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Meta-analysis and partial correlation coefficients: A matter of weights
Sanghyun Hong1, W Robert Reed1
1Department of Economics and Finance & UCMeta, University of Canterbury, Christchurch, New Zealand.
Researchers suggest using a suboptimal estimator for partial correlation coefficients (PCCs) in meta-analyses. However, this study finds other estimators may perform better, indicating more research is needed for best practices.
Area of Science:
- Statistics
- Biostatistics
- Meta-analysis
Background:
- A recent study recommended using a suboptimal estimator for partial correlation coefficients (PCCs) standard error in meta-analysis weighting.
- This recommendation was based on Monte Carlo simulations.
Approach:
- This study re-evaluates the simulation framework used in the prior research.
- It explores alternative estimators for PCC standard error beyond the one recommended.
- The performance of different estimators was compared within a simulation environment.
Key Points:
- The previously recommended suboptimal estimator for PCC standard error is not necessarily the best performing.
- Other estimators demonstrated superior performance in the simulations conducted.
- The findings challenge the universality of the prior recommendation.
Conclusions:
- The current evidence is insufficient to establish definitive best practices for meta-analyses using PCCs.
- Further research is required to identify optimal estimators for PCC standard error in various meta-analytic contexts.
- A cautious approach is advised for meta-analysts regarding weighting procedures with PCCs.
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