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Accumulation Bias in meta-analysis: the need to consider time in error control
Judith Ter Schure1, Peter Grünwald1
1Machine Learning, CWI, Science Park 123, 1098 XG Amsterdam, The Netherlands.
Accumulation bias in meta-analysis, caused by time-dependent study results, invalidates p-value tests. Likelihood ratio tests offer a robust alternative, maintaining valid error control despite this inherent bias in accumulating scientific knowledge.
Area of Science:
- Biostatistics
- Meta-analysis methodology
- Scientific research integrity
Background:
- Meta-analyses often rely on accumulated studies, creating time-dependent relationships between analysis timing and study results.
- This temporal dependency introduces "Accumulation Bias," invalidating standard p-value test assumptions and inflating Type I errors.
Purpose of the Study:
- To investigate the influence of time on error control within meta-analysis testing.
- To introduce a framework for modeling dependencies arising from study accumulation and meta-analysis timing.
Main Methods:
- Development of an "Accumulation Bias Framework" to model dependencies in meta-analysis.
- Evaluation of p-value-based tests and likelihood ratio tests under conditions of Accumulation Bias.
Main Results:
- Accumulation Bias is an inevitable consequence of scientific progress and meta-analysis timing.
- P-value-based tests remain invalid even when Accumulation Bias is approximated.
- Likelihood ratio tests demonstrate resilience to Accumulation Bias, providing valid error probability bounds.
Conclusions:
- No p-value-based test can fully overcome Accumulation Bias in meta-analysis.
- Likelihood ratio tests provide a valid approach to error control in time-aware meta-analysis.
- Two strategies for integrating time into error control are proposed: separating or integrating study and meta-analysis timelines using likelihood ratios.
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