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Integrative analysis of genetical genomics data incorporating network structures

机译:包含网络结构的基因基因组学数据的综合分析

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摘要

Abstract In a living organism, tens of thousands of genes are expressed and interact with each other to achieve necessary cellular functions. Gene regulatory networks contain information on regulatory mechanisms and the functions of gene expressions. Thus, incorporating network structures, discerned either through biological experiments or statistical estimations, could potentially increase the selection and estimation accuracy of genes associated with a phenotype of interest. Here, we considered a gene selection problem using gene expression data and the graphical structures found in gene networks. Because gene expression measurements are intermediate phenotypes between a trait and its associated genes, we adopted an instrumental variable regression approach. We treated genetic variants as instrumental variables to address the endogeneity issue. We proposed a two‐step estimation procedure. In the first step, we applied the LASSO algorithm to estimate the effects of genetic variants on gene expression measurements. In the second step, the projected expression measurements obtained from the first step were treated as input variables. A graph‐constrained regularization method was adopted to improve the efficiency of gene selection and estimation. We theoretically showed the selection consistency of the estimation method and derived the L ∞ bound of the estimates. Simulation and real data analyses were conducted to demonstrate the effectiveness of our method and to compare it with its counterparts.
机译:摘要在生物体中,数以千万个基因被表达并相互作用以达到必要的细胞功能。基因监管网络包含关于调节机制的信息和基因表达的功能。因此,通过生物实验或统计估计来辨别网络结构,可能会增加与感兴趣表型相关的基因的选择和估计精度。这里,我们认为使用基因表达数据和基因网络中的图形结构进行了基因选择问题。因为基因表达测量是特征和其相关基因之间的中间表型,所以我们采用了一个乐器可变回归方法。我们将遗传变异视为乐器变量,以解决内分精性问题。我们提出了两步估计程序。在第一步中,我们应用了套索算法来估计遗传变异对基因表达测量的影响。在第二步中,从第一步获得的投影表达测量被视为输入变量。采用了图形约束正则化方法来提高基因选择和估计的效率。理论上我们展示了估计方法的选择一致性,并导出了估计的L∞界限。进行了模拟和实际数据分析,以证明我们方法的有效性,并将其与其对准进行比较。

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