数据缺失情况下的竞争风险分析案例研究

IF 0.5 Q4 STATISTICS & PROBABILITY
Limei Zhou, P. Austin, Husam Abdel-Qadira
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引用次数: 0

摘要

在生物医学研究中,观测数据缺失或不完整是很常见的。多重插值是一种处理缺失数据的有效方法,能够在减少偏差的同时提高统计能力和效率。近年来,倾向评分(PS)匹配越来越多地用于观察性研究,以估计治疗效果,因为它可以减少由于测量基线协变量引起的混淆。在本文中,我们详细描述了使用PS匹配时在不完整观测数据设置下的竞争风险分析方法。首先,我们使用多重归算方法同时归算多个缺失变量,然后进行倾向评分匹配,将他汀类药物暴露患者与未暴露患者进行匹配。之后,我们评估了他汀类药物暴露对心力衰竭相关住院或急诊风险的影响,估计了相对和绝对影响。总的来说,我们提供了一个通用的方法框架来评估不完整观察数据中的治疗效果。此外,我们提出了一种实用的方法,基于多个输入和ps匹配样本的估计来产生总体累积关联函数(CIF)。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A case study of competing risk analysis in the presence of missing data
Observational data with missing or incomplete data are common in biomedical research. Multiple imputation is an e ff ective approach to handle missing data with the ability to decrease bias while increasing statistical power and e ffi ciency. In recent years propensity score (PS) matching has been increasingly used in observational studies to estimate treatment e ff ect as it can reduce confounding due to measured baseline covariates. In this paper, we describe in detail approaches to competing risk analysis in the setting of incomplete observational data when using PS matching. First, we used multiple imputation to impute several missing variables simultaneously, then conducted propensity-score matching to match statin-exposed patients with those unexposed. Afterwards, we assessed the e ff ect of statin exposure on the risk of heart failure-related hospitalizations or emergency visits by estimating both relative and absolute e ff ects. Collectively, we provided a general methodological framework to assess treatment e ff ect in incomplete observational data. In addition, we presented a practical approach to produce overall cumulative incidence function (CIF) based on estimates from multiple imputed and PS-matched samples.
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来源期刊
CiteScore
0.90
自引率
0.00%
发文量
49
期刊介绍: Communications for Statistical Applications and Methods (Commun. Stat. Appl. Methods, CSAM) is an official journal of the Korean Statistical Society and Korean International Statistical Society. It is an international and Open Access journal dedicated to publishing peer-reviewed, high quality and innovative statistical research. CSAM publishes articles on applied and methodological research in the areas of statistics and probability. It features rapid publication and broad coverage of statistical applications and methods. It welcomes papers on novel applications of statistical methodology in the areas including medicine (pharmaceutical, biotechnology, medical device), business, management, economics, ecology, education, computing, engineering, operational research, biology, sociology and earth science, but papers from other areas are also considered.
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