Incorporating Prior Data in Quantitative Benefit-Risk Assessments: Case Study of a Bayesian Method.

IF 2 4区 医学 Q4 MEDICAL INFORMATICS Therapeutic innovation & regulatory science Pub Date : 2024-05-01 Epub Date: 2024-01-24 DOI:10.1007/s43441-023-00611-4
Sai Dharmarajan, Zhong Yuan, Yeh-Fong Chen, Leila Lackey, Saurabh Mukhopadhyay, Pritibha Singh, Ram Tiwari
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Abstract

Background: Multiple criteria decision analysis (MCDA) and stochastic multi-criteria acceptability analysis (SMAA) in their current implementation cannot incorporate prior or external information on benefits and risks. We demonstrate how to incorporate prior data using a Bayesian mixture model approach while conducting quantitative benefit-risk assessments (qBRA) for medical products.

Methods: We implemented MCDA and SMAA in a Bayesian framework. To incorporate information from a prior study, we use mixture priors on each benefit and risk attribute that mixes information from a previous study with a vague prior distribution. The degree of borrowing is varied using a mixing proportion parameter.

Results: A demonstration case study for qBRA using the supplementary New Drug Application (sNDA) filing for Rivaroxaban for the indication of reduction in the risk of major thrombotic vascular events in patients with peripheral artery disease (PAD) was used to illustrate the method. Net utility scores, obtained from the randomized controlled trial data to support the sNDA, from the MCDA for Rivaraxoban and comparator were 0.48 and 0.56, respectively, with Rivaroxaban being the preferred alternative only 33% of the time. We show that with only 30% borrowing from a previous RCT, the MCDA and SMAA results are favorable for Rivaroxaban, accounting for the seemingly aberrant results on all-cause death in the trial data used to support the sNDA.

Conclusion: Our method to formally incorporate prior data in MCDA and SMAA is easy to use and interpret. Software in the form of an RShiny App is available here: https://sai-dharmarajan.shinyapps.io/BayesianMCDA_SMAA/ .

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将先验数据纳入量化效益-风险评估:贝叶斯方法案例研究。
背景:多标准决策分析(MCDA)和随机多标准可接受性分析(SMAA)在目前的实施中无法纳入有关效益和风险的先验或外部信息。我们展示了如何使用贝叶斯混合模型方法在对医疗产品进行量化效益-风险评估(qBRA)时纳入先验数据:我们在贝叶斯框架内实施了 MCDA 和 SMAA。为了纳入先前研究的信息,我们在每个效益和风险属性上使用了混合先验,将先前研究的信息与模糊先验分布混合在一起。借用程度可通过混合比例参数来改变:结果:我们利用利伐沙班的补充新药申请(sNDA)来进行 qBRA 的示范案例研究,该新药申请的适应症是降低外周动脉疾病(PAD)患者发生重大血栓性血管事件的风险。从支持 sNDA 的随机对照试验数据中获得的利伐沙班和对比药的 MCDA 净效用分数分别为 0.48 和 0.56,其中只有 33% 的情况下利伐沙班是首选。我们的研究表明,只有30%的时间借鉴了先前的一项RCT,MCDA和SMAA结果对利伐沙班有利,从而解释了用于支持sNDA的试验数据在全因死亡方面看似反常的结果:我们将先前数据正式纳入 MCDA 和 SMAA 的方法易于使用和解释。RShiny应用程序形式的软件可在此处获取:https://sai-dharmarajan.shinyapps.io/BayesianMCDA_SMAA/ 。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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来源期刊
Therapeutic innovation & regulatory science
Therapeutic innovation & regulatory science MEDICAL INFORMATICS-PHARMACOLOGY & PHARMACY
CiteScore
3.40
自引率
13.30%
发文量
127
期刊介绍: Therapeutic Innovation & Regulatory Science (TIRS) is the official scientific journal of DIA that strives to advance medical product discovery, development, regulation, and use through the publication of peer-reviewed original and review articles, commentaries, and letters to the editor across the spectrum of converting biomedical science into practical solutions to advance human health. The focus areas of the journal are as follows: Biostatistics Clinical Trials Product Development and Innovation Global Perspectives Policy Regulatory Science Product Safety Special Populations
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