利用残差和秩积检测克里米亚-刚果出血热数据生存分析中的离群值

Osman Demir, Ü. Erkorkmaz
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引用次数: 0

摘要

目的:生存分析是一种用于许多领域,尤其是卫生领域的统计方法。它涉及对个人在接受治疗或手术后的存活时间与称为反应的事件之间的关系进行建模。数据中存在异常值可能会导致既定模型的参数估计出现偏差。此外,这种情况还会导致违反比例危险假设,尤其是在 Cox 回归分析中。离群值的识别需要借助残差、Bootstrap 假设检验和秩积检验:方法:在 R.4.0.3 软件中,通过 Schoenfeld 残差法、Martingale 残差法、偏差残差法以及基于协整指数的 Bootstrap 假设检验(BHT)和秩积检验来确定临床数据集的离群值:通过后向逐步法和稳健 Cox 回归法建立 Cox 回归后,发现所建立的模型并不适合。因此,通过上述方法确定了离群值:结论:研究中只能排除一个观测值。与生存数据一样,在许多数据类型中都可以检测到离群值,并通过上述方法进行进一步分析。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Use of Residuals and Rank Product in Detection of Outlier in Survival Analysis with Crimean-Congo Hemorrhagic Fever Data
Purpose: Survival analysis is a statistical method used in many fields, especially in the field of health. It involves modeling the relationship between the survival time of individuals after a treatment or procedure and the event called response. The presence of outliers in the data may cause biased parameter estimations of the established models. Also, this situation causes the proportional hazards assumption to be violated especially in Cox regression analysis. Outlier(s) are identified with the help of residuals, Bootstrap Hypothesis test and Rank product test. Method: In R.4.0.3 software, outlier(s) are determined on a clinical dataset by the Schoenfeld residual, Martingale residual, Deviance residual method and Bootstrap Hypothesis test (BHT) based on Concordance index, and Rank product test. Results: After the cox regression established by the backward stepwise and robust cox regression, it was observed that the established models did not fit. So, the outlier(s) determined by the methods mentioned. Conclusion: It was decided that only one observation could be excluded from the study. As in the survival data, in many data types, outliers can be detected and further analyzes can be applied by using the methods mentioned.
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