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Asymptotic Distribution of the Log Likelihood Ratio Based on Ranks in the Two-Sample Problem-II

机译：基于双样本问题-II中秩的对数似然比的渐近分布

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摘要

The asymptotic normality under the alternative of the log likelihood ratio based on ranks in the two sample problem is established. This is a continuation of previous work with the same title by Savage and Sethuraman in the Proc. 6th Berkeley Symposium (1972). (Author)

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Jones, D. H.; Sethuraman, J.;
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年度 1972
页码 p.1-29
总页数 29
原文格式 PDF
正文语种 eng
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关键词
Statistical analysis ; Theorems ; Sampling ; Statistical distributions ; Statistical tests ; Asymptotic series ; Probability density functions ; Inequalities ; Measure theory;

机译：统计分析;定理;抽样;统计分布;统计检验;渐近序列;概率密度函数;不等式;测度理论;

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2. Asymptotic distribution and local power of the log-likelihood ratio test for mixtures: bounded and unbounded cases [J] . Azais JM, Gassiat E, Mercadier C Bernoulli: official journal of the Bernoulli Society for Mathematical Statistics and Probability . 2006,第5期

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5. Monitoring Markov dependent binary observations with a log-likelihood ratio based CUSUM control chart [D] . Modarres-Mousavi, Shabnam 2006

机译：使用基于对数似然比的CUSUM控制图监视与Markov相关的二元观测值
6. Statistical Evaluation of Ion-Channel Gating Models Based on Distributions of Log-Likelihood Ratios [O] . László Csanády 2006

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7. Stochastic Inequalities Relating a Class of Log-Likelihood Ratio Statistics to their Asymptotic $chi^2$ Distribution [O] . B. T. Porteous 1989

机译：随机不等式将一类日志似然比统计到他们的渐近$ chi ^ 2 $分布
8. Asymptotic Distribution of the Log Likelihood Ratio Based on Ranks in the Two-Sample Problem [R] . Savage, I. R., Sethuraman, J. 1970

机译：基于秩的双样本问题的对数似然比的渐近分布

Asymptotic Distribution of the Log Likelihood Ratio Based on Ranks in the Two-Sample Problem-II

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