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贝叶斯证据综合估计弯曲菌病的患病率。

A Bayesian evidence synthesis for estimating campylobacteriosis prevalence.

机构信息

INRA-Unité Met@risk, Paris France.

出版信息

Risk Anal. 2011 Jul;31(7):1141-55. doi: 10.1111/j.1539-6924.2010.01572.x. Epub 2011 Jan 13.

Abstract

Stakeholders making decisions in public health and world trade need improved estimations of the burden-of-illness of foodborne infectious diseases. In this article, we propose a Bayesian meta-analysis or more precisely a Bayesian evidence synthesis to assess the burden-of-illness of campylobacteriosis in France. Using this case study, we investigate campylobacteriosis prevalence, as well as the probabilities of different events that guide the disease pathway, by (i) employing a Bayesian approach on French and foreign human studies (from active surveillance systems, laboratory surveys, physician surveys, epidemiological surveys, and so on) through the chain of events that occur during an episode of illness and (ii) including expert knowledge about this chain of events. We split the target population using an exhaustive and exclusive partition based on health status and the level of disease investigation. We assume an approximate multinomial model over this population partition. Thereby, each observed data set related to the partition brings information on the parameters of the multinomial model, improving burden-of-illness parameter estimates that can be deduced from the parameters of the basic multinomial model. This multinomial model serves as a core model to perform a Bayesian evidence synthesis. Expert knowledge is introduced by way of pseudo-data. The result is a global estimation of the burden-of-illness parameters with their accompanying uncertainty.

摘要

利益相关者在公共卫生和世界贸易领域做出决策时,需要改进对食源性传染病负担的估计。本文提出了一种贝叶斯荟萃分析或更确切地说是贝叶斯证据综合方法,以评估法国弯曲菌病的疾病负担。通过(i)使用贝叶斯方法对法国和外国的人类研究(来自主动监测系统、实验室调查、医生调查、流行病学调查等)进行分析,以及(ii)纳入有关该疾病路径的专家知识,我们使用发生在疾病发作期间的一系列事件,对弯曲菌病的流行率以及指导疾病路径的不同事件的概率进行了评估。我们通过基于健康状况和疾病调查水平的详尽且排他性分区来划分目标人群。我们假设在这个人群分区上有一个近似的多项分布模型。因此,与分区相关的每个观测数据集都为多项模型的参数带来了信息,从而提高了可以从基本多项模型的参数中推断出的疾病负担参数估计。该多项模型作为执行贝叶斯证据综合的核心模型。专家知识通过伪数据引入。结果是疾病负担参数的全球估计及其伴随的不确定性。

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