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如何使用和解读区间似然比。

How to use and interpret interval likelihood ratios.

作者信息

Sonis J

机构信息

Department of Family Medicine, University of Michigan, Ann Arbor, USA.

出版信息

Fam Med. 1999 Jun;31(6):432-7.

Abstract

Likelihood ratios offer important advantages over sensitivity and specificity for characterizing diagnostic tests. They can capture the magnitude of abnormality of test results, whereas sensitivity and specificity require that the test results be dichotomized into positive or negative. This is an important advantage because many diagnostic tests are measured on continuous or ordinal scales. Posttest probabilities calculated from interval likelihood ratios may be different than those calculated from sensitivity and specificity; clinical decisions derived from the use of likelihood ratios may therefore be different from decisions derived from test results characterized by sensitivity and specificity. This article demonstrates the advantages, use, and interpretation of interval likelihood ratios using the clinical scenario of a young child with a high fever.

摘要

在描述诊断测试方面,似然比相对于敏感度和特异度具有重要优势。它们能够捕捉测试结果异常的程度,而敏感度和特异度要求将测试结果二分法分为阳性或阴性。这是一个重要优势,因为许多诊断测试是在连续或有序尺度上进行测量的。根据区间似然比计算的验后概率可能与根据敏感度和特异度计算的不同;因此,基于似然比做出的临床决策可能与基于敏感度和特异度特征的测试结果所做出的决策不同。本文通过一个高热幼儿的临床案例展示区间似然比的优势、用途和解读。

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