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Zero-cell corrections in random-effects meta-analyses.

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This summary is machine-generated.

Adding a small increment to all 2x2 tables, even those without zero cells, significantly worsens log odds ratio estimates in meta-analysis. This method is less effective than correcting only tables with zero cells.

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Area of Science:

  • Biostatistics
  • Meta-analysis
  • Epidemiology

Background:

  • Standard estimators for log odds ratio (unconditional maximum likelihood estimator) and its standard error (delta-method) are undefined when 2x2 tables have zero cells.
  • Zero-cell issues persist in meta-analysis for overall log odds ratio estimation.
  • Zero-cell corrections, while known to be problematic, are still frequently employed.

Purpose of the Study:

  • To compare the performance of two distinct zero-cell correction methods for log odds ratio estimation in meta-analysis.
  • To identify and discourage a particularly detrimental zero-cell correction strategy.

Main Methods:

  • A simulation study was conducted to evaluate two zero-cell correction methods under an ordinary random-effects model.
  • Method (a): Adding 0.5 to all cells in all 2x2 tables, irrespective of zero cells.
  • Method (b): Adding 0.5 only to cells in 2x2 tables containing at least one zero cell.

Main Results:

  • Correction method (a) demonstrated poorer performance compared to method (b).
  • The simulation results indicate significant negative impacts from applying a universal increment.

Conclusions:

  • The study strongly advises against the use of adding a constant increment to all cells in all 2x2 tables, regardless of zero-cell presence.
  • Correction method (b), which selectively targets tables with zero cells, is comparatively superior.