Towards a quantitative model of epidemics during conflicts

S. Banerjee
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引用次数: 3

Abstract

Epidemics may both contribute to and arise as a result of conflict. The effects of conflict on infectious diseases are complex and there have been confounding observations of both increase and decrease in disease outbreaks during and after conflicts. However there is no unified mathematical model that explains all these counter-intuitive observations. There is an urgent need for a quantitative framework for modelling conflicts and epidemics. We introduce a set of mathematical models to understand the role of conflicts in epidemics. Our mathematical framework has the potential to explain the counterintuitive observations and the complex role of human conflicts in epidemics. Our work suggests that aid and peacekeeping organizations should take an integrated approach that combines public health measures, socio-economic development, and peacekeeping in the conflict zone. Our approach exemplifies the role of non-linear thinking in complex systems like human societies. We view our work as a step towards a quantitative model of disease spread in conflicts.
建立冲突期间流行病的定量模型
流行病可能助长冲突,也可能是冲突的结果。冲突对传染病的影响是复杂的,在冲突期间和之后,疾病爆发的增加和减少令人困惑。然而,没有统一的数学模型来解释所有这些反直觉的观察结果。目前迫切需要一个模拟冲突和流行病的数量框架。我们引入了一套数学模型来理解冲突在流行病中的作用。我们的数学框架有可能解释反直觉的观察结果,以及人类冲突在流行病中的复杂作用。我们的工作表明,援助和维和组织应采取综合方法,将公共卫生措施、社会经济发展和冲突地区的维和行动结合起来。我们的方法体现了非线性思维在人类社会等复杂系统中的作用。我们认为,我们的工作是朝着建立冲突中疾病传播的定量模型迈出的一步。
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