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Comparison of F-tests for Univariate and Multivariate Mixed-Effect Models in Genome-Wide Association Mapping

机译:全基因组关联映射中单变量和多元混合效应模型的F检验比较

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摘要

Genome-wide association mapping (GWA) has been widely applied to a variety of species to identify genomic regions responsible for quantitative traits. The use of multivariate information could enhance the detection power of GWA. Although mixed-effect models are frequently used for GWA, the utility of F-tests for multivariate mixed-effect models is not well-recognized. Thus, we compared the F-tests for univariate and multivariate mixed-effect models with simulations. The superiority of the multivariate F-test over the univariate test varied depending on three parameters: phenotypic correlation between variates (r), relative size of quantitative trait locus effects between variates (ad), and missing proportion of phenotypic records (mprop). Simulation results showed that, when mprop was low, the multivariate F-test outperformed the univariate test as r and ad differ, and as mprop increased, the multivariate F-test outperformed as ad increased. These observations were consistent with results of the analytical evaluation of the F-value. When mprop was at the maximum, i.e., when no individual had phenotypic values for multiple variates, as in the case of meta-analysis, the multivariate F-test gained more detection power as ad increased. Although using multivariate information in mixed-effect model contexts did not always ensure more detection power than with univariate tests, the multivariate F-test will be a method applied when multivariate data are available because it does not show inflation of signals and could lead to new findings.
机译:全基因组关联映射(GWA)已广泛应用于各种物种,以鉴定负责定量性状的基因组区域。多元信息的使用可以增强GWA的检测能力。尽管GWA经常使用混合效应模型,但对于多元混合效应模型的F检验效用尚未得到很好的认识。因此,我们将单变量和多变量混合效应模型的F检验与仿真进行了比较。多元F检验优于单变量检验的优劣取决于三个参数:变量之间的表型相关性(r),变量之间的数量性状基因座效应的相对大小(ad)以及表型记录的缺失比例(mprop)。仿真结果表明,当mprop低时,随着r和ad的不同,多元F检验的表现优于单变量检验;随着mprop的增加,多元ad的检验随ad的增加而胜于单变量。这些观察结果与F值的分析评估结果一致。当mprop达到最大值时,即当没有个体具有多个变量的表型值时(如荟萃分析的情况),随着 a d的增加,多变量F检验获得了更高的检测能力。尽管在混合效应模型环境中使用多元信息并不总是能确保比单变量检验具有更多的检测能力,但是当多元数据可用时,多元 F 检验将是一种方法,因为它不会显示膨胀信号,并可能导致新发现。

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