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应用于大流行性流感的流行斑块模型:接触矩阵、随机性和预测的稳健性。

Epidemic patch models applied to pandemic influenza: contact matrix, stochasticity, robustness of predictions.

作者信息

Lunelli Antonella, Pugliese Andrea, Rizzo Caterina

机构信息

Department of Mathematics, University of Trento, Povo (TN), Italy.

出版信息

Math Biosci. 2009 Jul;220(1):24-33. doi: 10.1016/j.mbs.2009.03.008. Epub 2009 Apr 14.

Abstract

Due to the recent emergence of H5N1 virus, the modelling of pandemic influenza has become a relevant issue. Here we present an SEIR model formulated to simulate a possible outbreak in Italy, analysing its structure and, more generally, the effect of including specific details into a model. These details regard population heterogeneities, such as age and spatial distribution, as well as stochasticity, that regulates the epidemic dynamics when the number of infectives is low. We discuss and motivate the specific modelling choices made when building the model and investigate how the model details influence the predicted dynamics. Our analysis may help in deciding which elements of complexity are worth including in the design of a deterministic model for pandemic influenza, in a balance between, on the one hand, keeping the model computationally efficient and the number of parameters low and, on the other hand, maintaining the necessary realistic features.

摘要

由于最近H5N1病毒的出现,大流行性流感的建模已成为一个相关问题。在此,我们提出一个SEIR模型,用于模拟意大利可能发生的疫情爆发,分析其结构,更广泛地说,分析将特定细节纳入模型的效果。这些细节涉及人口异质性,如年龄和空间分布,以及随机性,当感染者数量较少时,随机性会调节疫情动态。我们讨论并阐述构建模型时所做的特定建模选择,并研究模型细节如何影响预测的动态。我们的分析可能有助于在确定性大流行性流感模型的设计中决定哪些复杂性元素值得纳入,一方面要保持模型计算效率高且参数数量少,另一方面要保持必要的现实特征,在这两者之间取得平衡。

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