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A Scalable Method for Estimating the Regional Polygenicity of Complex Traits

机译:一种估计复杂性状区域多基因性的可扩展方法

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A key question in human genetics is understanding the proportion of SNPs modulating a particular phenotype or the proportion of susceptibility SNPs for a disease, termed polygenicity. Previous studies have observed that complex traits tend to be highly polygenic, opposing the previous belief that only a handful of SNPs contribute to a trait [1-4]. Beyond these genome-wide estimates, the distribution of polygenicity across genomic regions as well as the genomic factors that affect regional polygenicity remain poorly understood. A reason for this gap is that methods for estimating polygenicity utilize SNP effect sizes from GWAS. However, due to LD and noise from the regression performed in GWAS, all effect sizes estimated from GWAS are non-zero, but not every SNP is truly a susceptibility SNP. Estimating polygenicity from GWAS while accounting for LD requires fully conditioning on the "susceptibility status" of every SNP and explicitly enumerating all possible configurations of susceptibility SNPs. This creates an exponential search space of 2~M, where M is the number of SNPs, which is intractable even when analyses are within small regions in the genome.
机译:人类遗传学中的一个关键问题是了解调节特定表型的SNP比例或疾病易感性SNP的比例,称为多基因性。先前的研究已经观察到,复杂的性状倾向于高度多基因,这与以前的观点相反,即只有少数的SNP会促进该性状[1-4]。除了这些全基因组的估计之外,人们对基因组区域中多基因性的分布以及影响区域多基因性的基因组因素仍然知之甚少。造成这种差距的原因是,估计多基因性的方法利用了来自GWAS的SNP效应大小。但是,由于LD和GWAS中回归的噪声,从GWAS估计的所有效应大小都不为零,但并非每个SNP都是真正的易感性SNP。从GWAS估计LD时的多基因性,需要对每个SNP的“易感性状态”进行充分调节,并明确列举出所有易感性SNP的可能构型。这将创建2〜M的指数搜索空间,其中M是SNP的数量,即使分析位于基因组中的小区域内,这也是难以解决的。

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