Bayesian Variable Selection for High-Dimensional Mediation Analysis: Application to Metabolomics Data in Epidemiological Studies.

ArXiv Pub Date : 2024-11-26
Youngho Bae, Chanmin Kim, Fenglei Wang, Qi Sun, Kyu Ha Lee
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Abstract

In epidemiological research, causal models incorporating potential mediators along a pathway are crucial for understanding how exposures influence health outcomes. This work is motivated by integrated epidemiological and blood biomarker studies, investigating the relationship between long-term adherence to a Mediterranean diet and cardiometabolic health, with plasma metabolomes as potential mediators. Analyzing causal mediation in such high-dimensional omics data presents substantial challenges, including complex dependencies among mediators and the need for advanced regularization or Bayesian techniques to ensure stable and interpretable estimation and selection of indirect effects. To this end, we propose a novel Bayesian framework for identifying active pathways and estimating indirect effects in the presence of high-dimensional multivariate mediators. Our approach adopts a multivariate stochastic search variable selection method, tailored for such complex mediation scenarios. Central to our method is the introduction of a set of priors for the selection: a Markov random field prior and sequential subsetting Bernoulli priors. The first prior's Markov property leverages the inherent correlations among mediators, thereby increasing power to detect mediated effects. The sequential subsetting aspect of the second prior encourages the simultaneous selection of relevant mediators and their corresponding indirect effects from the two model parts, providing a more coherent and efficient variable selection framework, specific to mediation analysis. Comprehensive simulation studies demonstrate that the proposed method provides superior power in detecting active mediating pathways. We further illustrate the practical utility of the method through its application to metabolome data from two cohort studies, highlighting its effectiveness in real data setting.

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高维中介分析的贝叶斯变量选择:在流行病学研究中代谢组学数据的应用。
在流行病学研究中,包含潜在介质的因果模型对于理解暴露如何影响健康结果至关重要。这项工作的动机是综合流行病学和血液生物标志物研究,调查长期坚持地中海饮食和心脏代谢健康之间的关系,血浆代谢组作为潜在的介质。在这样的高维组学数据中分析因果中介存在着巨大的挑战,包括中介之间复杂的依赖关系,以及需要先进的正则化或贝叶斯技术来确保稳定和可解释的估计和间接效应的选择。为此,我们提出了一种新的贝叶斯框架,用于识别高维多元介质存在的活性途径和估计间接影响。我们的方法采用多变量随机搜索变量选择方法,为这种复杂的中介场景量身定制。我们方法的核心是为选择引入一组先验:马尔可夫随机场先验和顺序子集伯努利先验。第一先验的马尔可夫属性利用中介之间的内在相关性,从而增加了检测中介效应的能力。第二先验的顺序子集方面鼓励同时从两个模型部分中选择相关的中介及其相应的间接影响,为中介分析提供了一个更连贯、更有效的变量选择框架。综合仿真研究表明,该方法在检测主动中介通路方面具有优越的性能。我们通过将该方法应用于两项队列研究的代谢组数据进一步说明了该方法的实用性,突出了其在真实数据设置中的有效性。
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