penPHcure: Variable Selection in Proportional Hazards Cure Model with Time-Varying Covariates

R J. Pub Date : 2021-01-01 DOI:10.32614/rj-2021-061
Alessandro Beretta, C. Heuchenne
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引用次数: 3

Abstract

We describe the penPHcure R package, which implements the semi-parametric proportionalhazards (PH) cure model of Sy and Taylor (2000) extended to time-varying covariates and the variable selection technique based on its SCAD-penalized likelihood proposed by Beretta and Heuchenne (2019a). In survival analysis, cure models are a useful tool when a fraction of the population is likely to be immune from the event of interest. They can separate the effects of certain factors on the probability to be susceptible and on the time until the occurrence of the event. Moreover, the penPHcure package allows the user to simulate data from a PH cure model, where the event-times are generated on a continuous scale from a piecewise exponential distribution conditional on time-varying covariates, with a method similar to Hendry (2014). We present the results of a simulation study to assess the finite sample performance of the methodology and we illustrate the functionalities of the penPHcure package using criminal recidivism data.
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具有时变协变量的比例风险治愈模型的变量选择
我们描述了penPHcure R包,它实现了Sy和Taylor(2000)的半参数比例风险(PH)治愈模型扩展到时变协变量,以及基于Beretta和Heuchenne (2019a)提出的scad惩罚似然的变量选择技术。在生存分析中,当一小部分人群可能对感兴趣的事件免疫时,治愈模型是一个有用的工具。他们可以将某些因素对易感概率的影响和对事件发生前时间的影响分开。此外,penPHcure包允许用户模拟PH固化模型中的数据,其中事件时间是由时变协变量条件下的分段指数分布在连续尺度上生成的,方法类似于Hendry(2014)。我们提出了一项模拟研究的结果,以评估该方法的有限样本性能,并使用犯罪累犯数据说明penPHcure包的功能。
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