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IMPRINTING AND MATERNAL EFFECT DETECTION USING PARTIAL LIKELIHOOD BASED ON DISCORDANT SIBPAIR DATA

机译:基于不和谐的SIBPAIR数据,使用部分可能性的印迹和母体效应检测

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Numerous statistical methods have been developed to explore genomic imprinting and maternal effects, which are causes of parent-of-origin patterns in complex human diseases and are confounded. However, most of these methods have limitations: they may model only one of the two confounded epigenetic effects; they may make strong, yet unrealistic assumptions about the population to avoid over-parameterization; or they are applicable only to study designs that require the recruitment of difficult-to-obtain control families. In this study, we develop a partial likelihood method for detecting imprinting and maternal effects for a discordant sibpair design (LIMEDSP) utilizing all available sibship data without the need to recruit separate control families. By matching affected and unaffected probands and stratifying according to their familial genotypes, a partial likelihood component free of nuisance parameters can be extracted from the full likelihood. This alleviates the need to make assumptions about the population. Our theoretical analysis shows that the partial maximum likelihood estimators based on LIMEDSP are consistent and asymptotically normally distributed. Using a closed-form formula, we compare a study design with more independent families and a design with larger families by keeping the total number of individuals that need to be genotyped fixed. We also conduct a simulation study to demonstrate the robust property of LIMEDSP and show that it is a powerful approach that does not require recruiting control families. To illustrate its practical utility, LIMEDSP is applied to a clubfoot disease data set and to the data from the Framingham Heart Study.
机译:已经开发了许多统计方法以探索基因组印记和母体效应,这是复杂人类疾病中原产地模式的原因,并且被混淆。然而,大多数方法都有局限性:它们可以仅模拟两个混淆的表观遗传效应之一;他们可能对人口产生强烈,但不切实际的假设,以避免过度参数化;或者它们仅适用于需要招募难以获得的控制家庭的设计。在这项研究中,我们开发了用于检测不可能的Sibpair设计(LimEdSP)的备份和母体效果的部分似然方法,利用所有可用的Sibship数据,无需招募单独的控制家庭。通过匹配受影响和未受影响的证据和根据其家族基因型分层,可以从完全可能性中提取不滋扰参数的部分似然组分。这减轻了对人口做出假设的必要性。我们的理论分析表明,基于LimEdSP的部分最大似然估计是一致的且渐近平常分布的。使用封闭式公式,我们通过保持需要进行基因分型需要的个体的总数来比较与更多独立的家庭和设计具有更大家庭的设计。我们还开展模拟研究,以展示LimEdsp的强大财产,并表明它是一种强大的方法,不需要招聘控制家庭。为了说明其实用实用程序,LimEdsp应用于Clubfoot疾病数据集和来自Framingham心脏研究的数据。

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