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连锁基因座的对数线性模型。

Log-linear models for linked loci.

作者信息

Weir B S, Wilson S R

出版信息

Biometrics. 1986 Sep;42(3):665-70.

PMID:3567299
Abstract

A clarification is given of the difference between a multiplicative model (Haber, 1984, Biometrics 40, 189-198) and an additive model (Weir, 1979, Biometrics 35, 235-254) for association between genes at two loci. Although the parametrization of Haber contains both intergametic and intragametic linkage disequilibrium terms, there are problems in separating these terms when the two types of double heterozygote cannot be distinguished. An alternative formulation that contains the sum and product of these terms also contains measures of association between three or four genes at two loci, and a reexamination of data discussed by Haber shows that the inclusion of trigenic disequilibria can significantly improve the fit of the model.

摘要

对两个基因座上基因关联的乘法模型(哈伯,1984年,《生物统计学》40卷,第189 - 198页)和加法模型(韦尔,1979年,《生物统计学》35卷,第235 - 254页)之间的差异进行了说明。尽管哈伯的参数化包含配子间和配子内连锁不平衡项,但当两种类型的双杂合子无法区分时,在分离这些项时会存在问题。包含这些项的和与积的另一种表述还包含两个基因座上三个或四个基因之间的关联度量,并且对哈伯所讨论数据的重新审视表明,包含三基因不平衡可以显著改善模型的拟合度。

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