在生存分析中处理审查和审查数据:一个独立的系统文献综述

A. J. Turkson, Francis Ayiah-Mensah, Vivian Nimoh
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引用次数: 12

摘要

该研究认识到理解如何在生存分析中处理审查和审查数据的价值,以及如果研究人员未能最谨慎地识别和处理这些概念,可能会导致的潜在偏见。我们系统地回顾了审查的概念,以及研究人员如何处理审查的数据,并将所有的想法放在一个保护伞下。这篇评论是对从50年代末到现在用英语写的文章进行的。我们在NCBI、PubMed、谷歌scholar等网站上搜索,确定了与研究主题相关的理论和出版物。启示是,如果没有适当的技术处理,审查有可能使结果产生偏差,并降低分析的统计能力。我们还发现,除了四种主要方法(完全数据分析法;归责方法;二分类数据;除了基于似然的方法(基于似然的方法)来处理审查数据之外,还有其他几种处理审查数据的创新方法。这些方法包括删节网络估计;条件均值归算法;审查权逆概率;最大似然估计;Buckley-Janes最小二乘算法;简单的多重输入策略;滤波算法;贝叶斯框架;β取代法;搜索爬坡算法和基于约束的条件独立算法;频率论的;输入数据的马尔可夫链蒙特卡罗算法分位数回归;随机效应分层Cox比例风险;林氏协调相关系数;经典最大似然估计。我们推断,关于被试的不完整信息的存在并不一定意味着这些信息必须被丢弃,相反,它们必须被纳入研究,因为它们可能携带某些相关信息,这些信息是理解研究的关键。我们期望通过这篇综述,研究人员将在生存分析中对这一概念有更深的理解,并为这类研究选择合适的统计程序。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Handling Censoring and Censored Data in Survival Analysis: A Standalone Systematic Literature Review
The study recognized the worth of understanding the how’s of handling censoring and censored data in survival analysis and the potential biases it might cause if researchers fail to identify and handle the concepts with utmost care. We systematically reviewed the concepts of censoring and how researchers have handled censored data and brought all the ideas under one umbrella. The review was done on articles written in the English language spanning from the late fifties to the present time. We googled through NCBI, PubMed, Google scholar and other websites and identified theories and publications on the research topic. Revelation was that censoring has the potential of biasing results and reducing the statistical power of analyses if not handled with the appropriate techniques it requires. We also found that, besides the four main approaches (complete-data analysis method; imputation approach; dichotomizing the data; the likelihood-based approach) to handling censored data, there were several other innovative approaches to handling censored data. These methods include censored network estimation; conditional mean imputation method; inverse probability of censoring weighting; maximum likelihood estimation; Buckley-Janes least squares algorithm; simple multiple imputation strategy; filter algorithm; Bayesian framework; β -substitution method; search-and-score-hill-climbing algorithm and constraint-based conditional independence algorithm; frequentist; Markov chain Monte Carlo for imputed data; quantile regression; random effects hierarchical Cox proportional hazards; Lin’s Concordance Correlation Coefficient; classical maximum likelihood estimate. We infer that the presence of incomplete information about subjects does not necessarily mean that such information must be discarded, rather they must be incorporated into the study for they might carry certain relevant information that holds the key to the understanding of the research. We anticipate that through this review, researchers will develop a deeper understanding of this concept in survival analysis and select the appropriate statistical procedures for such studies devoid of biases.
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