Emergency Response Department Science and Technology, Public Health England, Porton Down, UK.
NIHR, Health Protection Research Unit in Emerging and Zoonotic Infections at University of Liverpool, Liverpool, UK; Institute of Infection and Global Health, The University of Liverpool, Liverpool, UK.
Epidemics. 2018 Dec;25:1-8. doi: 10.1016/j.epidem.2018.05.007. Epub 2018 May 18.
Mathematical models can aid in the understanding of the risks associated with the global spread of infectious diseases. To assess the current state of mathematical models for the global spread of infectious diseases, we reviewed the literature highlighting common approaches and good practice, and identifying research gaps. We followed a scoping study method and extracted information from 78 records on: modelling approaches; input data (epidemiological, population, and travel) for model parameterization; model validation data. We found that most epidemiological data come from published journal articles, population data come from a wide range of sources, and travel data mainly come from statistics or surveys, or commercial datasets. The use of commercial datasets may benefit the modeller, however makes critical appraisal of their model by other researchers more difficult. We found a minority of records (26) validated their model. We posit that this may be a result of pandemics, or far-reaching epidemics, being relatively rare events compared with other modelled physical phenomena (e.g. climate change). The sparsity of such events, and changes in outbreak recording, may make identifying suitable validation data difficult. We appreciate the challenge of modelling emerging infections given the lack of data for both model parameterisation and validation, and inherent complexity of the approaches used. However, we believe that open access datasets should be used wherever possible to aid model reproducibility and transparency. Further, modellers should validate their models where possible, or explicitly state why validation was not possible.
数学模型可以帮助理解传染病在全球传播的风险。为了评估当前用于传染病全球传播的数学模型的状况,我们回顾了文献,强调了常见方法和良好实践,并确定了研究空白。我们遵循范围界定研究方法,从 78 份记录中提取了以下信息:建模方法;模型参数化的输入数据(流行病学、人口和旅行);模型验证数据。我们发现,大多数流行病学数据来自已发表的期刊文章,人口数据来自广泛的来源,旅行数据主要来自统计数据或调查,或商业数据集。使用商业数据集可能对建模者有利,但使其他研究人员更难对其模型进行关键评估。我们发现只有少数记录(26 个)验证了他们的模型。我们假设,这可能是由于与其他建模物理现象(例如气候变化)相比,大流行或广泛流行的疫情相对较少。此类事件的稀疏性以及疫情记录的变化可能使得难以确定合适的验证数据。鉴于模型参数化和验证缺乏数据以及所使用方法的固有复杂性,我们理解对新出现的传染病进行建模的挑战。但是,我们认为应尽可能使用开放获取数据集,以帮助提高模型的可重复性和透明度。此外,建模者应尽可能验证其模型,或者明确说明为什么无法验证。