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Bayesian Markov switching models for the early detection of influenza epidemics.

机译:贝叶斯马尔科夫转换模型用于流感流行的早期检测。

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摘要

The early detection of outbreaks of diseases is one of the most challenging objectives of epidemiological surveillance systems. In this paper, a Markov switching model is introduced to determine the epidemic and non-epidemic periods from influenza surveillance data: the process of differenced incidence rates is modelled either with a first-order autoregressive process or with a Gaussian white-noise process depending on whether the system is in an epidemic or in a non-epidemic phase. The transition between phases of the disease is modelled as a Markovian process. Bayesian inference is carried out on the former model to detect influenza epidemics at the very moment of their onset. Moreover, the proposal provides the probability of being in an epidemic state at any given moment. In order to validate the methodology, a comparison of its performance with other alternatives has been made using influenza illness data obtained from the Sanitary Sentinel Network of the Comunitat Valenciana, one of the 17 autonomous regions in Spain. Copyright (c) 2008 John Wiley & Sons, Ltd.
机译:及早发现疾病暴发是流行病学监测系统最具挑战性的目标之一。在本文中,引入了一个马尔可夫切换模型来根据流感监测数据确定流行和非流行时期:发病率差异的过程可以通过一阶自回归过程或高斯白噪声过程来建模,具体取决于系统是处于流行阶段还是处于非流行阶段。疾病各阶段之间的过渡被建模为马尔可夫过程。贝叶斯推断是在前一种模型上进行的,以在流感发作时立即进行检测。而且,该提议提供了在任何给定时刻处于流行状态的可能性。为了验证该方法,已使用从西班牙17个自治区之一的巴伦西亚州Comunitat卫生哨所网络获得的流感疾病数据,将其性能与其他方法进行了比较。版权所有(c)2008 John Wiley&Sons,Ltd.

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