Methods for Second Order Meta-Analysis and Illustrative Applications
By Frank L. Schmidt, In-Sue Oh. 2013
139 citations recorded by the source corpus.
Subfields: Management Science and Operations Research, Statistics and Probability
View Paper: https://www.semanticscholar.org/paper/26de2f0f6ceb202254d9a6cf5503556cbe3125ce
How researchers see this paper
The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.
In Management Science and Operations Research
- Martin Eisend
- Farid Tarrahi
- Reinout E. de Vries
- Margriet Bentvelzen
- Janneke K. Oostrom
- J. Pletzer
- Kaifeng Jiang
- Patrick F. McKay
In Statistics and Probability
- Martin Eisend
- Farid Tarrahi
- Margriet Bentvelzen
- Reinout E. de Vries
- Janneke K. Oostrom
- J. Pletzer
- Kaifeng Jiang
- Patrick F. McKay
Citations in the corpus
- Have We Progressed Marketing Knowledge? A Meta-Meta-Analysis of Effect Sizes in Marketing Research (2015, methodology): “By relying on large samples and repeated tests, meta-analysis averages out sampling error deviations from correct values and can correct mean values for distortions due to measurement error and other artifacts (Schmidt 1992).”
- A meta-analysis of the relations between personality and workplace deviance: Big Five versus HEXACO (2019, methodology): “These moderator analyses for the HEXACO included a relatively small number of studies ( k = 2–5), and therefore had low statistical power to detect significant relations and might have been influenced by second order sampling error (Schmidt & Oh, 2013).”
- The Effectiveness of Advertising: A Meta-Meta-Analysis of Advertising Inputs and Outcomes (2016, methodology): “Themethod used for a second-order meta-analyses is a straightforward generalization of first-order meta-analysis methods to the analysis of mean effect size estimates (i.e., meta-analytic effect sizes) across multiple meta-analyses (Schmidt and Oh 2013).”
- A Meta-Analysis Integrating 25 Years of Diversity Climate Research (2020, background): “…noted that meta-analytic results (in particular, true standard deviation estimates) based on smaller numbers of studies (e.g., k < 5) are more subject to second order sampling error (sampling error still left even after removing first-order sampling error; see Schmidt & Oh, 2013 for more details).”