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Evaluating meta-analytic methods to detect selective reporting in the presence of dependent effect sizes
Melissa A Rodgers1, James E Pustejovsky1
1Department of Educational Psychology, The University of Texas at Austin.
Selective reporting in meta-analysis is a concern. Ignoring dependent effect sizes inflates errors, but Egger
Area of Science:
- Meta-analysis
- Biostatistics
- Research Synthesis
Background:
- Selective reporting of statistically significant results compromises meta-analytic validity.
- Univariate methods for detecting bias assume independent effect sizes, which is often not the case.
- Studies frequently yield multiple, dependent effect size estimates, necessitating advanced analytical approaches.
Purpose of the Study:
- To evaluate univariate tests for selective reporting and small-study effects when dependent effect sizes are present.
- To assess the performance of Egger's regression test with robust variance estimation (RVE) and multilevel meta-analysis (MLMA) for handling dependent effect sizes.
- To compare these methods against traditional univariate tests and a three-parameter selection model (3PSM).
Main Methods:
- Monte Carlo simulations were employed to evaluate statistical test performance.
- Three univariate tests (trim and fill, Egger's regression, 3PSM likelihood ratio test) were assessed.
- Two Egger's regression variants (RVE, MLMA) were examined for handling dependent effect sizes.
Main Results:
- Ignoring effect size dependence inflated Type I error rates across all univariate tests.
- Egger's regression variants (RVE, MLMA) maintained Type I error rates with dependent effect sizes.
- The 3PSM likelihood ratio test did not fully control Type I error rates.
- Most methods showed limited power to detect selection bias unless bias was strong.
Conclusions:
- Standard univariate tests for selective reporting are unreliable when effect sizes are dependent.
- Egger's regression test, when adapted with RVE or MLMA, offers a more robust approach for dependent effect sizes.
- Careful consideration of effect size dependency is crucial for accurate meta-analysis and bias detection.
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