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首页> 外文期刊>BMC proceedings. >Type I error rates of rare single nucleotide variants are inflated in tests of association with non–normally distributed traits using simple linear regression methods
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Type I error rates of rare single nucleotide variants are inflated in tests of association with non–normally distributed traits using simple linear regression methods

机译:I型罕见单核苷酸变体的误差率在使用简单的线性回归方法的与非正常分布性状的关联的测试中膨胀

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In this study, the effects of (a) the minor allele frequency of the single nucleotide variant (SNV), (b) the degree of departure from normality of the trait, and (c) the position of the SNVs on type I error rates were investigated in the Genetic Analysis Workshop (GAW) 19 whole exome sequence data. To test the distribution of the type I error rate, 5 simulated traits were considered: standard normal and gamma distributed traits; 2 transformed versions of the gamma trait (log10 and rank-based inverse normal transformations); and trait Q1 provided by GAW 19. Each trait was tested with 313,340 SNVs. Tests of association were performed with simple linear regression and average type I error rates were determined for minor allele frequency classes. Rare SNVs (minor allele frequency??0.05) showed inflated type I error rates for non-normally distributed traits that increased as the minor allele frequency decreased. The inflation of average type I error rates increased as the significance threshold decreased. Normally distributed traits did not show inflated type I error rates with respect to the minor allele frequency for rare SNVs. There was no consistent effect of transformation on the uniformity of the distribution of the location of SNVs with a type I error.
机译:在这项研究中,(a)单核苷酸变体(SNV)的次要等位基因频率的影响(b)偏离特性的偏离程度,以及(c)SNVS对I型错误率的位置在遗传分析研讨会(GAW)19整个Exome序列数据中进行了研究。为了测试I型错误率的分布,考虑了5种模拟特性:标准正常和伽马分布式特征; 2转换版的伽玛特征(LOG10和基于秩的逆正常变换);和GAW 19提供的特质Q1。每种特征都以313,340个SNV测试。使用简单的线性回归执行关联的测试,并且针对轻微的等位基因频率确定了平均I型错误速率。罕见的SNV(次要等位基因频率?<?0.05)显示出由于次要等位基因频率降低而增加的非正常分布性特性的I型误差速率。随着显着性阈值下降的平均I误差率的膨胀增加。通常分布的性状未显示稀有SNV的次要等位基因频率膨胀I型错误率。对SNV的位置的均匀性与I型错误的均匀性没有一致的效果。

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