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requivalent, Meta-Analysis, and RobustnessAn Empirical Examination of Rosenthal and Rubin's Effect Size IndicatorUniversity of Northern Iowa, andy.gilpin{at}uni.edu Rosenthal and Rubin introduced a general effect size index, requivalent, for use in meta-analyses of two-group experiments; it employs p values from reports of the original studies to determine an equivalent t test and the corresponding point-biserial correlation coefficient. The present investigation used Monte Carlo—simulated meta-analyses to examine the impact on requivalent effect sizes of research using independent-groups, pooled-variance t tests with that using a less powerful median test. As expected, estimates based on t were higher. These differences were consistent even in the presence of strong variance heterogeneity when data were distributed normally, but not when data were nonnormal. The results suggested that the use of requivalent be confined to combining studies using inferential tests with comparable power and robustness; they also cast doubt on the use of requivalent when data are not distributed normally.
Key Words: effect size • meta-analysis • computer simulation • normal distribution
This version was published on February
1, 2008 Educational and Psychological Measurement, Vol. 68, No. 1,
42-57 (2008) |
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