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A Schistosomiasis Model with Diffusion Effects
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作者 Yujiang Liu Hengmin Lv Shujing Gao 《Applied Mathematics》 2016年第7期587-598,共12页
In this paper, we propose a schistosomiasis model in which two human groups share the water contaminated by schistosomiasis and migrate each other. The dynamical behavior of the model is studied. By calculation, the t... In this paper, we propose a schistosomiasis model in which two human groups share the water contaminated by schistosomiasis and migrate each other. The dynamical behavior of the model is studied. By calculation, the threshold value is given, which determines whether the disease will be extinct or not. The existence and global stability of the parasite-free equilibrium and the locally stability of the endemic equilibrium are discussed. Numerical simulations indicate that the diffusion from the mild endemic village to severe endemic village is benefit to control schistosomiasis transmission;otherwise it is bad for the disease control. 展开更多
关键词 schistosomiasis model DIFFUSION Threshold Value Center Manifold Theory
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