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使用收缩压的单一、汇总和纵向测量值进行的哈斯曼-埃尔斯顿回归分析比较。

Comparison of Haseman-Elston regression analyses using single, summary, and longitudinal measures of systolic blood pressure.

作者信息

Mirea Lucia, Bull Shelley B, Stafford James

机构信息

Samuel Lunenfeld Research Institute, Mount Sinai Hospital, 600 University Avenue, Toronto, Ontario, M5G 1X5, Canada.

出版信息

BMC Genet. 2003 Dec 31;4 Suppl 1(Suppl 1):S23. doi: 10.1186/1471-2156-4-S1-S23.

Abstract

To compare different strategies for linkage analyses of longitudinal quantitative trait measures, we applied the "revisited" Haseman-Elston (RHE) regression model (the cross product of centered sib-pair trait values is regressed on expected identical-by-descent allele sharing) to cross-sectional, summary, and repeated measurements of systolic blood pressure (SBP) values in replicate 34, randomly selected from the Genetic Analysis Workshop 13 simulated data. RHE linkage scans were performed without knowledge of the generating model using the following phenotypes derived from untreated SBP measurements: the first, the last, the mean, the ratio of the change between the first and last over time, and the estimated linear regression slope coefficient. Estimates of allele sharing in sibling pairs were obtained from the complete genotype data of Cohorts 1 and 2, but linkage analyses were restricted to the five visits of Cohort 2 siblings. Evidence for linkage was suggestive (p < 0.001) at markers neighboring SBP genes Gb35, Gs10, and Gs12, but weaker signals (p < 0.01) were obtained at markers mapping close to Gb34 and Gs11. Linkage to baseline genes Gb34 and Gb35 was best detected using the first SBP measurement, whereas linkage to slope genes Gs10-12 was best detected using the last or mean SBP value. At markers on chromosomes 13 and 21 displaying strongest linkage signals, marginal RHE-type models including repeated SBP measures were fit to test for overall and time-dependent genetic effects. These analyses assumed independent sib pairs and employed generalized estimating equations (GEE) with a first-order autoregressive working correlation structure to adjust for serial correlation present among repeated observations from the same sibling pair.

摘要

为了比较纵向定量性状测量的连锁分析的不同策略,我们将“重新审视的”哈斯曼 - 埃尔斯顿(RHE)回归模型(将中心化同胞对性状值的叉积对预期的同源等位基因共享进行回归)应用于从遗传分析研讨会13模拟数据中随机选取的重复34中的收缩压(SBP)值的横断面、汇总和重复测量。在不知道生成模型的情况下,使用从未经治疗的SBP测量得出的以下表型进行RHE连锁扫描:第一次、最后一次、平均值、第一次和最后一次之间随时间变化的比率以及估计的线性回归斜率系数。同胞对中等位基因共享的估计值来自队列1和队列2的完整基因型数据,但连锁分析仅限于队列2同胞的五次访视。在与SBP基因Gb35、Gs10和Gs12相邻的标记处有提示性的连锁证据(p < 0.001),但在映射到接近Gb34和Gs11的标记处获得的信号较弱(p < 0.01)。使用第一次SBP测量能最好地检测到与基线基因Gb34和Gb35的连锁,而使用最后一次或平均SBP值能最好地检测到与斜率基因Gs10 - 12的连锁。在显示最强连锁信号的13号和21号染色体上的标记处,拟合包括重复SBP测量的边际RHE型模型以检验总体和时间依赖性遗传效应。这些分析假设同胞对是独立的,并采用具有一阶自回归工作相关结构的广义估计方程(GEE)来调整来自同一同胞对的重复观察之间存在的序列相关性。

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