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Mathematical and computational approaches to epidemic modeling: a comprehensive review

机译:流行病建模的数学和计算方法:全面综述

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摘要

Mathematical and computational approaches are important tools for understanding epidemic spread patterns and evaluating policies of disease control. In recent years, epidemiology has become increasingly integrated with mathematics, sociology, management science, complexity science, and computer science. The cross of multiple disciplines has caused rapid development of mathematical and computational approaches to epidemic modeling. In this article, we carry out a comprehensive review of epidemic models to provide an insight into the literature of epidemic modeling and simulation. We introduce major epidemic models in three directions, including mathematical models, complex network models, and agent-based models. We discuss the principles, applications, advantages, and limitations of these models. Meanwhile, we also propose some future research directions in epidemic modeling.
机译:数学和计算方法是了解流行病传播模式和评估疾病控制策略的重要工具。近年来,流行病学已与数学,社会学,管理科学,复杂性科学和计算机科学日益融合。多个学科的交叉导致流行病建模的数学和计算方法的快速发展。在本文中,我们对流行病模型进行了全面回顾,以提供对流行病建模和模拟文献的见识。我们从三个方向介绍主要的流行病模型,包括数学模型,复杂网络模型和基于代理的模型。我们讨论了这些模型的原理,应用,优点和局限性。同时,我们还提出了流行病建模的一些未来研究方向。

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