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An investigation into the two‐stage meta‐analytic copula modelling approach for evaluating time‐to‐event surrogate endpoints which comprise of one or more events of interest

机译:两阶段元分析Copula建模方法评估延时替代终点的调查,包括一个或多个感兴趣事件

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摘要

Clinical trials of experimental treatments must be designed with primary endpoints that directly measure clinical benefit for patients. In many disease areas, the recognised gold standard primary endpoint can take many years to mature, leading to challenges in the conduct and quality of clinical studies. There is increasing interest in using shorter‐term surrogate endpoints as substitutes for costly long‐term clinical trial endpoints; such surrogates need to be selected according to biological plausibility, as well as the ability to reliably predict the unobserved treatment effect on the long‐term endpoint. A number of statistical methods to evaluate this prediction have been proposed; this paper uses a simulation study to explore one such method in the context of time‐to‐event surrogates for a time‐to‐event true endpoint. This two‐stage meta‐analytic copula method has been extensively studied for time‐to‐event surrogate endpoints with one event of interest, but thus far has not been explored for the assessment of surrogates which have multiple events of interest, such as those incorporating information directly from the true clinical endpoint. We assess the sensitivity of the method to various factors including strength of association between endpoints, the quantity of data available, and the effect of censoring. In particular, we consider scenarios where there exist very little data on which to assess surrogacy. Results show that the two‐stage meta‐analytic copula method performs well under certain circumstances and could be considered useful in practice, but demonstrates limitations that may prevent universal use.
机译:实验处理的临床试验必须设计有直接测量患者的临床益处的主要终点。在许多疾病领域,公认的黄金标准初级终点可能需要多年来成熟,导致临床研究的行为和质量挑战。利用较短的替代端点作为替代昂贵的长期临床试验端点的替代品,越来越兴趣;这种替代物需要根据生物合理性选择,以及可靠地预测对长期终点的不观察室治疗效果的能力。已经提出了许多评估这种预测的统计方法;本文使用仿真研究来探索一个关于事件时间代理的一个这样的方法,以获得时间的真实终点。这种两阶段元分析Copula方法已经广泛研究了一个感兴趣的一个事件的活动代理终点,但到目前为止还没有探索对具有多种感兴趣事件的代理人(例如那些纳入)的代理人信息直接来自真正的临床终点。我们评估方法对各种因素的敏感性,包括终点之间的关联强度,可用数据数量以及审查的效果。特别是,我们考虑存在很少的数据来评估代理人的情况。结果表明,两阶段元分析Copula方法在某些情况下表现良好,并且可以考虑在实践中有用,但展示了可能阻止普遍使用的限制。

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