A Bayesian risk assessment of the COVID-19 pandemic using FMEA and a modified SEIR epidemic model

Yacine Koucha, Qingping Yang
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引用次数: 1

Abstract

The COVID-19 outbreak is of great concern due to the high rates of infection and the large number of deaths worldwide. In this paper, we considered a Bayesian inference and failure mode and effects analysis of the modified susceptible-exposed-infectious-removed model for the transmission dynamics of COVID-19 with an exponentially distributed infectious period. We estimated the effective reproduction number based on laboratory-confirmed cases and death data using Bayesian inference and analyse the impact of the community spread of COVID-19 across the United Kingdom. We used the failure mode and effects analysis tool to evaluate the effectiveness of the action measures taken to manage the COVID-19 pandemic. We focused on COVID-19 infections and therefore the failure mode is taken as positive cases. The model is applied to COVID-19 data showing the effectiveness of interventions adopted to control the epidemic by reducing the reproduction number of COVID-19. Results have shown that the combination of Bayesian inference, compartmental modelling and failure mode and effects analysis is effective in modelling and studying the risks of COVID-19 transmissions, leading to the quantitative evaluation of the action measures and the identification of the lessons learned from the governmental measures and actions taken in response to COVID-19 in the United Kingdom. Analytical and numerical methods are used to highlight the practical implications of our findings. The proposed methodology will find applications in current and future COVID-19 like pandemics and wide quality engineering.
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基于FMEA和改进SEIR流行病模型的COVID-19大流行贝叶斯风险评估
新冠肺炎疫情在全球范围内的高感染率和大量死亡令人高度关注。本文对具有指数分布感染期的COVID-19传播动力学进行了贝叶斯推理,并对改进的易感-暴露-感染-去除模型进行了失效模式和效果分析。我们根据实验室确诊病例和死亡数据,使用贝叶斯推断估计了有效繁殖数,并分析了COVID-19在英国社区传播的影响。我们使用失效模式和效果分析工具评估了管理COVID-19大流行所采取的行动措施的有效性。我们关注的是COVID-19感染,因此将失败模式视为阳性病例。将该模型应用于COVID-19数据,显示了通过减少COVID-19的繁殖数量来控制疫情的干预措施的有效性。结果表明,贝叶斯推理、分区建模和失效模式及效果分析相结合,可以有效地模拟和研究COVID-19传播风险,从而对行动措施进行定量评估,并从英国政府应对COVID-19所采取的措施和行动中吸取教训。分析和数值方法被用来强调我们的发现的实际意义。提出的方法将应用于当前和未来的COVID-19,如流行病和广泛的质量工程。
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来源期刊
International Journal of Metrology and Quality Engineering
International Journal of Metrology and Quality Engineering Engineering-Safety, Risk, Reliability and Quality
CiteScore
1.70
自引率
0.00%
发文量
8
审稿时长
8 weeks
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