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A testing strategy for two crossing survival curves

机译:两条交叉生存曲线的测试策略

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摘要

In biomedical studies, the testing problem of two sample survival curves is commonly seen. The most popular approach is the log-rank test. However, the log-rank test may lead to misleading results when two survival curves cross each other. From Li et al., it is difficult to find a good method to test two sample survival curves for all situations. Here, we propose a strategy procedure to combine some existing approaches for the testing problem. Then, we conduct simulations to examine the power and Type I error rate, and compare the proposed methods with five competitive approaches from Li et al. under various crossing situations of two survival curves. From the results, we suggest the Strategy 2 for the two survival curves testing problem, which has higher power and appropriate Type I error for each situation. Finally, we analyze two real data examples with the proposed methods for illustrations.
机译:在生物医学研究中,通常会看到两条样品存活曲线的测试问题。最受欢迎的方法是对数秩检验。但是,当两条生存曲线相互交叉时,对数秩检验可能会导致误导性结果。从Li等人看来,很难找到一种在所有情况下测试两条样本生存曲线的好方法。在这里,我们提出了一种策略程序,以结合一些针对测试问题的现有方法。然后,我们进行仿真以检查功率和I型错误率,并将所提出的方法与Li等人的五种竞争方法进行比较。在两条生存曲线的各种交叉情况下。从结果中,我们建议针对两个生存曲线测试问题的策略2,该策略具有更高的功效和适合每种情况的I型错误。最后,我们使用提出的方法分析了两个真实的数据示例。

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