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Reassessing Instrument Strength in Two-Sample Mendelian Randomization Analysis
Medrxiv : the Preprint Server for Health Sciences
|June 29, 2026
Summary
Mendelian randomization (MR) analysis uses genetic variants to infer causality. Including weaker genetic variants (IVs) in MR studies can bias results, especially with small sample sizes, potentially leading to false null associations.
Area of Science:
- Genetic Epidemiology
- Statistical Genetics
- Causal Inference
Background:
- Mendelian randomization (MR) is a key method for estimating causal effects using genetic variants.
- Two-sample MR, utilizing Genome-Wide Association Study (GWAS) summary statistics, is increasingly popular.
- Instrumental variable (IV) selection is crucial, with a trade-off between statistical power and potential bias.
Purpose of the Study:
- To investigate the impact of including weak genetic variants (IVs) in two-sample MR analyses.
- To evaluate the influence of pleiotropy and IV strength on causal effect estimates.
- To assess the role of exposure GWAS sample size in the reliability of MR findings with weak IVs.
Main Methods:
- Simulations were conducted to assess the effects of pleiotropy and weak IVs on MR estimates.
- Real data analyses utilized two versions of FinnGen GWAS summary statistics with varying sample sizes.
- The impact of including IVs with weaker association p-values on causal estimates was examined.
Main Results:
- Pleiotropy significantly increased the variability of causal effect estimates, even at modest levels.
- Inclusion of weak IVs generally did not substantially alter the direction or variability of causal estimates in simulations.
- In real data, weak IVs attenuated effect sizes, particularly in smaller exposure GWAS, risking false null findings.
Conclusions:
- The inclusion of weak IVs in MR analyses is context-dependent, influenced by exposure GWAS sample size.
- Weak IVs can be cautiously incorporated when exposure GWAS sample sizes are large.
- Caution is advised when using weak IVs with small exposure GWAS sample sizes due to the risk of biased, null results.
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