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Synthesising 30 Years of Mathematical Modelling of Echinococcus Transmission

机译:综合30年的棘球Transmission传播数学模型。

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摘要

BackgroundEchinococcosis is a complex zoonosis that has domestic and sylvatic lifecycles, and a range of different intermediate and definitive host species. The complexities of its transmission and the sparse evidence on the effectiveness of control strategies in diverse settings provide significant challenges for the design of effective public health policy against this disease. Mathematical modelling is a useful tool for simulating control packages under locally specific transmission conditions to inform optimal timing and frequency of phased interventions for cost-effective control of echinococcosis. The aims of this review of 30 years of Echinococcus modelling were to discern the epidemiological mechanisms underpinning models of Echinococcus granulosus and E. multilocularis transmission and to establish the need to include a human transmission component in such models.
机译:背景棘球co虫病是一种复杂的人畜共患病,具有生命周期和sylvatic生命周期,以及一系列不同的中间和定型宿主物种。其传播的复杂性以及在不同环境中控制策略有效性的稀疏证据,为针对该疾病的有效公共卫生政策设计提出了重大挑战。数学建模是一种有用的工具,可用于在局部特定的传播条件下模拟控制包,以告知分阶段干预措施的最佳时机和频率,以经济有效地控制棘球co虫病。本文对30年的棘球oc虫模型进行了回顾,其目的是辨别颗粒棘球and虫和多眼大肠杆菌传播模型的流行病学机制,并确定在这种模型中包括人类传播成分的必要性。

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