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Adaptive Combination of P-Values for Family-Based Association Testing with Sequence Data

机译:P值的自适应组合用于基于家庭的关联测试和序列数据

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摘要

Family-based study design will play a key role in identifying rare causal variants, because rare causal variants can be enriched in families with multiple affected subjects. Furthermore, different from population-based studies, family studies are robust to bias induced by population substructure. It is well known that rare causal variants are difficult to detect from single-locus tests. Therefore, burden tests and non-burden tests have been developed, by combining signals of multiple variants in a chromosomal region or a functional unit. This inevitably incorporates some neutral variants into the test statistics, which can dilute the power of statistical methods. To guard against the noise caused by neutral variants, we here propose an ‘adaptive combination of P-values method’ (abbreviated as ‘ADA’). This method combines per-site P-values of variants that are more likely to be causal. Variants with large P-values (which are more likely to be neutral variants) are discarded from the combined statistic. In addition to performing extensive simulation studies, we applied these tests to the Genetic Analysis Workshop 17 data sets, where real sequence data were generated according to the 1000 Genomes Project. Compared with some existing methods, ADA is more robust to the inclusion of neutral variants. This is a merit especially when dichotomous traits are analyzed. However, there are some limitations for ADA. First, it is more computationally intensive. Second, pedigree structures and founders' sequence data are required for the permutation procedure. Third, unrelated controls cannot be included. We here show that, for family-based studies, the application of ADA is limited to dichotomous trait analyses with full pedigree information.
机译:基于家庭的研究设计将在识别罕见的因果变异中起关键作用,因为罕见的因果变异可以在患有多个受影响受试者的家庭中得到丰富。此外,与基于人口的研究不同,家庭研究对由人口子结构引起的偏见具有鲁棒性。众所周知,很难从单基因座测试中检测到罕见的因果变异。因此,通过组合染色体区域或功能单元中多个变体的信号,开发了负担测试和非负担测试。这不可避免地将一些中性变量合并到测试统计信息中,这可能会削弱统计方法的功能。为了防止中立变量引起的噪声,我们在这里提出“ P值的自适应组合方法”(简称为“ ADA”)。此方法结合了因果关系更可能是因果关系的每个站点的P值。从合并的统计信息中删除具有大P值的变体(更有可能是中性变体)。除了进行广泛的模拟研究外,我们还将这些测试应用于“遗传分析研讨会”的17个数据集,其中根据1000个基因组计划生成了实际的序列数据。与某些现有方法相比,ADA在包含中性变体方面更加强大。这是一个优点,尤其是在分析二分性状时。但是,ADA有一些限制。首先,它的计算量更大。其次,排列程序需要系谱结构和创建者的序列数据。第三,不包括不相关的控件。我们在这里表明,对于基于家庭的研究,ADA的应用仅限于具有完整谱系信息的二分性状分析。

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  • 作者

    Wan-Yu Lin;

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  • 年(卷),期 -1(9),12
  • 年度 -1
  • 页码 e115971
  • 总页数 16
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