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两条参数化ROC曲线下面积的非劣效性检验。

A non-inferiority test of areas under two parametric ROC curves.

作者信息

Jin Hua, Lu Ying

机构信息

School of Mathematical Sciences and Center for Studies of Psychological Application, South China Normal University, Guangzhou, China.

出版信息

Contemp Clin Trials. 2009 Jul;30(4):375-9. doi: 10.1016/j.cct.2009.03.003. Epub 2009 Mar 29.

Abstract

Equivalence or non-inferiority in diagnostic accuracy of two medical diagnostic tests is a common medical problem. Statistical tests of non-inferiority of diagnostic tests have long been a subject of interest in medicine and biostatistical research. Accuracy of a continuous diagnostic test can be evaluated by the area under a receiver operating characteristic (ROC) curve. A conventional non-inferiority test for areas of two parametric ROC curves has been proposed by Zhou, Obuchowski, and McClish [Zhou XH, Obuchowski NA, McClish DK. Statistical Methods in Diagnostic Medicine. New York: John Wiley; 2002]. In this paper, we showed that this conventional approach is anti-conservative and proposed a new statistical test based on restricted maximum likelihood estimator to achieve designed type I error rate. Simulation studies supported this new test to be appropriate for small sample size or highly correlated diagnostic modalities.

摘要

两种医学诊断测试在诊断准确性上的等效性或非劣效性是一个常见的医学问题。诊断测试非劣效性的统计检验长期以来一直是医学和生物统计学研究的一个感兴趣的主题。连续诊断测试的准确性可以通过受试者操作特征(ROC)曲线下的面积来评估。周、奥布霍夫斯基和麦克利什[周XH,奥布霍夫斯基NA,麦克利什DK。诊断医学中的统计方法。纽约:约翰·威利;2002]提出了一种针对两条参数化ROC曲线面积的传统非劣效性检验方法。在本文中,我们表明这种传统方法是反保守的,并提出了一种基于受限最大似然估计器的新统计检验方法,以实现设计的I型错误率。模拟研究支持这种新检验方法适用于小样本量或高度相关的诊断方式。

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