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Frailty modelling approaches for semi-competing risks data

机译:半竞争性风险数据的脆弱建模方法

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In the semi-competing risks situation where only a terminal event censors a non-terminal event, observed event times can be correlated. Recently, frailty models with an arbitrary baseline hazard have been studied for the analysis of such semi-competing risks data. However, their maximum likelihood estimator can be substantially biased in the finite samples. In this paper, we propose effective modifications to reduce such bias using the hierarchical likelihood. We also investigate the relationship between marginal and hierarchical likelihood approaches. Simulation results are provided to validate performance of the proposed method. The proposed method is illustrated through analysis of semi-competing risks data from a breast cancer study.
机译:在半竞争风险情况下,只有最终事件会检查非终结事件,因此可以将观察到的事件时间关联起来。最近,已经研究了具有任意基准危害的脆弱模型来分析这种半竞争风险数据。但是,它们的最大似然估计器在有限样本中可能有明显的偏差。在本文中,我们提出了有效的修改方法,以使用分层的可能性来减少这种偏差。我们还研究了边际和层次似然方法之间的关系。仿真结果提供了验证该方法性能的方法。通过对乳腺癌研究的半竞争风险数据进行分析来说明所提出的方法。

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