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Estimators of sensitivity and specificity in the presence of verification bias: A Bayesian approach

机译:存在验证偏差时的敏感性和特异性估算器:贝叶斯方法

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Verification bias can occur if some of the patients with test results are not selected to receive the gold standard procedure. Unverified cases frequently are not suggestive to be positives. Consequently, the set of verified cases overestimates the number of true positives and underestimates the number of true negatives. The sensitivity and specificity estimates based only on the patients with verified disease are often biased. In this article we derive estimators for sensitivity and specificity not subject to verification bias using a Bayesian approach. Marginal posterior densities of all parameters are estimated using the Gibbs sampler algorithm. An application to the study of accuracy of Hybrid Capture II in the diagnosis of cervical intraepithelial neoplasia grades 2 and 3 illustrates the proposed methodology.
机译:如果未选择某些具有测试结果的患者接受黄金标准程序,则可能会产生验证偏差。未验证的案例通常并不意味着肯定。因此,一组经过验证的案例高估了真实阳性的数量,而低估了真实阴性的数量。仅基于已确诊疾病的患者的敏感性和特异性估计常常有偏差。在本文中,我们导出了使用贝叶斯方法不受敏感性偏差影​​响的敏感性和特异性的估计量。使用Gibbs采样器算法估算所有参数的边缘后验密度。在杂合捕获II在子宫颈上皮内瘤变2和3级诊断中的准确性研究中的应用说明了所提出的方法。

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