Survival Analysis of Data of HIV Infected Persons Receiving Antiretroviral Therapy Using a Model-Based Binary Tree Approach

S. Tiendrébéogo, B. Somé, S. Kouanda, S. Dossou-Gbété
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引用次数: 1

Abstract

Discrete-time approach is used in survival data analysis when only the time interval in which the event of interest has occurred is known or when this event occurs in a discrete - time scale. The work presented in this paper is motivated by the analysis of HIV/AIDS follow-up data collected in Burkina Faso during the 5-YEAR Global Fund program implemented to fight AIDS, Tuberculosis and Malaria. The research question that motivated the work is the likely existence of different mortality risk profiles of people infected with HIV/AIDS, depending on their characteristics and health status at the beginning of their care. In order to answer these questions, we considered a binary tree regression approach for survival data analysis since such a model owns the ability to handle interaction effects between the outcome covariates without a tight specification of such effects during the model statement step. This helps to prevent specification and interpretation errors. The fitted model resulted in splitting patients into three disjoint subgroups, corresponding each to a specific hazard profile.
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使用基于模型的二叉树方法对接受抗逆转录病毒治疗的HIV感染者的生存数据进行分析
当只知道感兴趣的事件发生的时间间隔或该事件以离散时间尺度发生时,使用离散时间方法进行生存数据分析。本文所介绍的工作的动机是对在布基纳法索实施的抗击艾滋病、结核病和疟疾的5年全球基金项目期间收集的艾滋病毒/艾滋病后续数据进行分析。推动这项工作的研究问题是,感染艾滋病毒/艾滋病的人可能存在不同的死亡风险概况,这取决于他们在治疗之初的特点和健康状况。为了回答这些问题,我们考虑了二叉树回归方法进行生存数据分析,因为这种模型具有处理结果协变量之间相互作用的能力,而无需在模型陈述步骤中严格规定这种作用。这有助于防止规范和解释错误。拟合的模型将患者分为三个不相交的亚组,每个亚组对应一个特定的危险概况。
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0.70
自引率
33.30%
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