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多因素性状的两位点最大似然比分数分析:1型糖尿病中IDDM2和IDDM4与IDDM1的联合考量

Two-locus maximum lod score analysis of a multifactorial trait: joint consideration of IDDM2 and IDDM4 with IDDM1 in type 1 diabetes.

作者信息

Cordell H J, Todd J A, Bennett S T, Kawaguchi Y, Farrall M

机构信息

Nuffield Department of Surgery, Wellcome Trust Centre for Human Genetics, University of Oxford, United Kingdom.

出版信息

Am J Hum Genet. 1995 Oct;57(4):920-34.

Abstract

To investigate the genetic component of multifactorial diseases such as type 1 (insulin-dependent) diabetes mellitus (IDDM), models involving the joint action of several disease loci are important. These models can give increased power to detect an effect and a greater understanding of etiological mechanisms. Here, we present an extension of the maximum lod score method of N. Risch, which allows the simultaneous detection and modeling of two unlinked disease loci. Genetic constraints on the identical-by-descent sharing probabilities, analogous to the "triangle" restrictions in the single-locus method, are derived, and the size and power of the test statistics are investigated. The method is applied to affected-sib-pair data, and the joint effects of IDDM1 (HLA) and IDDM2 (the INS VNTR) and of IDDM1 and IDDM4 (FGF3-linked) are assessed with relation to the development of IDDM. In the presence of genetic heterogeneity, there is seen to be a significant advantage in analyzing more than one locus simultaneously. Analysis of these families indicates that the effects at IDDM1 and IDDM2 are well described by a multiplicative genetic model, while those at IDDM1 and IDDM4 follow a heterogeneity model.

摘要

为了研究诸如1型(胰岛素依赖型)糖尿病(IDDM)等多因素疾病的遗传成分,涉及多个疾病位点联合作用的模型很重要。这些模型能够增强检测效应的能力,并能更深入地理解病因机制。在此,我们提出了N. 里施最大优势对数计分法的一种扩展方法,该方法允许同时检测两个不连锁的疾病位点并进行建模。推导了与单一位点方法中的“三角形”限制类似的关于同源相同性共享概率的遗传约束条件,并研究了检验统计量的大小和功效。该方法应用于患病同胞对数据,并评估了IDDM1(HLA)和IDDM2(胰岛素可变数目串联重复序列)以及IDDM1和IDDM4(与成纤维细胞生长因子3连锁)的联合效应与IDDM发病的关系。在存在遗传异质性的情况下,同时分析多个位点具有显著优势。对这些家系的分析表明,IDDM1和IDDM2的效应可用乘法遗传模型很好地描述,而IDDM1和IDDM4的效应遵循异质性模型。

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