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The basic reproductive ratio of Barbour’s two-host schistosomiasis model with seasonal fluctuations

机译:具有季节性波动的Barbour两宿主血吸虫病模型的基本繁殖率

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摘要

BackgroundMotivated by the first mathematical model for schistosomiasis proposed by Macdonald and Barbour’s classical schistosomiasis model tracking the dynamics of infected human population and infected snail hosts in a community, in our previous study, we incorporated seasonal fluctuations into Barbour’s model, but ignored the effect of bovine reservoir host in the transmission of schistosomiasis. Inspired by the findings from our previous work, the model was further improved by integrating two definitive hosts (human and bovine) and seasonal fluctuations, so as to understand the transmission dynamics of schistosomiasis japonica and evaluate the ongoing control measures in Liaonan village, Xingzi County, Jiangxi Province.
机译:背景技术麦克唐纳(Macdonald)和巴伯(Barbour)的经典血吸虫病模型提出了第一个血吸虫病数学模型,该模型追踪了社区中感染人群和蜗牛宿主的动态,在我们先前的研究中,我们将季节性波动纳入了巴尔伯(Barbour)模型中,但忽略了牛的影响宿主在血吸虫病的传播中。在我们先前工作的发现的启发下,该模型通过整合两个确定的宿主(人和牛)和季节性波动进一步完善,从而了解了日本血吸虫病的传播动态并评估了星子县辽南村正在进行的控制措施,江西省。

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