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All-pairs multiple comparisons based on the Cucconi test

机译:基于Cucconi检验的全对多重比较

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One-way design nonparametric multiple comparison problems are among the most important topics in nonparametric statistics. Various nonparametric tests have been proposed and considered for a multiple comparison problems by many authors over the years. The analysis of one-way design multiple comparisons are important in biometry. Nonparametric all-pairs multiple comparisons based on pairwise rankings are considered in the one-way layout. The pairwise ranking test based on the Cucconi test for the one-way layout multiple comparison of the location-scale problem is proposed. Simulations are used to investigate the power of the proposed test for jointly location and scale alternatives with various population distributions for small sample sizes. The suggested method is illustrated by the analysis of real data.
机译:单向设计非参数多重比较问题是非参数统计中最重要的主题。多年来,许多作者已经提出并考虑了多种非参数检验来解决多重比较问题。单向设计多重比较的分析在生物统计学中很重要。在单向布局中考虑基于成对排名的非参数全对多重比较。提出了一种基于Cucconi检验的成对排序检验,用于位置尺度问题的单向布局多重比较。模拟用于调查针对小样本量的具有各种总体分布的联合定位和规模替代方案的拟议测试的功效。通过对真实数据的分析来说明所建议的方法。

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