Université de Bordeaux, Département de Pharmacologie, INSERM U657, Bordeaux, France.
Drug Saf. 2010 Nov 1;33(11):1045-54. doi: 10.2165/11537780-000000000-00000.
Different methods have been proposed for assessing a possible causal link between a drug treatment and an adverse event in individual patients. They approximately belong to three main categories: expert judgement, operational algorithms and probabilistic approaches.
To compare, in a set of actual drug adverse event reports, three different methods for assessing drug causality, each belonging to one of the three main categories: expert judgement, the algorithm used by the French pharmacovigilance centres since 1985, and a novel method based on the logistic function.
Fifty drug-event pairs were randomly sampled from the database of the Bordeaux pharmacovigilance centre, France. To serve as the gold standard, the probability for drug causation, from 0 to 1, was first determined for each drug-event pair by a panel of senior experts until consensus was reached. Causality was then assessed by members of the Bordeaux pharmacovigilance centre by using the French algorithm and the logistic method. Results expressed as a probability with the logistic method and as a score from 0 to 4 with the French algorithm were then compared with consensual expert judgement, as were the sensitivity, specificity and positive and negative predictive values.
Probabilities ranged from 0.08 to 0.99 (median 0.58; mean 0.60) for experts versus 0.18-0.88 (median 0.73; mean 0.67) for the logistic method. Consensual expert judgement was not discriminant (p = 0.50) in ten cases. For the algorithm, only three of five causality scores were found, doubtful scores being clearly predominant (74%) followed by possible (16%) and probable (10%) scores. Sensitivity and specificity were 0.96 and 0.42, respectively, for the logistic method versus 0.42 and 0.92 for the algorithm. Positive and negative predictive values were 0.78 and 0.83, respectively, for the logistic method versus 0.92 and 0.42 for the algorithm.
Agreement between the three approaches was poor, and only satisfactory for drug events judged as drug-induced by consensual expert judgement. The logistic method showed high sensitivity at the expense of poor specificity. Conversely, the algorithm had poor sensitivity but good specificity. The comparatively good sensitivity and positive predictive values of the logistic method suggest that it may be more useful in the routine or automated assessment of case reports of suspected but still unknown adverse drug reactions. With a substantial rate of false positives relative to true negatives (low specificity), the logistic method does not replace, but can be complemented by, critical clinical assessment of individual cases in evaluating drug-related risk.
已有多种方法被提议用于评估个体患者的药物治疗与不良事件之间可能存在的因果关系。这些方法大致可分为三类:专家判断、操作算法和概率方法。
在一组实际的药物不良反应报告中,比较三种不同的药物因果关系评估方法,每种方法都属于这三类中的一类:专家判断、法国自 1985 年以来使用的算法和一种基于逻辑函数的新方法。
从法国波尔多药物警戒中心的数据库中随机抽取 50 对药物-事件组合。首先,由一组资深专家确定每对药物-事件的药物因果关系概率,范围为 0 到 1,直到达成共识。然后,由波尔多药物警戒中心的成员使用法国算法和逻辑方法评估因果关系。用逻辑方法表示的概率和用法国算法表示的 0 到 4 的分数与共识专家判断进行比较,并比较敏感性、特异性以及阳性和阴性预测值。
专家判断的概率范围为 0.08 至 0.99(中位数 0.58;平均值 0.60),逻辑方法的概率范围为 0.18 至 0.88(中位数 0.73;平均值 0.67)。在十种情况下,共识专家判断没有判别力(p=0.50)。对于算法,只有五个因果关系评分中的三个被发现,可疑评分明显占主导地位(74%),其次是可能(16%)和可能(10%)评分。逻辑方法的敏感性和特异性分别为 0.96 和 0.42,算法分别为 0.42 和 0.92。逻辑方法的阳性和阴性预测值分别为 0.78 和 0.83,算法分别为 0.92 和 0.42。
三种方法之间的一致性较差,只有经共识专家判断判断为药物诱导的药物事件才具有满意的一致性。逻辑方法的敏感性高,但特异性差。相反,算法的敏感性差,但特异性好。逻辑方法具有较好的敏感性和阳性预测值,这表明它在疑似但仍未知的药物不良反应病例报告的常规或自动评估中可能更有用。由于假阳性相对于真阴性的比例较高(特异性低),逻辑方法不能替代,而是可以通过对个体病例进行批判性临床评估来补充,以评估药物相关性风险。