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Power Curves for the Analysis of Means for Variances

机译:方差均值分析的幂曲线

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The analysis of means for variances(ANOMV)is used for testing the k-sample homogeneity of variances hypothesis for samples from normal populations.The test can be done in a graphical form and has been shown to have power comparable to the best competing tests.In order to be able to determine the power for various combinations of k,degrees of freedom(ν),and level of significance (α),the least favorable configuration for the k variances is discussed;power curves are presented forα=0.1,0.05,0.01,k=3(1)8,10,12,and ν=3(1)15,20,30,60.These power curves are useful for determining appropriate sample sizes and for interpreting experimental results.
机译:方差分析(ANOMV)用于测试正常人群样本的方差假设的k样本均质性,该测试可以图形方式完成,并具有与最佳竞争测试相当的功效。为了能够确定k,自由度(ν)和显着性水平(α)的各种组合的功效,讨论了k方差的最不利配置;提出了α= 0.1,0.05的功效曲线,0.01,k = 3(1)8、10、12和ν= 3(1)15、20、30、60。这些功效曲线可用于确定合适的样本量和解释实验结果。

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