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Regression analysis based on conditional likelihood approach under semi-competing risks data

机译:半竞争风险数据下基于条件似然法的回归分析

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摘要

Medical studies often involve semi-competing risks data, which consist of two types of events, namely terminal event and non-terminal event. Because the non-terminal event may be dependently censored by the terminal event, it is not possible to make inference on the non-terminal event without extra assumptions. Therefore, this study assumes that the dependence structure on the non-terminal event and the terminal event follows a copula model, and lets the marginal regression models of the non-terminal event and the terminal event both follow time-varying effect models. This study uses a conditional likelihood approach to estimate the time-varying coefficient of the non-terminal event, and proves the large sample properties of the proposed estimator. Simulation studies show that the proposed estimator performs well. This study also uses the proposed method to analyze AIDS Clinical Trial Group (ACTG 320).
机译:医学研究通常涉及半竞争风险数据,该数据由两种类型的事件组成,即末期事件和非末期事件。由于非终端事件可能会受到终端事件的审查,因此如果没有额外的假设,就无法对非终端事件进行推断。因此,本研究假设对非末期事件和末期事件的依存结构遵循copula模型,并且使非末期事件和末期事件的边际回归模型均遵循时变效应模型。这项研究使用条件似然方法来估计非终端事件的时变系数,并证明了该估计器的大量样本性质。仿真研究表明,提出的估计器性能良好。这项研究还使用提出的方法来分析艾滋病临床试验组(ACTG 320)。

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