2012Journal of the University of Shanghai for Science and TechnologyRequires access

Global Stability of SIS Epidemiologic Model with Delay and Variable Population Size

Yanyan Yuan

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Abstract

An SIS epidemiologic model with delay and variable population size was studied in one of our previous paper,where the local stability of all kinds of equilibria and global stability of the disease-free equilibrium were discussed.On this basis,the persistence of the disease was further considered.By constructing Liapunov functions a sufficient condition of the global stability of endemic equilibrium was provided.

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What this paper is about

An SIS epidemiologic model with delay and variable population size was studied in one of our previous paper,where the local stability of all kinds of equilibria and global stability of the disease-free equilibrium were discussed.On this basis,the persistence of the disease was further considered.By constructing Liapunov functions a sufficient condition of the global stability of endemic equilibrium was provided.

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Available abstract

An SIS epidemiologic model with delay and variable population size was studied in one of our previous paper,where the local stability of all kinds of equilibria and global stability of the disease-free equilibrium were discussed.On this basis,the persistence of the disease was further considered.By constructing Liapunov functions a sufficient condition of the global stability of endemic equilibrium was provided.

Key concepts: Stability (learning theory), Variable (mathematics), Mathematics, Persistence (discontinuity), Population, Applied mathematics, Basis (linear algebra), Liapunov function

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