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按Logistic增长且具有连续预防接种和潜伏期密度依赖的SEIRS流行病模型 被引量:1

An Density-dependent Latent Peroid SEIRS Epidemic Model with Logistic Birth Rate and Continuous Vaccination
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摘要 本文在种群按Logisti增长情况下研究了预防接种和潜伏期密度依赖对SEIRS流行病模型的影响,得到了无病平衡点和地方病平衡点的存在性以及稳定性条件. In this paper, we consider the influence of continuous vaccinations and density-dependent latent peroid on an SEIRS epidemic model with Logistic birth rate . We get the condition of the existence and stability of disease-free stable point and disease stable point.
出处 《山西师范大学学报(自然科学版)》 2005年第4期1-5,共5页 Journal of Shanxi Normal University(Natural Science Edition)
基金 山西省青年科技研究基金(20021004)
关键词 SEIRS流行病模型 潜伏期密度依赖 预防接种 平衡点 SEIRS epidemic model Density-dependent latent peroid Vaccination Stable point
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参考文献6

  • 1Wei-Minliu, P.Van Den Driessche.Epidemiological Models with Varying Population Size and Dose-Dependent Latent Period[J].Mathematical Biosciences,1995,128:57~69.
  • 2Busenberg S, P.Van den Driessche.Analysis of a disease transmission model in a population with varying size[J].Math,Biol,1990,28:257~270.
  • 3Derrick W R, P.van den Driessche.A disease transmission model in a nonconstant population[J].Math.Biol.1993,31:495~512.
  • 4Gao L Q, Hethcote H W.Disease transmission models with density-dependent demographics[J].Math.Biol,1992,30:717~731.
  • 5W.-m.Liu.Dose-depentent latent period and periodicity ofinfectious diseases[J].Math.Biol,1993,31:487~494.
  • 6W.-m.Liu.Criterion of Hopf bifurcations without using eigenvalues[J].Math.Anal.Appl,1994,182:250~256.

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