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Novel methods to deal with publication biases: secondary analysis of antidepressant trials in the FDA trial registry database and related journal publications

机译:解决出版偏见的新方法:FDA试验注册数据库和相关期刊出版物中抗抑郁药物试验的二次分析

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摘要

>Objective To assess the performance of novel contour enhanced funnel plots and a regression based adjustment method to detect and adjust for publication biases.>Design Secondary analysis of a published systematic literature review.>Data sources Placebo controlled trials of antidepressants previously submitted to the US Food and Drug Administration (FDA) and matching journal publications. >Methods Publication biases were identified using novel contour enhanced funnel plots, a regression based adjustment method, Egger’s test, and the trim and fill method. Results were compared with a meta-analysis of the gold standard data submitted to the FDA.>Results Severe asymmetry was observed in the contour enhanced funnel plot that appeared to be heavily influenced by the statistical significance of results, suggesting publication biases as the cause of the asymmetry. Applying the regression based adjustment method to the journal data produced a similar pooled effect to that observed by a meta-analysis of the FDA data. Contrasting journal and FDA results suggested that, in addition to other deviations from study protocol, switching from an intention to treat analysis to a per protocol one would contribute to the observed discrepancies between the journal and FDA results.>Conclusion Novel contour enhanced funnel plots and a regression based adjustment method worked convincingly and might have an important part to play in combating publication biases.
机译:>目的:评估新型轮廓增强漏斗图的性能,以及基于回归的调整方法来检测和调整发布偏差。>设计对已发表的系统文献综述的二级分析。 strong>数据来源:安慰剂对照的抗抑郁药试验已先前提交给美国食品药品监督管理局(FDA)和相匹配的期刊出版物。 >方法使用新颖的轮廓增强漏斗图,基于回归的调整方法,Egger检验以及修剪和填充方法来确定出版偏向。将结果与提交给FDA的金标准数据的荟萃分析进行比较。>结果在轮廓增强的漏斗图中观察到严重的不对称性,似乎严重受结果的统计意义的影响,表明出版偏差是造成不对称的原因。将基于回归的调整方法应用于日记数据产生的汇总效应与FDA数据的荟萃分析所观察到的相似。对比的期刊和FDA结果表明,除了与研究方案的其他差异之外,从治疗分析的意图转变为按方案进行的研究将导致观察到的期刊和FDA结果之间的差异。>结论新颖的轮廓增强漏斗图和基于回归的调整方法具有说服力,并且可能在对抗出版偏见中发挥重要作用。

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