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具有饱和接触率的SEIS模型的动力学性质 被引量:29
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作者 张娟 马知恩 《西安交通大学学报》 EI CAS CSCD 北大核心 2002年第2期204-207,217,共5页
研究了具有饱和接触率的SEIS模型的动力学性质 ,得到了决定疾病绝灭或持续生存的基本再生数 .对于不会因病致死的传染病 ,证明了地方病平衡点只要存在就是全局渐近稳定的 .研究结果表明
关键词 SEIS模型 饱和接触率 动力学性质 流行病学模型 疾病绝灭 持续生存 传染率
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Permanence and extinction for a nonautonomous schistosomiasis model with saturation incidence rate
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作者 Dehui Xie Xiangyu Zhang +1 位作者 Shuixian Yan Shujing Gao 《International Journal of Biomathematics》 2015年第2期117-133,共17页
In the real world, quite a few infectious diseases like schistosomiasis spread seasonally. In this paper, a nonautonomous schistosomiasis system is established, in which the saturation incidence rate and the coefficie... In the real world, quite a few infectious diseases like schistosomiasis spread seasonally. In this paper, a nonautonomous schistosomiasis system is established, in which the saturation incidence rate and the coefficients varying with time are taken into account. The long-time behavior of the model is studied. Under quite weak assumptions, sufficient conditions for the permanence and extinction of infectious population of disease are obtained. Finally, numerical simulations illustrate the validity of our results. 展开更多
关键词 Schistosomiasis model seasonal variability EXTINCTION permanence.
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