Robust Mendelian Randomization Estimation using Weighted Quantile Regression
Julien St-Pierre, Archer Y. Yang, Mireille E. Schnitzer, Marc-Andr\'e Legault

TL;DR
This paper introduces MR-Quantile, a robust Mendelian randomization method using weighted quantile regression to handle pleiotropy, demonstrated through simulations and an application to heart rate and atrial fibrillation.
Contribution
The paper presents a novel MR method based on weighted quantile regression that is robust to both correlated and uncorrelated pleiotropy, improving causal inference in genetic studies.
Findings
MR-Quantile performs well with many invalid IVs and weak pleiotropic effects.
Simulation results show improved robustness over existing methods.
Application to heart rate and atrial fibrillation demonstrates practical utility.
Abstract
In Mendelian randomization (MR) studies, genetic variants are used as instrumental variables (IVs) to investigate causal relationships between exposures and outcomes based on observational data. However, numerous genetic studies have shown the pervasive pleiotropy of genetic variants, meaning that many, if not most, variants are associated with multiple traits, potentially violating the core assumptions of IV estimation. Uncorrelated pleiotropy occurs when genetic variants have a direct effect on the outcome that is not mediated by the exposure, while correlated pleiotropy occurs when genetic variants affect the exposure and outcome via shared heritable confounders. In this work, we propose a novel MR method, called MR-Quantile, based on weighted quantile regression (WQR) that is robust to both correlated and uncorrelated pleiotropy. We propose a procedure for selecting the optimal…
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