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Adjusted-crude-incidence analysis of multiple treatments and unbalanced samples on competing risks

机译:对竞争风险的多种治疗和不平衡样本的调整后粗发率分析

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摘要

In this paper, we discuss adjusted cumulative incidence in multiple treatment groups with unbalanced samples. In a nonrandomized experiment or an observational study, the observed data may be unbalanced in covariates when multiple treatments are administered differently based on patients' characteristics. In the case of multiple survival outcomes, clinical researchers are often interested in estimating the cumulative incidence within a specific treatment group, and this approach is subject to a potential bias with unbalanced samples. Using extensive simulation analyses, we demonstrate that a naive approach to the estimation of a cumulative incidence curve may yield misleading results, unless patients' characteristics are fully considered. To achieve an unbiased estimation from unbalanced data, we propose an adjusted cumulative incidence based on the inverse probability of a treatment weighting. In a series of simulations, the proposed method shows robust performance when estimating cumulative incidence under various scenarios, including balanced and unbalanced samples. Lastly, we explain how to apply the proposed method using an example based on real data.
机译:在本文中,我们讨论了多种治疗组的调整后累积发病率,具有不平衡样品。在非粗化实验或观察性研究中,当基于患者的特征不同地施用多种处理时,观察到的数据可能在协变量中不平衡。在多种存活结果的情况下,临床研究人员通常对估计特定治疗组内的累积发病率感兴趣,这种方法受到不平衡样品的潜在偏差。使用广泛的仿真分析,我们证明估计累积发生率曲线的幼稚方法可以产生误导性结果,除非患者的特征得到充分考虑。为了实现不平衡数据的无偏见估计,我们提出了一种基于治疗加权的逆概率的调整后的累积发生率。在一系列仿真中,所提出的方法在估计各种场景下的累积发作时,包括平衡和不平衡样本。最后,我们解释了如何使用基于实际数据的示例应用所提出的方法。

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