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Varying coefficient model for gene–environment interaction: a non-linear look

机译:基因与环境相互作用的可变系数模型:非线性外观

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摘要

>Motivation: The genetic basis of complex traits often involves the function of multiple genetic factors, their interactions and the interaction between the genetic and environmental factors. Gene–environment (G×E) interaction is considered pivotal in determining trait variations and susceptibility of many genetic disorders such as neurodegenerative diseases or mental disorders. Regression-based methods assuming a linear relationship between a disease response and the genetic and environmental factors as well as their interaction is the commonly used approach in detecting G×E interaction. The linearity assumption, however, could be easily violated due to non-linear genetic penetrance which induces non-linear G×E interaction.>Results: In this work, we propose to relax the linear G×E assumption and allow for non-linear G×E interaction under a varying coefficient model framework. We propose to estimate the varying coefficients with regression spline technique. The model allows one to assess the non-linear penetrance of a genetic variant under different environmental stimuli, therefore help us to gain novel insights into the etiology of a complex disease. Several statistical tests are proposed for a complete dissection of G×E interaction. A wild bootstrap method is adopted to assess the statistical significance. Both simulation and real data analysis demonstrate the power and utility of the proposed method. Our method provides a powerful and testable framework for assessing non-linear G×E interaction.>Contact: >Supplementary information: are available at Bioinformatics online.
机译:>动机:复杂性状的遗传基础通常涉及多种遗传因素的功能,它们之间的相互作用以及遗传和环境因素之间的相互作用。在确定许多遗传疾病(例如神经退行性疾病或精神疾病)的性状变异和易感性方面,基因-环境(G×E)相互作用被认为至关重要。假设疾病反应与遗传和环境因素及其相互作用之间存在线性关系的基于回归的方法是检测G×E相互作用的常用方法。但是,由于非线性遗传外显力会引起非线性G×E相互作用,因此很容易违反线性假设。>结果:在这项工作中,我们建议放宽线性G×E假设并允许在可变系数模型框架下进行非线性G×E相互作用。我们建议使用回归样条技术估计变化系数。该模型可以评估在不同环境刺激下遗传变异的非线性渗透率,因此有助于我们获得对复杂疾病病因的新颖见解。提出了一些统计检验来完整剖析G×E相互作用。采用野生自举法评估统计学意义。仿真和实际数据分析都证明了该方法的强大功能和实用性。我们的方法为评估非线性G×E相互作用提供了强大而可测试的框架。>联系方式: >补充信息:可在Bioinformatics在线获得。

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