Rhodes K M, Savović J, Elbers R, Jones H E, Higgins J P T, Sterne J A C, Welton N J, Turner R M
AstraZeneca Cambridge UK.
University of Cambridge UK.
J R Stat Soc Ser A Stat Soc. 2020 Jan;183(1):193-209. doi: 10.1111/rssa.12485. Epub 2019 Jul 1.
Flaws in the conduct of randomized trials can lead to biased estimation of the intervention effect. Methods for adjustment of within-trial biases in meta-analysis include the use of empirical evidence from an external collection of meta-analyses, and the use of expert opinion informed by the assessment of detailed trial information. Our aim is to present methods to combine these two approaches to gain the advantages of both. We make use of the risk of bias information that is routinely available in Cochrane reviews, by obtaining empirical distributions for the bias associated with particular bias profiles (combinations of risk of bias judgements). We propose three methods: a formal combination of empirical evidence and opinion in a Bayesian analysis; asking experts to give an opinion on bias informed by both summary trial information and a bias distribution from the empirical evidence, either numerically or by selecting areas of the empirical distribution. The methods are demonstrated through application to two example binary outcome meta-analyses. Bias distributions based on opinion informed by trial information alone were most dispersed on average, and those based on opinions obtained by selecting areas of the empirical distribution were narrowest. Although the three methods for combining empirical evidence with opinion vary in ease and speed of implementation, they yielded similar results in the two examples.
随机试验实施过程中的缺陷可能导致对干预效果的估计产生偏差。荟萃分析中调整试验内偏差的方法包括使用来自外部荟萃分析集合的经验证据,以及使用基于详细试验信息评估的专家意见。我们的目的是提出结合这两种方法以兼具两者优势的方法。我们利用Cochrane综述中常规提供的偏倚风险信息,通过获取与特定偏倚概况(偏倚风险判断的组合)相关的偏倚的经验分布。我们提出了三种方法:在贝叶斯分析中对经验证据和意见进行正式组合;要求专家根据试验总结信息和来自经验证据的偏倚分布,以数字方式或通过选择经验分布区域,对偏倚发表意见。通过应用于两个二元结局荟萃分析示例对这些方法进行了演示。仅基于试验信息得出的意见所形成的偏倚分布平均而言最为分散,而基于选择经验分布区域获得的意见所形成的偏倚分布最窄。尽管将经验证据与意见相结合的三种方法在实施的难易程度和速度上有所不同,但在这两个示例中它们产生了相似的结果。