Martin E R, Monks S A, Warren L L, Kaplan N L
Center for Human Genetics, Department of Medicine, Duke University Medical Center, Durham, NC 27710, USA.
Am J Hum Genet. 2000 Jul;67(1):146-54. doi: 10.1086/302957. Epub 2000 May 23.
Family-based tests of linkage disequilibrium typically are based on nuclear-family data including affected individuals and their parents or their unaffected siblings. A limitation of such tests is that they generally are not valid tests of association when data from related nuclear families from larger pedigrees are used. Standard methods require selection of a single nuclear family from any extended pedigrees when testing for linkage disequilibrium. Often data are available for larger pedigrees, and it would be desirable to have a valid test of linkage disequilibrium that can use all potentially informative data. In this study, we present the pedigree disequilibrium test (PDT) for analysis of linkage disequilibrium in general pedigrees. The PDT can use data from related nuclear families from extended pedigrees and is valid even when there is population substructure. Using computer simulations, we demonstrated validity of the test when the asymptotic distribution is used to assess the significance, and examined statistical power. Power simulations demonstrate that, when extended pedigree data are available, substantial gains in power can be attained by use of the PDT rather than existing methods that use only a subset of the data. Furthermore, the PDT remains more powerful even when there is misclassification of unaffected individuals. Our simulations suggest that there may be advantages to using the PDT even if the data consist of independent families without extended family information. Thus, the PDT provides a general test of linkage disequilibrium that can be widely applied to different data structures.
基于家系的连锁不平衡检验通常基于核心家系数据,包括患病个体及其父母或未患病的同胞。此类检验的一个局限性在于,当使用来自更大谱系的相关核心家系数据时,它们通常并非有效的关联性检验。标准方法在检验连锁不平衡时要求从任何扩展谱系中选择单个核心家系。通常可获得更大谱系的数据,因而需要一种能够使用所有潜在信息性数据的有效连锁不平衡检验。在本研究中,我们提出了谱系不平衡检验(PDT),用于分析一般谱系中的连锁不平衡。PDT可以使用来自扩展谱系的相关核心家系的数据,并且即使存在群体亚结构时也是有效的。通过计算机模拟,我们证明了使用渐近分布评估显著性时该检验的有效性,并检验了统计功效。功效模拟表明,当有扩展谱系数据可用时,使用PDT而非仅使用部分数据的现有方法可显著提高功效。此外,即使在未患病个体存在错误分类的情况下,PDT仍然更具功效。我们的模拟表明,即使数据由无扩展家族信息的独立家系组成,使用PDT可能也有优势。因此,PDT提供了一种可广泛应用于不同数据结构的连锁不平衡通用检验。