一类具有脉冲接种、双时滞的SEIRS传染病模型研究分析(英文)

摘要:In this paper, an SEIRS epidemic model with pulse vaccination and two time delays is proposed. By using stroboscopic map and comparison principle, the disease-free periodic solution(DFPS for short) is obtained and the global asymptotic stability of the DFPS is proved. The sufficient conditions for the permanence of the model are obtained. In addition, numerical simulations are done to confirm our theoretical results.

关键词:
  • impulsive  
  • vaccination  
  • time  
  • delay  
  • threshold  
  • values  
  • global  
  • stability  
  • permanence  
作者:
高建忠; 张太雷
单位:
School; of; Science; Chang'an; University; Xi'an; 710064; China
刊名:
数学季刊

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期刊名称:数学季刊

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