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On estimation of covariate-specific residual time quantiles under the proportional hazards model

机译:基于比例风险模型的协变量特定剩余时间分位数的估计

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摘要

Estimation and inference in time-to-event analysis typically focus on hazard functions and their ratios under the Cox proportional hazards model. These hazard functions, while popular in the statistical literature, are not always easily or intuitively communicated in clinical practice, such as in the settings of patient counseling or resource planning. Expressing and comparing quantiles of event times may allow for easier understanding. In this article we focus on residual time, i.e., the remaining time-to-event at an arbitrary time t given that the event has yet to occur by t. In particular, we develop estimation and inference procedures for covariate-specific quantiles of the residual time under the Cox model. Our methods and theory are assessed by simulations, and demonstrated in analysis of two real data sets.
机译:时间事件分析中的估计和推断通常集中在Cox比例风险模型下的危害函数及其比率。这些危险功能虽然在统计文献中很流行,但在临床实践中(例如在患者咨询或资源计划中)并不总是容易或直观地传达出来的。表达和比较事件时间的分位数可以简化理解。在本文中,我们着眼于剩余时间,即在事件尚未发生t的情况下,任意时间t的剩余事件发生时间。特别是,我们针对Cox模型下的剩余时间的协变量特定分位数开发了估计和推理程序。我们的方法和理论通过仿真进行评估,并在对两个真实数据集的分析中得到了证明。

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