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Meta-analysis of continuous outcomes: Using pseudo IPD created from aggregate data to adjust for baseline imbalance and assess treatment-by-baseline modification

机译:荟萃分析连续结果:使用从聚合数据创建的伪IPD来调整基线不平衡并评估逐个基线修改

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摘要

Meta-analysis of individual participant data (IPD) is considered the "gold-standard" for synthesizing clinical study evidence. However, gaining access to IPD can be a laborious task (if possible at all) and in practice only summary (aggregate) data are commonly available. In this work we focus on meta-analytic approaches of comparative studies where aggregate data are available for continuous outcomes measured at baseline (pre-treatment) and follow-up (post-treatment). We propose a method for constructing pseudo individual baselines and outcomes based on the aggregate data. These pseudo IPD can be subsequently analysed using standard analysis of covariance (ANCOVA) methods. Pseudo IPD for continuous outcomes reported at two timepoints can be generated using the sufficient statistics of an ANCOVA model, i.e., the mean and standard deviation at baseline and follow-up per group, together with the correlation of the baseline and follow-up measurements. Applying the ANCOVA approach, which crucially adjusts for baseline imbalances and accounts for the correlation between baseline and change scores, to the pseudo IPD, results in identical estimates to the ones obtained by an ANCOVA on the true IPD. In addition, an interaction term between baseline and treatment effect can be added. There are several modeling options available under this approach, which makes it very flexible. Methods are exemplified using reported data of a previously published IPD meta-analysis of 10 trials investigating the effect of antihypertensive treatments on systolic blood pressure, leading to identical results compared with the true IPD analysis and of a meta-analysis of fewer trials, where baseline imbalance occurred.
机译:个人参与者数据(IPD)的META分析被认为是合成临床研究证据的“金标准”。但是,获得对IPD的访问可以是一个费力的任务(如果可能的话),并且实际上只有摘要(聚合)数据通常可用。在这项工作中,我们专注于比较研究的Meta分析方法,其中聚合数据可用于在基线(预处理)和随访(治疗后)测量的连续结果。我们提出了一种基于总数据构建伪单个基线和结果的方法。随后可以使用协方差(ANCOVA)方法的标准分析来分析这些伪IPD。可以使用Ancova模型的足够统计,即每组基线的平均值和标准偏差,以及每个组的后续测量的相关性来生成伪IPD。应用Ancova方法,这大致调整基线不平衡,并且占基线与变化分数之间的相关性,对伪IPD产生相同的估计,这对ACCOVA在真实IPD上获得的估计值。此外,可以添加基线和治疗效果之间的相互作用项。此方法中有几种建模选项,这使得它非常灵活。方法是使用先前公布的IPD荟萃分析的报告的10项试验的数据,研究了抗高血压治疗对收缩压的影响,导致与真正的IPD分析相比的结果和较少的试验的荟萃分析,其中基线发生不平衡。

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