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Efficiency and deficiency considerations in the symmetry problem [PDF]
, 1975 Usually, two statistical procedures A and B are compared by means of their asymptotic relative efficiency e. If e= 1, however, it is more informative to compare A and B by means of the concept of deficiency, which was introduced by Hodges and Lehmann [7].
Albers, W.
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Ekonomski Signali, 2017 Rank tests are the most important methods of nonparametric statistics. In the introductory part, there are discussions of parametric and nonparametric metods and as a result of those discussions it is established that the rank tests are one of the most ...
Timotijević Marjana
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Convex Rank Tests and Semigraphoids [PDF]
, 2007 Convex rank tests are partitions of the symmetric group which have desirable geometric properties. The statistical tests defined by such partitions involve counting all permutations in the equivalence classes. Each class consists of the linear extensions
Anne Shiu +10 more
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How to use χ2 test correctly——the rank sum tests and the implementation of the SAS software
Sichuan jingshen weisheng, 2021 The purpose of this article was to introduce the rank sum test and its SAS implementation. The concrete contents included the following three aspects： ①the simple linear rank test of two-sample data， ②the one-way ANOVA rank sum test of the multi-sample ...
Hu Chunyan, Hu Liangping
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Minimum Distance Tests and Estimates Based on Ranks
Revstat Statistical Journal, 2020 It is well known that the least squares estimate in classical linear regression model is very sensitive to violation of the assumptions, in particular normality of model errors.
Radim Navrátil
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How to use χ2 test correctly——the log-rank test and the implementation of SAS software
Sichuan jingshen weisheng, 2021 The purpose of this article was to introduce the log-rank test and the SAS implementation. There were many different expression forms for the test statistics of the log-rank tests.
Hu Chunyan, Hu Liangping
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Nonparametric multivariate rank tests and their unbiasedness
, 2012 Although unbiasedness is a basic property of a good test, many tests on vector parameters or scalar parameters against two-sided alternatives are not finite-sample unbiased. This was already noticed by Sugiura [Ann. Inst. Statist. Math.
Jurečková, Jana, Kalina, Jan
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A note on exponentially bounded stopping times of certain one-sample sequential rank order tests
International Journal of Mathematics and Mathematical Sciences, 1985 A simple proof of the exponential boundedness of the stopping time of the one-sample sequential probability ratio tests (SPRT's) is obtained.
Z. Govindarajulu
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Asymptotic Theory for Cointegration Analysis When the Cointegration Rank Is Deficient
Econometrics, 2019 We consider cointegration tests in the situation where the cointegration rank is deficient. This situation is of interest in finite sample analysis and in relation to recent work on identification robust cointegration inference.
David H. Bernstein, Bent Nielsen
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On the limiting distributions of multivariate depth-based rank sum statistics and related tests
, 2007 A depth-based rank sum statistic for multivariate data introduced by Liu and Singh [J. Amer. Statist. Assoc. 88 (1993) 252--260] as an extension of the Wilcoxon rank sum statistic for univariate data has been used in multivariate rank tests in quality ...
He, Xuming, Zuo, Yijun
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