Center for Statistical Genetics Research, College of Public Health, Roy J & Lucille A Carver College of Medicine, University of Iowa, Iowa City, IA, USA.
BMC Genet. 2005 Dec 30;6 Suppl 1(Suppl 1):S141. doi: 10.1186/1471-2156-6-S1-S141.
The Genetic Analysis Workshop 14 simulated data presents an interesting, challenging, and plausible example of a complex disease interaction in a dataset. This paper summarizes the ease of detection for each of the simulated Kofendrerd Personality Disorder (KPD) genes across all of the replicates for five standard linkage statistics. Using the KPD affection status, we have analyzed the microsatellite markers flanking each of the disease genes, plus an additional 2 markers that were not linked to any of the disease loci. All markers were analyzed using the following two-point linkage methods: 1) a MMLS, which is a standard admixture LOD score maximized over theta, alpha, and mode of inheritance, 2) a MLS calculated by GENEHUNTER, 3) the Kong and Cox LOD score as computed by MERLIN, 4) a MOD score (standard heterogeneity LOD maximized over theta, alpha, and a grid of genetic model parameters), and 5) the PPL, a Bayesian statistic that directly measures the strength of evidence for linkage to a marker. All of the major loci (D1-D4) were detectable with varying probabilities in the different populations. However, the modifier genes (D5 and D6) were difficult to detect, with similar distributions under the null and alternative across populations and statistics. The pooling of the four datasets in each replicate (n = 350 pedigrees) greatly improved the chance of detecting the major genes using all five methods, but failed to increase the chance to detect D5 and D6.
《遗传分析工作坊 14 模拟数据》呈现了一个有趣、具有挑战性且合理的复杂疾病相互作用范例,该范例存在于一个数据集当中。本文总结了在所有重复中,针对五种标准连锁统计量,每个模拟的科芬德尔人格障碍(KPD)基因在所有重复中易于检测的程度。使用 KPD 情感状态,我们分析了围绕每个疾病基因的微卫星标记,以及另外两个与任何疾病基因座都没有连锁的标记。所有标记均使用以下两种两点连锁方法进行分析:1)一种是 MMLS,它是一种标准混合物 LOD 分数,通过 theta、alpha 和遗传方式进行最大化优化;2)由 GENEHUNTER 计算的 MLS;3)由 MERLIN 计算的 Kong 和 Cox LOD 分数;4)MOD 分数(标准异质性 LOD 通过 theta、alpha 和遗传模型参数网格进行最大化优化);5)PPL,这是一种贝叶斯统计量,直接衡量与标记连锁的证据强度。所有主要基因座(D1-D4)在不同群体中均具有不同的可检测概率。然而,修饰基因(D5 和 D6)难以检测,在不同群体和统计量下,其在零假设和替代假设下的分布相似。在每个重复中(n=350 个家系)将四个数据集合并,极大地提高了使用所有五种方法检测主要基因的机会,但未能增加检测 D5 和 D6 的机会。