非参数统计:比较两个或多个独立人口的一组统计技术

A. Vasilopoulos
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引用次数: 0

摘要

非参数方法是一种强有力的研究工具,几乎在人类活动的各个领域都被研究者使用。非参数方法是参数方法的有用替代品(当参数方法不可用时),当使用MINITAB等统计工具完全或部分地解决问题时,非参数方法的使用和应用变得容易得多。我们在非参数统计中讨论的技术属于以下5类:I)随机性检验II)卡方检验III)配对检验IV)比较2个或多个独立种群的检验V)斯皮尔曼秩相关检验MINITAB给出了以下示例:随机性检验、配对对检验(Wilcoxon符号秩检验、Friedman检验)和比较2个或多个独立种群的检验(Mann-Whitney检验、Kruskal-Wallis H检验)。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Non- Parametric Statistics: A Set of Statistical Techniques to Compare Two or More Independent Populations
Nonparametric methods are a powerful research tool used by investigators in practically every field of human activity. Nonparametric methods are useful alternatives to the parametric methods (when parametric methods are not available) and their use and application is made much easier when statistical tools, like MINITAB, are used to solve problems completely or partially. The techniques of we discuss in nonparametric statistics fall in the following 5 categories: I) Tests for Randomness II) Chi-Square Tests III) Tests for Matched Pairs IV) Tests to Compare 2 or More Independent Populations V) Spearman Rank Correlation Test MINITAB examples are given for: Tests of Randomness, Tests for Matched Pairs (Wilcoxon Sign Rank Test, Friedman Test) and Tests to Compare 2 or More Independent Populations (Mann-Whitney Test, Kruskal-Wallis H Test).
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