Denouncing the use of field-specific effect size distributions to inform magnitude
An effect size (ES) provides valuable information regarding the magnitude of effects, with the interpretation of magnitude being the most important. Interpreting ES magnitude requires combining information from the numerical ES value and the context of the research. However, many researchers adopt p...
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doaj-bcc27dcba313452f837e2efb6ab9fffe2021-06-16T15:05:06ZengPeerJ Inc.PeerJ2167-83592021-06-019e1138310.7717/peerj.11383Denouncing the use of field-specific effect size distributions to inform magnitudeEmily PanzarellaNataly BeribiskyRobert A. CribbieAn effect size (ES) provides valuable information regarding the magnitude of effects, with the interpretation of magnitude being the most important. Interpreting ES magnitude requires combining information from the numerical ES value and the context of the research. However, many researchers adopt popular benchmarks such as those proposed by Cohen. More recently, researchers have proposed interpreting ES magnitude relative to the distribution of observed ESs in a specific field, creating unique benchmarks for declaring effects small, medium or large. However, there is no valid rationale whatsoever for this approach. This study was carried out in two parts: (1) We identified articles that proposed the use of field-specific ES distributions to interpret magnitude (primary articles); and (2) We identified articles that cited the primary articles and classified them by year and publication type. The first type consisted of methodological papers. The second type included articles that interpreted ES magnitude using the approach proposed in the primary articles. There has been a steady increase in the number of methodological and substantial articles discussing or adopting the approach of interpreting ES magnitude by considering the distribution of observed ES in that field, even though the approach is devoid of a theoretical framework. It is hoped that this research will restrict the practice of interpreting ES magnitude relative to the distribution of ES values in a field and instead encourage researchers to interpret such by considering the specific context of the study.https://peerj.com/articles/11383.pdfEffect sizesDistribution of effect sizesCohen’s dPearson’s rEffect size magnitudePractical significance |
collection |
DOAJ |
language |
English |
format |
Article |
sources |
DOAJ |
author |
Emily Panzarella Nataly Beribisky Robert A. Cribbie |
spellingShingle |
Emily Panzarella Nataly Beribisky Robert A. Cribbie Denouncing the use of field-specific effect size distributions to inform magnitude PeerJ Effect sizes Distribution of effect sizes Cohen’s d Pearson’s r Effect size magnitude Practical significance |
author_facet |
Emily Panzarella Nataly Beribisky Robert A. Cribbie |
author_sort |
Emily Panzarella |
title |
Denouncing the use of field-specific effect size distributions to inform magnitude |
title_short |
Denouncing the use of field-specific effect size distributions to inform magnitude |
title_full |
Denouncing the use of field-specific effect size distributions to inform magnitude |
title_fullStr |
Denouncing the use of field-specific effect size distributions to inform magnitude |
title_full_unstemmed |
Denouncing the use of field-specific effect size distributions to inform magnitude |
title_sort |
denouncing the use of field-specific effect size distributions to inform magnitude |
publisher |
PeerJ Inc. |
series |
PeerJ |
issn |
2167-8359 |
publishDate |
2021-06-01 |
description |
An effect size (ES) provides valuable information regarding the magnitude of effects, with the interpretation of magnitude being the most important. Interpreting ES magnitude requires combining information from the numerical ES value and the context of the research. However, many researchers adopt popular benchmarks such as those proposed by Cohen. More recently, researchers have proposed interpreting ES magnitude relative to the distribution of observed ESs in a specific field, creating unique benchmarks for declaring effects small, medium or large. However, there is no valid rationale whatsoever for this approach. This study was carried out in two parts: (1) We identified articles that proposed the use of field-specific ES distributions to interpret magnitude (primary articles); and (2) We identified articles that cited the primary articles and classified them by year and publication type. The first type consisted of methodological papers. The second type included articles that interpreted ES magnitude using the approach proposed in the primary articles. There has been a steady increase in the number of methodological and substantial articles discussing or adopting the approach of interpreting ES magnitude by considering the distribution of observed ES in that field, even though the approach is devoid of a theoretical framework. It is hoped that this research will restrict the practice of interpreting ES magnitude relative to the distribution of ES values in a field and instead encourage researchers to interpret such by considering the specific context of the study. |
topic |
Effect sizes Distribution of effect sizes Cohen’s d Pearson’s r Effect size magnitude Practical significance |
url |
https://peerj.com/articles/11383.pdf |
work_keys_str_mv |
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