NONPARAMETRIC TESTS FOR INDEPENDENCE BASED ON INTRACLASS RANKS
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概要
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Intraclass rank statistics are introduced to test for independence in a bivariate population when it has the same continuous marginal distributions. Locally most powerful intraclass rank tests (LMPIRT) are derived for a oneparameter family and asymptotic normality of a family of intraclass rank statistics including LMPIRT is shown under the hypothesis of independence and its contiguous alternatives. Furthermore, approximations of the null distributions of the statistics are discussed.
- Research Association of Statistical Sciencesの論文
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