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A Strategy for Stepwise Regression Procedures in Survival Analysis with Missing Covariates

机译:协变量缺失的生存分析中逐步回归程序的策略

摘要

The selection of variables used to predict a time to event outcome is a common and important issue when analyzing survival data. This is an essential step in accurately assessing risk factors in medical and public health studies. Ignoring an important variable in a regression model may result in biased and inefficient estimates of the outcomes. Such bias can have major implications in public health studies because it may cause potential risk factors to be falsely declared as associated with an outcome, such as mortality or conversely, be falsely declared not associated with the outcome. Stepwise regression procedures are widely used for model selection. However, they have inherent limitations, and can lead to unreasonable results when there are missing values in the potential covariates. In the first part of this dissertation, multiple imputations are used to deal with missing covariate information. We review two powerful imputation procedures, Multiple Imputation by Chain Equations (MICE) and estimation/multiple imputation for Mixed categorical and continuous data (MIX) that implement different multiple imputation methods. We compare the performance of these two procedures by assessing the bias, efficiency and robustness in several simulation studies using time to event outcomes. Practical limitations and valuable features of these two procedures are also assessed. In the second part of the dissertation, we use imputation together with a criterion called the Brier Score to formulate an overall stepwise model selection strategy. The strategy has the advantage of enabling one to perform model selection and evaluate the predictive accuracy of a selected model at the same time, all while taking into account the missing values in the covariates. This comprehensive strategy is implemented by defining the Weighted Brier Score (WBS) using weighted survival functions. We use simulations to assess this strategy and further demonstrate its use by analyzing survival data from the National Surgical Adjuvant Breast and Bowel Project (NSABP) Protocol B-06.
机译:分析生存数据时,用于预测事件发生时间的变量的选择是一个常见且重要的问题。这是在医学和公共卫生研究中准确评估风险因素的重要步骤。忽略回归模型中的重要变量可能会导致结果的估计偏差和效率低下。这种偏见在公共卫生研究中可能会产生重大影响,因为它可能导致潜在风险因素被错误地声明为与结果相关,例如死亡率,或者相反,被错误地声明为与结果无关。逐步回归程序被广泛用于模型选择。但是,它们具有固有的局限性,并且当潜在协变量中缺少值时,可能导致不合理的结果。在本文的第一部分中,使用多个插补来处理缺失的协变量信息。我们回顾了两种功能强大的插补程序,即通过链式方程进行多次插补(MICE)和对混合分类和连续数据(MIX)进行估算/多次插补,它们实现了不同的多种插补方法。我们通过评估使用事件发生时间的模拟研究中的偏差,效率和鲁棒性来比较这两种程序的性能。还评估了这两个过程的实际局限性和有价值的功能。在论文的第二部分,我们使用归因法和称为Brier分数的准则来制定总体的逐步模型选择策略。该策略的优势在于,可以同时考虑协变量中的缺失值,同时执行模型选择和评估所选模型的预测准确性。通过使用加权生存函数定义加权Brier分数(WBS)来实施此综合策略。我们使用模拟方法评估该策略,并通过分析来自国家外科辅助性乳房和肠项目(NSABP)协议B-06的生存数据进一步证明其使用。

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  • 作者

    Li Jia;

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  • 年度 2006
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  • 原文格式 PDF
  • 正文语种 en
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