具有相关终末事件的复发事件数据的联合虚弱混合模型:应用于医院再入院数据

Goutam Barman, B. Seal, Shreya Bhunia, P. Banerjee
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引用次数: 0

摘要

反复住院、癌症肿瘤复发等复发事件经常发生。对复发事件的跟踪可能会因死亡等终末事件而停止。很明显,如果复发事件的频率较高,就可能导致终末事件的发生,在这种情况下,终末事件就成为了 "依赖 "事件。在这篇文章中,我们将对带有依赖性终结事件的重复事件进行联合建模和分析。在此,我们采用比例强度模型来计算反复发生的事件过程,并采用比例危害模型来计算终端事件时间。为了解释复发性事件与终末事件之间的关联,我们研究了混合虚弱或随机效应,而不是纯粹的虚弱。在我们的案例中,虚弱分布被引入为折叠正态分布和伽玛分布的混合分布,而不是使用纯伽玛分布。联合虚弱模型中的估算程序用于估算模型参数。这种方法接近于最小方差法,而不是复杂的方差法。为了估算模型参数,我们进行了广泛的模拟研究,并根据偏差和 MSE 标准对其性能进行了评估。此外,从应用的角度来看,该方法还在结直肠癌患者的再入院数据中进行了说明。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Joint Frailty Mixing Model for Recurrent Event Data with an Associated Terminal Event: Application to Hospital Readmission Data
Recurrent events like repeated hospitalization, cancer tumour recurrences, and many others occur frequently. The follow-up on recurrent events may be stopped by a terminal event like death. It is obvious that if the frequencies of recurrent events are more, then it may lead to a terminal event and in this case terminal event becomes ‘dependent’. In this article, we study a joint modelling and analysis of recurrent events with a dependent terminal event. Here, the proportional intensity model for the recurrent events process and the proportional hazard model for the terminal event time are taken. To account for the association between recurrent events and terminal events, mixing frailty or random effect is studied rather than available pure frailty. In our case, the distribution of frailty is introduced as a mixture of folded normal distribution and gamma distribution rather than using pure gamma distribution. An estimation procedure in the joint frailty model is applied to estimate the parameters of the model. This method is close to the method of minimum chi-square rather than a complicated one. An extensive simulation study has been performed to estimate the model parameters and the performances are evaluated based on bias and MSE criteria. Further from an application point of view, the method is illustrated to a hospital readmission data for colorectal cancer patients.
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