A benchmark study on current GWAS models in admixed populations.
A benchmark study on current GWAS models in admixed populations.
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混合人群中当前GWAS模型的基准研究。
DOI:
10.1093/bib/bbad437
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发表时间:
2023-11-22
影响因子:
9.5
通讯作者:
中科院分区:
文献类型:
--
作者:
The performances of popular genome-wide association study (GWAS) models have not been examined yet in a consistent manner under the scenario of genetic admixture, which introduces several challenging aspects: heterogeneity of minor allele frequency (MAF), wide spectrum of case–control ratio, varying effect sizes, etc. We generated a cohort of synthetic individuals (N = 19 234) that simulates (i) a large sample size; (ii) two-way admixture (Native American and European ancestry) and (iii) a binary phenotype. We then benchmarked three popular GWAS tools [generalized linear mixed model associated test (GMMAT), scalable and accurate implementation of generalized mixed model (SAIGE) and Tractor] by computing inflation factors and power calculations under different MAFs, case–control ratios, sample sizes and varying ancestry proportions. We also employed a cohort of Peruvians (N = 249) to further examine the performances of the testing models on (i) real genetic and phenotype data and (ii) small sample sizes. In the synthetic cohort, SAIGE performed better than GMMAT and Tractor in terms of type-I error rate, especially under severe unbalanced case–control ratio. On the contrary, power analysis identified Tractor as the best method to pinpoint ancestry-specific causal variants but showed decreased power when the effect size displayed limited heterogeneity between ancestries. In the Peruvian cohort, only Tractor identified two suggestive loci (P-value ) associated with Native American ancestry. The current study illustrates best practice and limitations for available GWAS tools under the scenario of genetic admixture. Incorporating local ancestry in GWAS analyses boosts power, although careful consideration of complex scenarios (small sample sizes, imbalance case–control ratio, MAF heterogeneity) is needed.
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影响因子:
30.8
作者:
Atkinson EG;Maihofer AX;Kanai M;Martin AR;Karczewski KJ;Santoro ML;Ulirsch JC;Kamatani Y;Okada Y;Finucane HK;Koenen KC;Nievergelt CM;Daly MJ;Neale BM
通讯作者:
Neale BM
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Lee JJ
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Kuonen, D
通讯作者:
Kuonen, D
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Sofer, Tamar;Guo, Na
通讯作者:
Guo, Na
影响因子:
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作者:
Maples, Brian K.;Gravel, Simon;Bustamante, Carlos D.
通讯作者:
Bustamante, Carlos D.