Almost exact Mendelian randomization
Matthew J Tudball, George Davey Smith, Qingyuan Zhao

TL;DR
This paper formalizes Mendelian randomization (MR) using causal graphical models and within-family designs, providing a rigorous, bias-reducing framework that leverages genetic randomness for causal inference.
Contribution
It develops a causal graphical model for MR, detects biases, and proposes a novel within-family randomization test based on meiosis and fertilization, enhancing robustness and interpretability.
Findings
The approach reduces bias from population structure and pleiotropy.
It is robust to weak instruments and model misspecification.
The method is demonstrated with real data from the ALSPAC study.
Abstract
Mendelian randomization (MR) is a natural experimental design based on the random transmission of genes from parents to offspring. However, this inferential basis is typically only implicit or used as an informal justification. As parent-offspring data becomes more widely available, we advocate a different approach to MR that is exactly based on this natural randomization, thereby formalizing the analogy between MR and randomized controlled trials. We begin by developing a causal graphical model for MR which represents several biological processes and phenomena, including population structure, gamete formation, fertilization, genetic linkage, and pleiotropy. This causal graph is then used to detect biases in population-based MR studies and identify sufficient confounder adjustment sets to correct these biases. We then propose a randomization test in the within-family MR design using the…
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Taxonomy
TopicsEvolution and Genetic Dynamics · Genetic Mapping and Diversity in Plants and Animals · Genetic Associations and Epidemiology
