Monte Carlo research has demonstrated that there are many applications of the rank transformation that result in an invalid procedure. Examples include the two dependent samples, the factorial analysis of variance, and the factorial analysis of covariance layouts. However, the rank transformation has been shown to be a valid and powerful test in the two independent samples layout. This study demonstrates that the rank transformation is also a robust and powerful alternative to the Hotellings T2 test when the data are on a Likert scale
The nonparametric Wilcoxon Rank Sum (also known as the Mann-Whitney U) and the permutation t-tests a...
Degree awarded: Ph.D. Mathematics and Statistics. American UniversityThe objective of this research ...
A procedure is studied that uses rank-transformed data to perform exact and estimated exact tests, w...
This research is concerned with the rank and normal score transform procedures in which the usual pa...
The Type I Error Rate of the Robust Rank Order test under various population symmetry conditions is ...
The one sample t-test is compared with the Wilcoxon Signed-Rank test for identical data sets represe...
The purpose of this article is to provide an empirical comparison of rank-based normalization method...
In order to obtain exact distributional results without imposing restrictive parametric assumptions,...
A procedure is studied that uses rank transformed data to perform exact and estimated exact tests wh...
Over the years, non-parametric test statistics have been the only solution to solve data that do no...
Recent work has shown that the rank transform methodology is flawed when applied to multifactor desi...
We discuss analysis of 5-grade Likert type data in the two-sample case. Analysis using two-sample t ...
This article compares the small-sample properties of the Agresti-Pendergast and the ATS rank-based m...
Monte Carlo methods were used to examine Type I error and power rates of 2 versions (conventional an...
A number of nonparametric tests are compared empirically for a randomized block layout. We assess te...
The nonparametric Wilcoxon Rank Sum (also known as the Mann-Whitney U) and the permutation t-tests a...
Degree awarded: Ph.D. Mathematics and Statistics. American UniversityThe objective of this research ...
A procedure is studied that uses rank-transformed data to perform exact and estimated exact tests, w...
This research is concerned with the rank and normal score transform procedures in which the usual pa...
The Type I Error Rate of the Robust Rank Order test under various population symmetry conditions is ...
The one sample t-test is compared with the Wilcoxon Signed-Rank test for identical data sets represe...
The purpose of this article is to provide an empirical comparison of rank-based normalization method...
In order to obtain exact distributional results without imposing restrictive parametric assumptions,...
A procedure is studied that uses rank transformed data to perform exact and estimated exact tests wh...
Over the years, non-parametric test statistics have been the only solution to solve data that do no...
Recent work has shown that the rank transform methodology is flawed when applied to multifactor desi...
We discuss analysis of 5-grade Likert type data in the two-sample case. Analysis using two-sample t ...
This article compares the small-sample properties of the Agresti-Pendergast and the ATS rank-based m...
Monte Carlo methods were used to examine Type I error and power rates of 2 versions (conventional an...
A number of nonparametric tests are compared empirically for a randomized block layout. We assess te...
The nonparametric Wilcoxon Rank Sum (also known as the Mann-Whitney U) and the permutation t-tests a...
Degree awarded: Ph.D. Mathematics and Statistics. American UniversityThe objective of this research ...
A procedure is studied that uses rank-transformed data to perform exact and estimated exact tests, w...