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Adverse drug reaction or innocent bystander? A systematic comparison of statistical discovery methods for spontaneous reporting systems

机译:不良药物反应或无辜的旁观者? 自发报告系统统计发现方法的系统比较

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Abstract Purpose: Spontaneous reporting systems (SRSs) are used to discover previously unknown relationships between drugs and adverse drug reactions (ADRs). A plethora of statistical methods have been proposed over the years to identify these drug-ADR pairs. The objective of this study is to compare a wide variety of methods in their ability to detect these signals, especially when their detection is complicated by the presence of innocent bystanders (drugs that are mistaken to be associated with the ADR, since they are prescribed together with the drug that is the ADR's actual cause). Methods: Twelve methods, 24 measures in total, ranging from simple d?s-proportionality measures (eg, the reporting odds ratio), hypothesis tests (eg, test of the Poisson mean), Bayesian shrinkage estimates (eg, the Bayesian confidence propagation neural network, BCPNN) to sparse regression (LASSO), are compared in their ability to detect drug-ADR pairs in a large number of simulated SRSs with varying numbers of innocent bystanders and effect sizes. The area under the precision-recall curve is used to assess the measures' performance. Results: Hypothesis tests (especially the test of the Poisson mean) perform best when the associations are weak and there is little to no confounding by other drugs. When the level of confounding increases and/or the effect sizes become larger, Bayesian shrinkage methods should be preferred. The LASSO proves to be the most robust against the innocent bystander effect Conclusions: There is no absolute "winner". Which method to use for a particular SRS depends on the effect sizes and the level of confounding present in the data.
机译:摘要目的:自发报告系统(SRSS)用于发现药物和不良药物反应(ADRS)之间以前未知的关系。多年来已经提出了一种统计方法,以鉴定这些药物-ADR对。本研究的目的是比较它们在检测这些信号的能力中的各种方法,特别是当它们的检测因存在无辜的旁观者(错误地与ADR相关的药物而变得复杂时,因为它们一起被规定与ADR的实际原因的药物)。方法:12种方法,总共24个措施,从简单的D?S比例措施(例如,报告赔率比),假设试验(例如,泊松平均值的试验),贝叶斯萎缩估计(例如,贝叶斯置信信心传播)神经网络,BCPNN)与稀疏回归(套索)进行比较,其能够在大量模拟SRS中检测药物-ADR对,其具有不同数量的无辜旁观者和效果尺寸。精密召回曲线下的区域用于评估措施的性能。结果:假设试验(特别是泊松般的试验)在联想疲软时表现最佳,而其他药物则没有混淆。当混淆水平增加和/或效果大小变得更大时,贝叶斯收缩方法应优选。套索被证明是对无辜的旁观者效应结论的最强大:没有绝对的“胜利者”。使用哪种方法用于特定SRS的方法取决于效果大小和数据中存在的混淆级别。

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