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What is the proper way to apply the multiple comparison test?

机译:应用多重比较测试的正确方法是什么?

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摘要

Multiple comparisons tests (MCTs) are performed several times on the mean of experimental conditions. When the null hypothesis is rejected in a validation, MCTs are performed when certain experimental conditions have a statistically significant mean difference or there is a specific aspect between the group means. A problem occurs if the error rate increases while multiple hypothesis tests are performed simultaneously. Consequently, in an MCT, it is necessary to control the error rate to an appropriate level. In this paper, we discuss how to test multiple hypotheses simultaneously while limiting type I error rate, which is caused by α inflation. To choose the appropriate test, we must maintain the balance between statistical power and type I error rate. If the test is too conservative, a type I error is not likely to occur. However, concurrently, the test may have insufficient power resulted in increased probability of type II error occurrence. Most researchers may hope to find the best way of adjusting the type I error rate to discriminate the real differences between observed data without wasting too much statistical power. It is expected that this paper will help researchers understand the differences between MCTs and apply them appropriately.
机译:以实验条件的平均值进行多次比较测试(MCT)。如果无效假设在验证中被拒绝,则当某些实验条件具有统计学上显着的均值差异或组均值之间存在特定方面时,将执行MCT。如果同时执行多个假设检验时错误率增加,则会出现问题。因此,在MCT中,有必要将错误率控制在适当的水平。在本文中,我们讨论如何同时测试多个假设,同时限制由α膨胀引起的I型错误率。要选择适当的测试,我们必须在统计功效和I类错误率之间保持平衡。如果测试过于保守,则不太可能发生I型错误。但是,与此同时,该测试可能没有足够的能力,导致II型错误发生概率增加。大多数研究人员可能希望找到调整I型错误率的最佳方法,以区分观察到的数据之间的实际差异,而又不浪费太多的统计能力。期望本文将帮助研究人员了解MCT之间的差异并适当地应用它们。

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