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On the exact null-distribution of a test for homogeneity of the risk ratio in meta-analysis of studies with rare events

机译:稀有事件荟萃分析荟萃分析风险比均匀性均匀性的精确度

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This paper focuses on the test for homogeneity of relative risk in meta-analysis of count outcomes. Meta analysis of studies with rare events faces particular challenges, since the number of studies are low and the frequency of events may be small in some or all treatment arms. In such a case, the conventional chi-square test for homogeneity becomes undefined and we suggest a new chi-square test which is always defined. However, the chi-square approximation is poor. We therefore introduce methodology to obtain its exact distribution based on the product binomial likelihood. The exact p-value is then derived and the performance of the method is investigated using simulations. The results show that the type I error of the proposed method satisfies the nominal significance level in rare events situations. A real data example of a meta-analysis with an extreme form of rare event studies is used to illustrate the new test.
机译:本文重点研究了计数结果的荟萃分析中相对风险的均匀性的测试。罕见事件的研究荟萃分析面临着特别的挑战,因为研究的数量低,事件的频率可能在某些或全部治疗臂中较小。在这种情况下,传统的均匀性Chi-Square测试变得未定义,我们建议始终定义的新的Chi-Square测试。然而,Chi-Square近似是差的。因此,我们介绍了根据产品二项式可能性获得其精确分布的方法。然后导出确切的p值并使用模拟研究了该方法的性能。结果表明,所提出的方法的I误差误差满足罕见事件情况中的标称意义水平。使用极端形式的罕见事件研究的Meta分析的真实数据示例用于说明新测试。

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