Meta-analysis of correlation coefficients: a Monte Carlo comparison of fixed- and random-effects methods.

By Andy Field. Psychological methods, 2001

733 citations recorded by the source corpus.

The efficacy of the Hedges and colleagues, Rosenthal-Rubin, and Hunter-Schmidt methods for combining correlation coefficients was tested for cases in which population effect sizes were both fixed and variable. After a brief tutorial on these meta-analytic methods, the author presents two Monte Carlo simulations that compare these methods for cases in which the number of studies in the meta-analysis and the average sample size of studies were varied. In the fixed case the methods produced comparable estimates of the average effect size; however, the Hunter-Schmidt method failed to control the Type I error rate for the associated significance tests. In the variable case, for both the Hedges and colleagues and Hunter-Schmidt methods, Type I error rates were not controlled for meta-analyses including 15 or fewer studies and the probability of detecting small effects was less than .3. Some practical recommendations are made about the use of meta-analysis.

Subfields: Statistics and Probability

View Paper: https://www.semanticscholar.org/paper/98ce8a12bf1f4a9626e04fdcc2e26c39aa710de3

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In Statistics and Probability

  1. Mike W.-L. Cheung
  2. Raphael Gillett
  3. J. Sánchez-Meca
  4. Fulgencio Marín-Martínez
  5. G. Banks
  6. In-Sue Oh
  7. Andy Field
  8. Luca Pietrantoni

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