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A latent variable model for ordinal traits.

机译:序数特征的潜在变量模型。

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摘要

Many health conditions, including cancer and mental illnesses, are rated on ordinal scales. Most of these conditions are affected by interacted genetic and environmental factors. Existing methods in genetic segregation or linkage analyses are helpful in identifying complex genetic bases for qualitative and quantitative traits. But few methods or software are available to accommodate ordinal traits. The focus of my studies is to develop methodologies to analyze pedigrees with ordinal traits.; First, we proposed a latent variable model for segregation analysis to assess the familial aggregation and inheritability of ordinal-scaled diseases. We expanded the proportional-odds model by including the latent variables that represent common environmental factors and genetic contributions. The estimation procedure employed the EM algorithm for maximization and a peeling algorithm for computational efficiency. Asymptotic theories of test statistics were developed and simulation studies were conducted to confirm the theories. When applied to the Yale alcoholism data, our model suggested a major gene component, which had not been revealed previously in the same dataset.; We also developed the latent variable model for linkage analysis of ordinal traits in order to identify the location of an underlying disease gene relative to a marker. The likelihood ratio test was used for detecting evidence of linkage. Through simulation studies, we found that the power of our proposed model is substantially higher than that of the binary-trait-based linkage analysis methods and that our test statistic is robust with regard to certain parameter misspecifications.; Using the linkage model, we performed a genome scan of the hoarding phenotype in 53 nuclear families. Standard linkage scans were also performed using programs Gene-Hunter and Allegro and failed to reveal any marker significantly linked to the binary hoarding phenotypes. However, our method identified three markers at 4q34-35, 5q35.2-35.3 and 17q25 that manifest significant allele sharing.; Finally, we considered various ascertainment effects upon parameter estimates and explored ways of bias adjustment. We performed simulation studies for various ascertainment schemes including the one used in the family study of alcoholism.
机译:许多健康状况(包括癌症和精神疾病)均按序数进行评分。这些条件大多数受遗传和环境因素相互作用的影响。遗传隔离或连锁分析中的现有方法有助于识别定性和定量性状的复杂遗传基础。但是,很少有方法或软件可用于适应序性状。我的研究重点是开发分析具有序性状的家谱的方法。首先,我们提出了一个潜在变量模型进行隔离分析,以评估序贯规模疾病的家族聚集和遗传性。我们通过包括表示常见环境因素和遗传贡献的潜在变量来扩展比例奇数模型。估计程序采用EM算法进行最大化,使用剥离算法进行计算。发展了检验统计量的渐近理论,并进行了仿真研究以证实这些理论。当应用于耶鲁大学的酒精中毒数据时,我们的模型提出了一个主要的基因成分,该基因先前并未在同一数据集中揭示。我们还开发了用于序性状连锁分析的潜在变量模型,以识别潜在疾病基因相对于标记的位置。似然比检验用于检测关联的证据。通过仿真研究,我们发现我们提出的模型的功能大大高于基于二元特征的连锁分析方法,并且我们的测试统计量在某些参数错误指定方面是可靠的。使用连锁模型,我们对53个核心家族的ho积表型进行了基因组扫描。还使用Gene-Hunter和Allegro程序进行了标准连锁扫描,但未能揭示与二元ho积表型显着相关的任何标记。但是,我们的方法在4q34-35、5q35.2-35.3和17q25处识别了三个标记,这些标记表现出显着的等位基因共享。最后,我们考虑了各种确定性对参数估计的影响,并探讨了偏差调整的方法。我们对各种确定性方案进行了模拟研究,其中包括用于酗酒家庭研究的方案。

著录项

  • 作者

    Feng, Rui.;

  • 作者单位

    Yale University.;

  • 授予单位 Yale University.;
  • 学科 Biology Biostatistics.; Statistics.; Health Sciences Public Health.
  • 学位 Ph.D.
  • 年度 2005
  • 页码 142 p.
  • 总页数 142
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类 生物数学方法;统计学;预防医学、卫生学;
  • 关键词

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