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The Average Hazard Ratio - A Good Effect Measure for Time-to-event Endpoints when the Proportional Hazard Assumption is Violated?

机译:平均危险比 - 违反比例危险假设时,对时间终点的效果效果效果效果?

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摘要

Background: In many clinical trial applications, the endpoint of interest corresponds to a time-to-event endpoint. In this case, group differences are usually expressed by the hazard ratio. Group differences are commonly assessed by the logrank test, which is optimal under the proportional hazard assumption. However, there are many situations in which this assumption is violated. Especially in applications were a full population and several subgroups or a composite time-to-first-event endpoint and several components are considered, the proportional hazard assumption usually does not simultaneously hold true for all test problems under investigation. As an alternative effect measure, Kalbfleisch and Prentice proposed the so-called 'average hazard ratio'. The average hazard ratio is based on a flexible weighting function to modify the influence of time and has a meaningful interpretation even in the case of non-proportional hazards. Despite this favorable property, it is hardly ever used in practice, whereas the standard hazard ratio is commonly reported in clinical trials regardless of whether the proportional hazard assumption holds true or not.
机译:背景:在许多临床试验应用中,感兴趣的终点对应于时间到事件终点。在这种情况下,组差异通常由危险比表示。 Logrank测试通常评估组差异,这在比例危险假设下是最佳的。然而,有许多情况,其中违反了这种假设。特别是在应用中是一种完整的人口和几个子组或复合时间到第一事件终点,并且考虑了几个组分,比例危险假设通常在调查中的所有测试问题中通常不会同时保持真实。作为替代效果措施,Kalbfleisch和Prentice提出了所谓的“平均危害比”。平均危险比基于灵活的加权功能来修改时间的影响,并且即使在非比例危险的情况下也具有有意义的解释。尽管有这种有利的财产,但它几乎没有用于实践,而无论比例危险假设是否保持真实,那么标准的危险比在临床试验中常见。

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