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The meta-analysis of standardized regression coefficients is still a challenging issue due to the difficulty of combining beta weights when regression models include different covariates. In this study, a new Concealed Correlations Meta-Analysis (CC-MA) approach is proposed. A simulation study compared the performance of the CC-MA approach with two other approaches: (1) doing separate meta-analyses for beta weights that belong to the same regression model and (2) coding an indicator variable indicating the presence of a covariate in the regression model, and then performing a meta-regression. Results showed that although the meta-regression approach led to a better standard error estimates when a random effects model was fitted, the CC-MA approach led to more accurate estimates of the combined beta weights.
Belén Fernández-Castilla, University of Leuven
Ariel M. Aloe, University of Iowa
Susan Natasha Beretvas, The University of Texas - Austin
Patrick Onghena, KU Leuven
Wim Van den Noortgate, Katholieke Universiteit Leuven