2007Journal of Henan UniversityRequires access

Stability of a Class-age-structured SIRS Epidemic Model with Age-since-disease

Shuli Guo

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Abstract

This paper models a class-age-structured SIRS epidemic model with age-since-disease. The stability of the equilibria for this model is investigated by means of the theory and methods in Differential and Integral Equation and stability, the global stability of the disease-free-equilibrium and the local stability of the endemic equilibrium under certain conditions are proved.

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What this paper is about

This paper models a class-age-structured SIRS epidemic model with age-since-disease. The stability of the equilibria for this model is investigated by means of the theory and methods in Differential and Integral Equation and stability, the global stability of the disease-free-equilibrium and the local stability of the endemic equilibrium under certain conditions are proved.

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Available abstract

This paper models a class-age-structured SIRS epidemic model with age-since-disease. The stability of the equilibria for this model is investigated by means of the theory and methods in Differential and Integral Equation and stability, the global stability of the disease-free-equilibrium and the local stability of the endemic equilibrium under certain conditions are proved.

Key concepts: Stability (learning theory), Class (philosophy), Epidemic model, Mathematics, Applied mathematics, Mathematical economics, Disease, Econometrics

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