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Confidence bands for the difference of two survival functions under the additive risk model

机译:加性风险模型下两个生存函数之差的置信带

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In many clinical studies, a commonly encountered problem is to compare the survival probabilities of two treatments for a given patient with a certain set of covariates, and there is often a need to make adjustments for other covariates that may affect outcomes. One approach is to plot the difference between the two subject-specific predicted survival estimates with a simultaneous confidence band. Such a band will provide useful information about when these two treatments differ and which treatment has a better survival probability. In this paper, we show how to construct such a band based on the additive risk model and we use the martingale central limit theorem to derive its asymptotic distribution. The proposed method is evaluated from a simulation study and is illustrated with two real examples.
机译:在许多临床研究中,一个普遍遇到的问题是比较给定患者与一组特定协变量的两种疗法的生存概率,并且经常需要对可能影响结果的其他协变量进行调整。一种方法是在同时置信区间内绘制两个特定受试者的预测生存估计之间的差异。这样的波段将提供有关这两种治疗方法何时不同以及哪种治疗方法具有更好的生存可能性的有用信息。在本文中,我们展示了如何基于加性风险模型构造这样的波段,并使用the中心极限定理来推导其渐近分布。通过仿真研究对提出的方法进行了评估,并通过两个实际示例进行了说明。

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