Periodic Solutions for Stochastic Differential Equations Driven by General Counting Processes: Application to Malaria
Periodic Solutions for Stochastic Differential Equations Driven by General Counting Processes: Application to Malaria
In this paper, a class of periodic stochastic differential equations driven by general counting processes (SDEsGp) is studied. First, an existence-uniqueness result for the solution of general SDEsGp based on Poisson processes with т-periodic stochastic intensity of time t has been given, for some  т> 0. Then, using the properties …