We consider a stochastic integral equation, whose coe cients are periodic in time. Under a suitable condition we prove the existence of an invariant mesure for this stochastic equation. This invariant mesure is constructed on a Banach space of continuous functions. We study also its application to an epidemiologic model of malaria, which concerns the infected population and the vector population.
Fujita Yashima, H., Tornatore, E., Buccellato, S.M. (2012). Mesure invariante d'une equation integrale stochastique a coefficients periodiques et applications a un modele d'epidemiologie. AFRICA MATHEMATICS ANNALS, 3, 27-44.
Mesure invariante d'une equation integrale stochastique a coefficients periodiques et applications a un modele d'epidemiologie
TORNATORE, Elisabetta;
2012-01-01
Abstract
We consider a stochastic integral equation, whose coe cients are periodic in time. Under a suitable condition we prove the existence of an invariant mesure for this stochastic equation. This invariant mesure is constructed on a Banach space of continuous functions. We study also its application to an epidemiologic model of malaria, which concerns the infected population and the vector population.File in questo prodotto:
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