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The posterior probability of linkage allowing for linkage disequilibrium and a new estimate of disequilibrium between a trait and a marker.

机译:连锁的后验概率允许连锁不平衡以及性状和标记之间不平衡的新估计。

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摘要

In previous work, we have developed a Bayesian approach to linkage analysis based on the posterior probability of linkage (PPL). To date, however, the method has assumed linkage equilibrium in the population from which the families are sampled. We have now generalized the PPL to allow for linkage disequilibrium (LD), by incorporating variable phase probabilities into the underlying linkage likelihood. This enables us to recover the marginal posterior density of the recombination fraction, integrating out nuisance parameters of the trait model including the locus heterogeneity (admixture) parameter and other trait model parameters, as well as a vector of LD parameters. The marginal posterior density can then be updated across data subsets or new data as they become available, while allowing parameters of the trait model to vary between data sets. In the case of SNPs, the likelihood can be parameterized in terms of the standard single LD parameter D'; and it therefore affords a mechanism for estimation of D' between the marker and the trait, again, without fixing the parameters of the trait model and allowing for updating across data sets. We have implemented a version of this new LD-PPL for SNPs and evaluated its performance in nuclear families. Our simulations show that LD-PPLs tend to be larger than PPLs (stronger evidence in favor of linkage/LD) with increased LD level, under a variety of generating models; while in the absence of linkage and LD, LD-PPLs tend to be smaller than PPLs (stronger evidence against linkage). The estimate of D' also behaves well even in relatively small, heterogeneous samples. We have applied the method to a previously published schizophrenia dataset, where strong LD has been detected between the region of CAPON on chromosome 1q22 and schizophrenia. Stronger linkage signals have been obtained using the LD-PPL than using the PPL, suggesting the LD-PPL method may be more powerful for gene identification even in complex disorders. In addition, the estimates of LD differ from previously published results, indicating even stronger LD with schizophrenia and a different pattern of LD across the gene.
机译:在先前的工作中,我们已经基于后验关联概率(PPL)开发了一种贝叶斯方法进行关联分析。然而,迄今为止,该方法已经假定在抽样家庭的人口中具有连锁均衡。现在,我们通过将可变相位概率合并到潜在的链接可能性中,对PPL进行了概括,以考虑链接不平衡(LD)。这使我们能够恢复重组级分的边缘后验密度,整合出特征模型的有害参数,包括基因座异质性(混合物)参数和其他特征模型参数,以及LD参数向量。然后可以在数据子集或新数据可用时更新边际后验密度,同时允许特征模型的参数在数据集之间变化。对于SNP,可以根据标准单个LD参数D'对似然度进行参数化;因此,它提供了一种机制,可以再次估计标记和性状之间的D',而无需固定性状模型的参数并允许跨数据集进行更新。我们已经针对SNP实施了该新LD-PPL的版本,并评估了其在核心家庭中的性能。我们的模拟显示,在各种生成模型下,LD水平升高时,LD-PPL倾向于大于PPL(有更多证据支持连锁/ LD)。在没有联系和LD的情况下,LD-PPL往往小于PPL(反对联系的证据更充分)。即使在相对较小的异构样本中,D'的估计也表现良好。我们已将该方法应用于先前发布的精神分裂症数据集,其中在染色体1q22的CAPON区域和精神分裂症之间检测到强LD。使用LD-PPL比使用PPL获得了更强的连锁信号,这表明即使在复杂的疾病中,LD-PPL方法对于基因鉴定也可能更有效。另外,LD的估计与先前发表的结果不同,表明精神分裂症的LD甚至更强,并且整个基因的LD模式不同。

著录项

  • 作者

    Yang, Xinqun.;

  • 作者单位

    The University of Iowa.;

  • 授予单位 The University of Iowa.;
  • 学科 Biology Biostatistics.; Biology Genetics.
  • 学位 Ph.D.
  • 年度 2005
  • 页码 127 p.
  • 总页数 127
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类 生物数学方法;遗传学;
  • 关键词

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