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A general approach for combining diverse rare variant association tests provides improved robustness across a wider range of genetic architectures

机译:结合各种稀有变异关联测试的通用方法可在更广泛的遗传结构中提供更高的鲁棒性

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The widespread availability of genome sequencing data made possible by way of next-generation technologies has yielded a flood of different gene-based rare variant association tests. Most of these tests have been published because they have superior power for particular genetic architectures. However, for applied researchers it is challenging to know which test to choose in practice when little is known a priori about genetic architecture. Recently, tests have been proposed which combine two particular individual tests (one burden and one variance components) to minimize power loss while improving robustness to a wider range of genetic architectures. In our analysis we propose an expansion of these approaches, yielding a general method that works for combining any number of individual tests. We demonstrate that running multiple different tests on the same data set and using a Bonferroni correction for multiple testing is never better than combining tests using our general method. We also find that using a test statistic that is highly robust to the inclusion of non-causal variants (joint-infinity) together with a previously published combined test (sequence kernel adaptive test-optimal) provides improved robustness to a wide range of genetic architectures and should be considered for use in practice. Software for this approach is supplied. We support the increased use of combined tests in practice - as well as further exploration of novel combined testing approaches using the general framework provided here - to maximize robustness of rare variant testing strategies against a wide range of genetic architectures.
机译:通过下一代技术实现的基因组测序数据的广泛可用性已产生了大量基于不同基因的稀有变异关联测试。这些测试大多数已发布,因为它们对于特定的遗传结构具有优越的功能。但是,对于应用研究人员来说,在对遗传结构没有先验知识的情况下,要知道在实践中选择哪种测试是一项挑战。最近,已经提出了将两个特定的个体测试(一个负担和一个方差分量)结合起来的测试,以最大程度地降低功率损耗,同时提高对更广泛遗传结构的鲁棒性。在我们的分析中,我们提出了这些方法的扩展,从而产生了一种适用于组合任意数量的单个测试的通用方法。我们证明,在同一个数据集上运行多个不同的测试,并对多个测试使用Bonferroni校正永远比使用我们的常规方法组合测试更好。我们还发现,使用对包含非因果变量(联合无穷大)非常有鲁棒性的测试统计数据以及以前发布的组合测试(序列核自适应测试最优)可以为广泛的遗传结构提供增强的鲁棒性并应考虑在实践中使用。提供了用于此方法的软件。我们支持在实践中增加使用组合测试,以及使用此处提供的通用框架进一步探索新颖的组合测试方法,以最大程度地提高稀有变异测试策略针对各种遗传结构的鲁棒性。

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