Newman–Keuls Test and Tukey Test
Newman–Keuls Test and Tukey Test
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纽曼-科伊尔斯检验和图基检验
DOI:
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发表时间:
2022
期刊:
影响因子:
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通讯作者:
L. Williams
中科院分区:
文献类型:
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作者:
H. Abdi;L. Williams
An analysis of variance (anova) indicates if several means come from the same population. Such a procedure is called an omnibus test, because it tests the whole set of means at once (omnibus means “for all” in latin). In an anova omnibus test, a significant result indicates that at least two groups differ from each other but it does not identify the groups that differ. So an anova is generally followed by an analysis whose goal is to identify the pattern of differences in the results. This analysis is often performed by evaluating all the pairs of means in order to decide which ones show a significant difference. In a general framework, this approach, called pairwise comparisons, is a specific case of “a posteriori contrast analysis” (see entry on contrast), but it is specific enough to be studied in itself. Two of the most common methods of pairwise comparisons are the Tukey test and the Newman-Keuls test. Both tests are based