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Asymptotic Expansions for the Power of Distributionfree Tests in the Two-Sample Problem.

机译：双样本问题中无分布检验能力的渐近展开式。

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作者
Bickel, P. J.; Zwet, W. R.;
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年度 1976
页码 1-68
总页数 68
原文格式 PDF
正文语种 eng
中图分类工业技术;
关键词
Statistical tests; Asymptotic series; Statistical distributions; Statistical samples; Rank order statistics; Reprints; Distribution free statistics;

机译：统计检验;渐近序列;统计分布;统计样本;秩序统计;重印;分布自由统计;

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2. Max-type rank tests, U-tests, and adaptive tests for the two-sample location problem - An asymptotic power study [J] . Kossler W Computational statistics & data analysis . 2010,第9期

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3. Asymptotic Expansion of the Non Null Distribution of the Two-Sample t-Statistic Under Non Normality with Application in Power Comparison [J] . JIN XU Communications in statistics: theory and methods . 2010,第11a12期

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4. Test power in two-sample problem testing as the utility function in the theory of decision making under risk and uncertainty [C] . P.A. Philonenko, S.N. Postovalov International Conference on Actual Problems of Electronics Instrument Engineering . 2016

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5. THE ASYMPTOTIC POWER OF THE KOLMOGOROV TESTS OF GOODNESS OF FIT [D] . QUADE, DANA EDWARD ANTHONY. -1

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6. Bayesian Hodges-Lehmann tests for statistical equivalence in the two-sample setting: Power analysis type I error rates and equivalence boundary selection in biomedical research [O] . Riko Kelter 2021

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7. Asymptotic Expansions for the Power of Distributionfree Tests in the Two-Sample Problem [O] . P. J. Bickel, W. R. van Zwet 2011

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8. Asymptotic Expansions for the Power of the Distribution Free Tests in the One-Sample Problem. [R] . Albers, W., Bickel, P. J., Van Zwet, W. R. 1974

机译：单样本问题中分布自由检验能力的渐近展开式。

Asymptotic Expansions for the Power of Distributionfree Tests in the Two-Sample Problem.

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