Abstract
In this paper, a stochastic Bailey–Dietz model with standard incidence under Markovian switching is proposed to study the spread of the vector-borne disease. For this purpose, we first obtain sufficient criteria for persistence in the mean of the disease. Then in the case of persistence, we also derive sufficient criteria for positive recurrence of the solutions to the model by establishing a suitable stochastic Lyapunov function with regime switching. Furthermore, we establish adequate conditions for complete eradication of the infectious disease. Finally, concluding remarks and future directions are presented.
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