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Stability Analysis and Optimal Control of Endemic Malaria Disease Transmission Model with Cost-Effective Strategies
Asian Research Journal of Mathematics
In this study, a non-linear system of ordinary differential equation model that describes the dynamics of malaria disease transmission is formulated and analyzed. Conditions are derived from the existence of disease-free and endemic equilibria. The basic reproduction number R0 of the model is obtained, and we investigated that it is the threshold parameter between the extinction and persistence of the disease. If R0 is less than unity, then the disease-free equilibrium point is both locally anddoi:10.9734/arjom/2022/v18i1130425 fatcat:yqcyedu3njferk2tvocsu2t2e4