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Likelihood-based methods for regression analysis with binary exposure status assessed by pooling

机译:通过合并评估二元暴露状态的基于似然性的回归分析方法

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The need for resource-intensive laboratory assays to assess exposures in many epidemiologic studies provides ample motivation to consider study designs that incorporate pooled samples. In this paper, we consider the case in which specimens are combined for the purpose of determining the presence or absence of a pool-wise exposure, in lieu of assessing the actual binary exposure status for each member of the pool. We presume a primary logistic regression model for an observed binary outcome, together with a secondary regression model for exposure. We facilitate maximum likelihood analysis by complete enumeration of the possible implications of a positive pool, and we discuss the applicability of this approach under both cross-sectional and case-control sampling. We also provide a maximum likelihood approach for longitudinal or repeated measures studies where the binary outcome and exposure are assessed on multiple occasions and within-subject pooling is conducted for exposure assessment. Simulation studies illustrate the performance of the proposed approaches along with their computational feasibility using widely available software. We apply the methods to investigate gene-disease association in a population-based case-control study of colorectal cancer.
机译:在许多流行病学研究中,需要进行资源密集型实验室分析来评估暴露水平,这为考虑合并样本的研究设计提供了充分的动力。在本文中,我们考虑将标本组合在一起的情况,以确定是否存在池式暴露,而不是评估池中每个成员的实际二元暴露状态。我们假设一个基本的逻辑回归模型用于观察到的二进制结果,以及一个次要的回归模型用于暴露。我们通过完整列举正池的可能含义来促进最大似然分析,并讨论这种方法在横断面抽样和病例对照抽样下的适用性。我们还为纵向或重复测量研究提供了最大似然方法,在这种方法中,多次评估了二元结果和暴露,并进行了受试者内部合并以进行暴露评估。仿真研究说明了所提出方法的性能以及使用广泛使用的软件的计算可行性。我们应用该方法在基于人群的大肠癌病例对照研究中调查基因-疾病关联。

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