Rank tests of independence when samples are drawn from noncontinuous distributions or censored

Dana Vorlíčková

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Displaying similar documents to “Rank tests of independence when samples are drawn from noncontinuous distributions or censored”

Rank tests for scale: Hájek's influence and recent developments

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Likelihood ratio rank tests for the two-sample problem with randomly censored data

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On the asymptotic efficiency of the multisample location-scale rank tests and their adjustment for ties

František Rublík (2007)

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Explicit formulas for the non-centrality parameters of the limiting chi-square distribution of proposed multisample rank based test statistics, aimed at testing the hypothesis of the simultaneous equality of location and scale parameters of underlying populations, are obtained by means of a general assertion concerning the location-scale test statistics. The finite sample behaviour of the proposed tests is discussed and illustrated by simulation estimates of the rejection probabilities....