Letter From the Editor

H. Chu, Hongfei Guo
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引用次数: 0

Abstract

We congratulate Harbord and others (2007) for identifying the very closely related and sometimes identical relationship between the hierarchical summary receiver operating characteristic (HSROC) model (Rutter and Gatsonis, 2001) and the bivariate random-effects meta-analysis (Van Houwelingen and others , 2002; Macaskill, 2004; Reitsma and others , 2005; Chu and Cole, 2006) from a meta-analysis of diagnostic accuracy studies. However, the formulas for constructing the summary receiver operating characteristic (SROC) curve from the HSROC model presented in equation (5.1) by Harbord and others (2007), in p. 2870 by Rutter and Gatsonis (2001), and in p. 927 by Macaskill (2004) are incorrect and potentially misleading.Tosimplify the discussion, we focus on models without any covariates. Let n i 11 , n i 00 , n i 01 , and n i 10 be the number of true positives, true negatives, false positives, and false negatives and n i 1 · and n i 0 · be the number of diseased and nondiseased patients in the i th diagnostic accuracy studies from a meta-analysis, respectively. Conditional on the number of diseased and nondiseased patients in each study, the bivariate random-effects meta-analysis model assumes the following: n i 00 ∼ Binomial ( n i 0 · , Sp i ) , n i 11 ∼ Binomial ( n i 1 · , Se i ) , logit ( Se i ) = +
编辑来信
我们祝贺Harbord等人(2007)发现了层级总结接收者操作特征(HSROC)模型(Rutter和Gatsonis, 2001)和双变量随机效应元分析(Van Houwelingen等人,2002;迈克阿斯克尔,2004;Reitsma等人,2005;Chu和Cole, 2006),来自诊断准确性研究的荟萃分析。然而,Harbord等人(2007)、Rutter和Gatsonis(2001)第2870页和Macaskill(2004)第927页中提出的从HSROC模型构建总接受者工作特征(SROC)曲线的公式是不正确的,可能具有误导性。为了简化讨论,我们将重点放在没有协变量的模型上。设ni11、ni00、ni01和ni10分别为真阳性、真阴性、假阳性和假阴性的数量,ni1·和ni0·分别为荟萃分析中诊断准确性研究中患病和非患病患者的数量。根据每项研究中患病和非患病患者的数量,双变量随机效应荟萃分析模型假设如下:n i 00 ~ Binomial (n i 0·,Sp i), n i 11 ~ Binomial (n i 1·,Se i), logit (Se i) = +
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