meta分析中发表偏倚的敏感性分析:贝叶斯方法

Kimihiko Sakamoto, Y. Matsuyama, Y. Ohashi
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摘要

由于学术发表的选择过程,所有对已发表文献的meta分析或多或少都会受到所谓发表偏倚的影响,往往会高估兴趣的作用。统计上,荟萃分析中的发表偏倚是一种选择偏倚,它是从未发表的研究群体中非随机抽样产生的。一些作者提出了使用选择模型方法建模发表偏倚的方法,该方法考虑了代表每项研究发表概率的权函数的联合建模和兴趣结果的回归。Copas(1999)表明,在这种方法中,一些模型参数是不可估计的,需要进行敏感性分析。在实施Copas对发表偏倚的敏感性分析时,在适当确定敏感性参数的范围方面出现了实际困难。本文提出了一种贝叶斯层次模型,该模型扩展了Copas的选择性模型,并将专家意见作为灵敏度参数的先验分布。我们用一个被动吸烟与肺癌meta分析的例子来说明这种方法。
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Sensitivity Analysis of Publication Bias in Meta-analysis : A Bayesian Approach
Due to the selection process in academic publication, all meta-analysis of published literature is more or less affected by the so-called publication bias and tends to overestimate the effect of interest. Statistically, publication bias in meta-analysis is a selection bias which results from a non-random sampling from the population of unpublished studies. Several authors proposed methods of modelling publication bias using a selection model approach, which considers a joint modelling of the weight function representing the publication probability of each study and a regression of the outcome of interest. Copas (1999) showed that in this approach some of the model parameters are not estimable and a sensitivity analysis should be conducted. In implementing the Copas’s sensitivity analysis of publication bias, a practical difficulty arises in determining the range of sensitivity parameters appropriately. We propose in this article a Bayesian hierarchical model which extends Copas’s selectivity model and incorporates the experts’ opinions as a prior distribution of sensitivity parameters. We illustrate this approach with an example of the passive smoking and lung cancer meta-analysis.
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