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Calibration of a SEIR-SEI epidemic model to describe the Zika virus outbreak in Brazil

机译:SEIR-SEI疫情模型的校准描述巴西的ZIKA病毒爆发

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摘要

Multiple instances of Zika virus epidemic have been reported around the world in the last two decades, turning the related illness into an international concern. In this context the use of mathematical models for epidemics is of great importance, since they are useful tools to study the underlying outbreak numbers and allow one to test the effectiveness of different strategies used to combat the associated diseases. This work deals with the development and calibration of an epidemic model to describe the 2016 outbreak of Zika virus in Brazil. A system of 8 differential equations with 8 parameters is employed to model the evolution of the infection through two populations. Nominal values for the model parameters are estimated from the literature. An inverse problem is formulated and solved by comparing the system response to real data from the outbreak. The calibrated results presents realistic parameters and returns reasonable descriptions, with the curve shape similar to the outbreak evolution and peak value close to the highest number of infected people during 2016. Considerations about the lack of data for some initial conditions are also made through an analysis over the response behavior according to their change in value. (C) 2018 Elsevier Inc. All rights reserved.
机译:在过去的二十年中,世界各地都有多种Zika病毒流行病的情况,将相关疾病转化为国际关注。在这种情况下,利用流行病学的数学模型非常重要,因为他们是研究潜在爆发号码的有用工具,并允许其中测试用于打击相关疾病的不同策略的有效性。这项工作涉及疫情模型的开发和校准,以描述巴西的2016年Zika病毒的爆发。使用具有8个参数的8个微分方程系统来通过两个群体模拟感染的演变。模型参数的标称值估计了文献。通过将系统响应与爆发的真实数据进行比较来制定和解决反向问题。校准结果呈现了现实参数并返回合理的描述,曲线形状类似于2016年期间爆发的爆发演进和峰值的峰值。关于某些初始条件缺乏数据的考虑也是通过分析进行的根据其价值的变化,在响应行为上。 (c)2018年Elsevier Inc.保留所有权利。

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