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Bioinformatics·· 12 天前AI 评分42

FA-MFMR:通过因子增广处理相关纵向暴露的多变量功能孟德尔随机化方法

FA-MFMR: a multivariable functional Mendelian randomization method that accounts for correlated longitudinal exposures via factor augmentation

AI 导读

FA-MFMR 通过整合遗传工具变量、暴露轨迹的功能表示与低维因子结构,估计多个纵向暴露的时变因果效应。模拟显示其估计误差低于对比方法、不确定性量化更高效,尤其适用于高度相关且稀疏观测的纵向暴露。在帕金森病队列的纵向生物标志物上,该方法刻画了轨迹水平系数函数的年龄依赖模式,并提示局部效应的不确定性;R 包与复现代码已公开。

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来源:Bioinformatics · academic.oup.com

论文摘要

Abstract

Motivation

Mendelian randomization (MR) is widely used for causal inference using genetic data, yet most existing MR methods treat exposures as static and have limited capacity to analyze longitudinal measurements. In many biomedical studies, multiple exposures evolve over time, are strongly correlated, and share unobserved temporal structure. Ignoring these features can lead to unstable estimation and reduced power.

Results

We propose factor-augmented multivariable functional Mendelian randomization (FA-MFMR) for estimating time-varying causal effects of multiple longitudinal exposures. FA-MFMR integrates genetic instruments with functional representations of exposure trajectories and a low-dimensional factor structure to capture shared temporal patterns. By separating common temporal variation from exposure-specific components, it mitigates multicollinearity, improves estimation stability, and accommodates sparse causal structures in which some exposures have no effect throughout the observation period. Simulations demonstrate lower estimation error and more efficient uncertainty quantification than competing approaches, particularly for highly correlated and sparsely observed longitudinal exposures. Applied to longitudinal biomarkers in a Parkinson’s disease cohort, FA-MFMR characterizes age-dependent patterns in the estimated trajectory-level coefficient functions while highlighting uncertainty in localized effects.

Availability and implementation

The developed R package and code to reproduce all the results are available at https://github.com/YQHuFD/FA-MFMR.