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流行病建模中的内在随机性超出了统计不确定性.
Matthew J Penn1, Daniel J Laydon2, Joseph Penn1
1University of Oxford, Oxford, UK.
概括
预测传染病风险需要考虑 aleatoric (随机性) 和 epistemic (不完美的知识) 不确定性. 忽视随机性大大低估了潜在的流行病风险,误导了决策者.
科学领域:
- 流行病学 流行病学
- 数学生物学 数学生物学
- 传染病建模 传染病建模
背景情况:
- 目前的传染病风险框架主要解决认识体系的不确定性 (不完美的知识).
- 在流行病中,因单一爆发的观察而导致的异构不确定性 (内在的随机性) 往往无法量化.
- 这种差距限制了准确的风险评估和政策决策.
研究的目的:
- 开发一个框架,以描述传染病爆发中的 aleatoric 和 epistemic 不确定性.
- 为了明确地将 aleatoric 变异分解为机械组件并分析其时间动态.
- 为了突出低估风险,当 aleatoric 不确定性被忽视.
主要方法:
- 利用一个时间变化的一般分支过程模型.
- 将 aleatoric 变异分解为有助于流行病不确定性的特定机械因素.
- 分析了随着时间的推移,预测不确定性的动态增长.
主要成果:
- 在没有取代事件或过度分散的后代分布的情况下,可能会出现大量的爆发不确定性.
- 预测的不确定性以动态和快速的方式增加.
- 仅仅基于认识系统不确定性的预测导致了对真正的流行病风险的严重低估.
结论:
- 没有纳入 aleatoric 不确定性,就会对潜在的传染病风险进行误导性的低估.
- 精确的流行风险管理需要量化 aleatoric 和 epistemic 不确定性.
- 拟议的方法通过使用历史流行病数据来证明低估的程度.
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