 关联术语表达 Association | |
| 搭配信息 Collocation | |
| 编纂人 Compiler | 庄升 |
| 编纂日期 Date of Compilation | 2015-07-13 00:00:00 |
汉英语境1
英译术语:
Ansari-Bradley test
汉语语境:
在许多情况下，洛夫 - 斯米尔诺夫可能是最合适的非参数检验对两个组之间的总体差别的。如果可以假定传播和两个分布的形状是相同的，在Wilcoxon秩和检验比Kolmogorov-Smirnov检验更有力；如果中值和形状是相同的，那么所述Ansari-Bradley检验更强大。这个试验是这两个群体不同的。假设是该数据是独立的，这两个群体内同分布，而且这两个样本是独立的一般的假设。
英语语境:
In many cases, the Kolmogorov-Smirnov may be the most appropriate non-parametric tests for overall differences between two groups. If it can be assumed that the spread and shapes of the two distributions are the same, the Wilcoxon Rank Sum test is more powerful than the Kolmogorov-Smirnov test; if the median and shapes are the same, the Ansari-Bradley test is more powerful. This test is for the general hypothesis that the two populations differ. The assumptions are that the data is independent and identically distributed within the two populations, and that the two samples are independent.