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药物警戒和药物流行病学研究中的序列对称性分析。

Sequence symmetry analysis in pharmacovigilance and pharmacoepidemiologic studies.

机构信息

School of Pharmacy, Institute of Clinical Pharmacy and Pharmaceutical Sciences, College of Medicine, National Cheng Kung University, No. 1, University Road, Tainan, 701, Taiwan.

Health Outcome Research Center, National Cheng Kung University, Tainan, Taiwan.

出版信息

Eur J Epidemiol. 2017 Jul;32(7):567-582. doi: 10.1007/s10654-017-0281-8. Epub 2017 Jul 11.

Abstract

Sequence symmetry analysis (SSA) is a method for detecting adverse drug events by utilizing computerized claims data. The method has been increasingly used to investigate safety concerns of medications and as a pharmacovigilance tool to identify unsuspected side effects. Validation studies have indicated that SSA has moderate sensitivity and high specificity and has robust performance. In this review we present the conceptual framework of SSA and discuss advantages and potential pitfalls of the method in practice. SSA is based on analyzing the sequences of medications; if one medication (drug B) is more often initiated after another medication (drug A) than before, it may be an indication of an adverse effect of drug A. The main advantage of the method is that it requires a minimal dataset and is computationally efficient. By design, SSA controls time-constant confounders. However, the validity of SSA may be affected by time-varying confounders, as well as by time trends in the occurrence of exposure or outcome events. Trend effects may be adjusted by modeling the expected sequence ratio in the absence of a true association. There is a potential for false positive or negative results and careful consideration should be given to potential sources of bias when interpreting the results of SSA studies.

摘要

序列对称分析(SSA)是一种利用计算机索赔数据检测药物不良事件的方法。该方法已越来越多地用于调查药物的安全性问题,并作为药物警戒工具来识别未被察觉的副作用。验证研究表明,SSA 具有中等敏感性和高度特异性,且性能稳健。在本综述中,我们介绍了 SSA 的概念框架,并讨论了该方法在实践中的优点和潜在缺陷。SSA 基于对药物序列的分析;如果一种药物(药物 B)在另一种药物(药物 A)之前被更频繁地启用,那么它可能表明药物 A 有不良影响。该方法的主要优点是它需要最小的数据集,并且计算效率高。通过设计,SSA 控制了时间不变的混杂因素。然而,SSA 的有效性可能受到时间变化的混杂因素以及暴露或结局事件发生的时间趋势的影响。通过在不存在真实关联的情况下对预期序列比进行建模,可以调整趋势效应。可能会出现假阳性或假阴性结果,在解释 SSA 研究结果时,应仔细考虑潜在的偏倚来源。

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