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A Bayesian structural equation model in general pedigree data analysis

机译:一般血统数据分析中的贝叶斯结构方程模型

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Structural equation modeling (SEM) is a powerful, comprehensive, and flexible multivariate statistical method for modeling relationships between observed and latent variables. However, in genetic association analysis, frequentist approaches to fitting SEMs do not always lead to convergence and admissible solutions for complex models, categorical variables, complicated data structures such as pedigree data and small sample sizes. Accordingly, to conduct a SEM pedigree data analysis, Stan platform as a probabilistic programming language was applied in our study to propose a new version of the Bayesian approach that adopts Hamiltonian Monte Carlo (HMC) and data augmentation techniques. At first, a comprehensive simulation study was conducted to compare the precision of each parameter of the suggested method with that of the classic technique in terms of bias, alpha error rate, and coverage probability. After that, the method was applied to real data with a conceptual model including ordinal indicators in order to conduct genetic association analysis of two well‐known genetic markers with metabolic syndrome trait. The simulation findings revealed the proposed Bayesian method was a more efficient technique than MLE approach. Moreover, Bayesian approach yielded a better statistical performance in solving the problems than did classic approach.
机译:结构方程建模(SEM)是一种强大,全面,灵活的多变量统计方法,用于在观察和潜在变量之间建模关系。然而,在遗传关联分析中,拟合SEM的频率方法并不总是导致复杂模型,分类变量,复杂的数据结构等融合和可接受的解决方案,例如血统数据和小样本尺寸。因此,为了进行SEM谱系数据分析,在我们的研究中应用了STAN平台作为概率编程语言,提出了一种新的贝叶斯方法,采用哈密顿蒙特卡罗(HMC)和数据增强技术。首先,进行了全面的仿真研究,以比较所建议的方法的每个参数的精度,以偏差,α错误率和覆盖概率的经典技术。之后,将该方法应用于具有概念模型的真实数据,包括序数指标,以便对代谢综合征特征进行两种公知的遗传标记进行遗传关联分析。仿真结果显示,所提出的贝叶斯方法是比MLE方法更有效的技术。此外,贝叶斯方法在解决问题方面产生了更好的统计表现,而不是经典方法。

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