Quantifying the contribution of dominance deviation effects to complex trait variation in biobank-scale data.
Quantifying the contribution of dominance deviation effects to complex trait variation in biobank-scale data.
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DOI:
10.1016/j.ajhg.2021.03.018
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发表时间:
2021-05-06
影响因子:
9.8
通讯作者:
Sankararaman S
中科院分区:
文献类型:
--
作者:
Pazokitoroudi A;Chiu AM;Burch KS;Pasaniuc B;Sankararaman S
The proportion of variation in complex traits that can be attributed to non-additive genetic effects has been a topic of intense debate. The availability of biobank-scale datasets of genotype and trait data from unrelated individuals opens up the possibility of obtaining precise estimates of the contribution of non-additive genetic effects. We present an efficient method to estimate the variation in a complex trait that can be attributed to additive (additive heritability) and dominance deviation (dominance heritability) effects across all genotyped SNPs in a large collection of unrelated individuals. Over a wide range of genetic architectures, our method yields unbiased estimates of additive and dominance heritability. We applied our method, in turn, to array genotypes as well as imputed genotypes (at common SNPs with minor allele frequency [MAF] > 1%) and 50 quantitative traits measured in 291,273 unrelated white British individuals in the UK Biobank. Averaged across these 50 traits, we find that additive heritability on array SNPs is 21.86% while dominance heritability is 0.13% (about 0.48% of the additive heritability) with qualitatively similar results for imputed genotypes. We find no statistically significant evidence for dominance heritability ( accounting for the number of traits tested) and estimate that dominance heritability is unlikely to exceed 1% for the traits analyzed. Our analyses indicate a limited contribution of dominance heritability to complex trait variation.
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影响因子:
4.5
作者:
Visscher PM;Hemani G;Vinkhuyzen AA;Chen GB;Lee SH;Wray NR;Goddard ME;Yang J
通讯作者:
Yang J
影响因子:
64.8
作者:
Bycroft C;Freeman C;Petkova D;Band G;Elliott LT;Sharp K;Motyer A;Vukcevic D;Delaneau O;O'Connell J;Cortes A;Welsh S;Young A;Effingham M;McVean G;Leslie S;Allen N;Donnelly P;Marchini J
通讯作者:
Marchini J
影响因子:
2.6
作者:
HASEMAN, JK;ELSTON, RC
通讯作者:
ELSTON, RC
影响因子:
9.8
作者:
Zhu, Zhihong;Bakshi, Andrew;Yang, Jian
通讯作者:
Yang, Jian
影响因子:
4.5
作者:
Ge T;Chen CY;Neale BM;Sabuncu MR;Smoller JW
通讯作者:
Smoller JW