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关注这篇论文的作者
Ian Barnett
Rajarshi Mukherjee
Xihong Lin

遗传关联研究中检验 SNP 集合效应的广义 Higher Criticism

研究问题
当一个 SNP 集合内部存在相关性、集合规模有限且疾病关联信号稀疏时,如何检验该集合与疾病结局的关联?
方法与思路
作者提出广义 Higher Criticism 检验,允许集合内任意相关结构,进行有限 SNP 数量下的解析 p 值计算并研究检测边界。
材料陈述的贡献
摘要称,该方法突破传统检验的独立性与极高维限制;作者比较不同相关性和稀疏度下的功效,并分析乳腺癌关联资料。
阅读关注点
应核对相关结构如何获得、解析 p 值准确性所需条件、检测边界的渐近设定,以及模拟功效比较中的备择和基准。
阅读边界
仅据版本未注明的 OpenAlex 索引摘要;相关性估计误差、检测边界条件与功效数值未说明,疾病关联也不能直接解释为因果。

原文摘要

It is of substantial interest to study the effects of genes, genetic pathways, and networks on the risk of complex diseases. These genetic constructs each contain multiple SNPs, which are often correlated and function jointly, and might be large in number. However, only a sparse subset of SNPs in a genetic construct is generally associated with the disease of interest. In this article, we propose the generalized higher criticism (GHC) to test for the association between an SNP set and a disease outcome. The higher criticism is a test traditionally used in high-dimensional signal detection settings when marginal test statistics are independent and the number of parameters is very large. However, these assumptions do not always hold in genetic association studies, due to linkage disequilibrium among SNPs and the finite number of SNPs in an SNP set in each genetic construct. The proposed GHC overcomes the limitations of the higher criticism by allowing for arbitrary correlation structures among the SNPs in an SNP-set, while performing accurate analytic p-value calculations for any finite number of SNPs in the SNP-set. We obtain the detection boundary of the GHC test. We compared empirically using simulations the power of the GHC method with existing SNP-set tests over a range of genetic regions with varied correlation structures and signal sparsity. We apply the proposed methods to analyze the CGEM breast cancer genome-wide association study. Supplementary materials for this article are available online.

笔记与分组