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Modified Wilcoxon Test for two Different Distributions

适用于两个不同分布的修正 Wilcoxon 检验

Given independent samples from the continuous distributions F(x) and G(y), which may be quite different, we here consider using the Wilcoxon or Mann-Whitney test, with the normal approximation, to test between H0: pr(X > Y) = p0 and H1: pr(X > Y)>p0, especially with p0 = ½. A modification of the Wilcoxon test due to Potthoff and to Zaremba is considered. Additional restrictions are introduced to give improved tests. Considerations of asymptotic relative efficiency and Monte…

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Modified Wilcoxon test for two different distributions

针对两个不同分布的修正Wilcoxon检验

Given independent samples from the continuous distributions F(x) and G(y), which may be quite different, we here consider using the Wilcoxon or Mann-Whitney test, with the normal approximation, to test between H0: pr(X > Y) = p0 and H1: pr(X > Y)>p0, especially with p0 = ½. A modification of the Wilcoxon test due to Potthoff and to Zaremba is considered. Additional restrictions are introduced to give improved tests. Considerations of asymptotic relative efficiency and Monte…

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Powerful Modified-EDF Goodness-of-Fit Tests

具有较高功效的修正经验分布函数拟合优度检验

Modified forms of the Kolmogorov-Smirnov, Cramér-von Mises and Anderson-Darling goodness-of-fit tests have been studied for the situation where parameters have to be estimated. Using Monte Carlo power studies, it is shown that some of the new tests effect improvements over other known tests.

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Inference Concerning Probabilities and Quantiles

关于概率与分位数的推断

Summary It is intended to make inferences on the basis of a set of observations resulting from n replicates of an experiment, where each observation X has distribution F(x; θ), in order to provide information about a future performance of the same experiment, or a small number of such future performances. In such a situation the inference should concern the probability of an event occurring in the future experiment, rather than directly concern the parameter θ (a vector in…

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A Model for Rainfall Occurrence

降雨发生的概率模型

Summary A probability model for the occurrence of wet and dry days at Tel Aviv is proposed as an alternative to an earlier one given by Gabriel and Neumann. The new model, which assumes exponential distributions for the lengths of spells of continuous dryness or continuous rain, is found to fit rainfall data for Tel Aviv well, and to represent certain conditional probabilities more satisfactorily than that of Gabriel and Neumann.

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