Logue Mark W, Vieland Veronica J
Program in Public Health Genetics, College of Public Health, University of Iowa, Iowa City, IA 52242, USA.
Hum Hered. 2004;57(2):90-9. doi: 10.1159/000077546.
The posterior probability of linkage (PPL) is a Bayesian statistic which directly measures the probability of linkage between a trait locus and a marker (in the 2-point case) or a genomic region (in the multipoint case). It has several benefits, including ease of interpretation, the ability to incorporate prior genomic information, and a mathematically rigorous and robust procedure for accumulating linkage information across multiple heterogeneous datasets. To date, the majority of work on the PPL has focused on the development of the 2-point statistic, with only preliminary attempts at the development of an equivalent multipoint version. In this paper we present a new way of computing of the multipoint PPL. This new version imputes to each genomic point an estimate of the 2-point PPL we would have obtained from a fully informative marker giving similar evidence for linkage. This version, which we call the imputed PPL, is shown to be superior to previously developed versions.
连锁后验概率(PPL)是一种贝叶斯统计量,它直接衡量性状位点与标记(两点情况)或基因组区域(多点情况)之间连锁的概率。它有几个优点,包括易于解释、能够纳入先前的基因组信息,以及一种数学上严谨且稳健的程序,用于在多个异质数据集中积累连锁信息。迄今为止,关于PPL的大部分工作都集中在两点统计量的开发上,对于等效多点版本的开发仅有初步尝试。在本文中,我们提出了一种计算多点PPL的新方法。这个新版本为每个基因组点赋予了一个两点PPL的估计值,该估计值是我们从一个能提供类似连锁证据的完全信息性标记中获得的。我们将这个版本称为推断PPL,结果表明它优于先前开发的版本。