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混合效应模型在重复测量临床试验数据中的实际应用

On the practical application of mixed effects models for repeated measures to clinical trial data.

作者信息

Andersen Scott W, Millen Brian A

机构信息

Eli Lilly and Company, Lilly Corporate Center, Indianapolis, IN, USA.

出版信息

Pharm Stat. 2013 Jan-Feb;12(1):7-16. doi: 10.1002/pst.1548. Epub 2012 Dec 13.

Abstract

The use of mixed effects models for repeated measures (MMRM) for clinical trial analyses has recently gained broad support as a primary analysis methodology. Some questions of practical implementation detail remain, however. For example, whether and how to incorporate clinical trial data that is collected at nonprotocol-specified timepoints or clinic visits has not been systematically studied. In this paper, we compare different methods for applying MMRM to trials wherein data is available at protocol-specified timepoints, as well as nonprotocol-specified timepoints due to patient early discontinuation. The methods under consideration included observed case MMRM, per protocol visits MMRM, interval last observation carried forward (LOCF) MMRM, and a hybrid of the per protocol visits and interval LOCF MMRM approaches. Simulation results reveal that the method that best controls the type I error rate is the per protocol visits method. This method is also associated with the least precision among the competing methods. Thus, in confirmatory clinical trials wherein control of type I error rates is critical, per protocol visits MMRM is recommended. However, in exploratory trials where strict type I error control is not as critical, one may prefer interval LOCF MMRM due to its increased precision. Points to consider with respect to both study design (e.g., assigning schedule of events) and subsequent analysis are offered.

摘要

用于临床试验分析的重复测量混合效应模型(MMRM)作为一种主要分析方法,近来获得了广泛支持。然而,在实际实施细节方面仍存在一些问题。例如,对于在非方案规定时间点或临床访视时收集的临床试验数据,是否以及如何纳入尚未得到系统研究。在本文中,我们比较了将MMRM应用于以下试验的不同方法:在这些试验中,不仅在方案规定时间点有数据,而且由于患者提前停药,在非方案规定时间点也有数据。所考虑的方法包括观察病例MMRM、符合方案访视MMRM、末次观察向前结转(LOCF)间隔MMRM,以及符合方案访视和间隔LOCF MMRM方法的混合方法。模拟结果表明,最能控制I型错误率的方法是符合方案访视法。在竞争方法中,该方法的精度也是最低的。因此,在确证性临床试验中,I型错误率的控制至关重要,建议采用符合方案访视MMRM。然而,在探索性试验中,严格的I型错误控制不那么关键,由于其精度提高,人们可能更喜欢间隔LOCF MMRM。本文还提供了有关研究设计(例如,分配事件时间表)和后续分析的要点。

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