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

Authors
Lee S.Lee D.K.
Issue Date
2018
Publisher
Korean Society of Anesthesiologists
Keywords
Alpha inflation; Analysis of variance; Bonferroni; Dunnett; Multiple comparison; Scheffé; Statistics; Tukey; Type I error; Type II error
Citation
Korean Journal of Anesthesiology, v.71, no.5, pp 353 - 360
Pages
8
Indexed
SCOPUS
ESCI
KCI
Journal Title
Korean Journal of Anesthesiology
Volume
71
Number
5
Start Page
353
End Page
360
URI
https://scholarworks.korea.ac.kr/kumedicine/handle/2020.sw.kumedicine/4213
DOI
10.4097/kja.d.18.00242
ISSN
2005-6419
2005-7563
Abstract
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. © The Korean Society of Anesthesiologists, 2018.
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