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ANALYSIS ON STABILITY OF AN AUTONOMOUS DYNAMICS SYSTEM FOR SARS EPIDEMIC

ANALYSIS ON STABILITY OF AN AUTONOMOUS DYNAMICS SYSTEM FOR SARS EPIDEMIC
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摘要 An extended dynamic model for SARS epidemic was deduced on the basis of the K-M infection model with taking the density constraint of susceptible population and the cure and death rates of patients into consideration. It is shown that the infectionfree equilibrium is the global asymptotic stability under given conditions, and endemic equilibrium is not the asymptotic stability. It comes to the conclusion that the epidemic system is the permanent persistence existence under appropriate conditions. An extended dynamic model for SARS epidemic was deduced on the basis of the K-M infection model with taking the density constraint of susceptible population and the cure and death rates of patients into consideration. It is shown that the infectionfree equilibrium is the global asymptotic stability under given conditions, and endemic equilibrium is not the asymptotic stability. It comes to the conclusion that the epidemic system is the permanent persistence existence under appropriate conditions.
作者 张双德 郝海
机构地区 Basic Department
出处 《Applied Mathematics and Mechanics(English Edition)》 SCIE EI 2005年第7期914-920,共7页 应用数学和力学(英文版)
基金 ProjectsupportedbytheScienceFoundationofChinesePeople’sArmedPolice(No.WKH20047)
关键词 infection model SARS epidemic equilibrium point asymptotic stability infection model SARS epidemic equilibrium point asymptotic stability
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