The power function of range and studentized range tests in normal samples
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Publication:5640618
DOI10.1093/biomet/59.1.161zbMath0232.62047OpenAlexW2069424594MaRDI QIDQ5640618
Peter A. Lachenbruch, H. P. Brandis, Herbert A. David
Publication date: 1972
Published in: Biometrika (Search for Journal in Brave)
Full work available at URL: https://doi.org/10.1093/biomet/59.1.161
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Closed subset selection procedures for selecting good populations ⋮ Power comparisons between theF-test,the studentised range test, and an optimal test of the equality of several normal means ⋮ Range tests for the dispersion of several location parameters ⋮ Plug-in tests for nonequivalence of means of independent normal populations ⋮ Duality between multiple testing and selecting ⋮ Some general results on least favorable parameter configurations with special reference to equivalence testing and the range statistic ⋮ A Range Test for the Equality of Means when Variances are Unequal ⋮ Choosing the best pairwise comparisons of means from non-normal populations, with unequal variances, but equal sample sizes ⋮ Pairwise comparisons of means under realistic nonnormality, unequal variances, outliers and equal sample sizes ⋮ The power function of the maximum Studentized range test in a two-way design ⋮ A One-Stage Procedure for Testing Homogeneity of Means Against an Ordered Alternative Under Unequal Variances ⋮ An ANOVA test for the equivalency of means under unequal variances ⋮ Pairwise testing of group mean vectors in MANOVA with small samples ⋮ Power assessment for tests of the equality of several proportions
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