Reference
Rand Wilcox “A Robust Nonparametric Measure of Effect Size Based on an Analog of Cohen’s d, Plus Inferences About the Median of the Typical Difference” (2019) // Journal of Modern Applied Statistical Methods. Vol. 17. No 2. Pp. jmasm.eP2726. DOI: 10.22237/jmasm/1551905677
Abstract
The paper describes a nonparametric analog of Cohen’s d, Q. It is established that a confidence interval for Q can be computed via a method for computing a confidence interval for the median of D = X1 − X2, which in turn is related to making inferences about P(X1 \textless X2).
Bib
@Article{wilcox2019,
title = {A Robust Nonparametric Measure of Effect Size Based on an Analog of Cohen's d, Plus Inferences About the Median of the Typical Difference},
volume = {17},
issn = {1538-9472},
url = {https://digitalcommons.wayne.edu/jmasm/vol17/iss2/1},
doi = {10.22237/jmasm/1551905677},
abstract = {The paper describes a nonparametric analog of Cohen's d, Q. It is established that a confidence interval for Q can be computed via a method for computing a confidence interval for the median of D = X1 − X2, which in turn is related to making inferences about P(X1 \textless X2).},
language = {en},
number = {2},
urldate = {2020-01-07},
journal = {Journal of Modern Applied Statistical Methods},
author = {Wilcox, Rand},
month = {mar},
year = {2019},
pages = {jmasm.eP2726},
custom-url-pdf = {https://digitalcommons.wayne.edu/cgi/viewcontent.cgi?article=2726&context=jmasm}
}
Backlinks (1)
- Nonparametric Cohen's d-consistent effect size (2020-06-25) 7 8