Author/Authors :
oluwafemi, tj newgate college of health technology - general studies department, Minna, Nigeria , akinwande, ni federal university of technology - department of mathematics, Minna, Nigeria , olayiwola, ro federal university of technology - department of mathematics, Minna, Nigeria , kuta, af federal university of technology - department of microbiology, Minna, Nigeria , azuaba, e bingham university - department of mathematics, Karu, Nigeria
Abstract :
A mathematical model of the co-infection dynamics of malaria and dengue fever condition is formulated. In this work, the Basic reduction number is computed using the next generation method. The diseasefree equilibrium (DFE) point of the model is obtained. The local and global stability of the disease-free equilibrium point of the model is established. The result show that the DFE is locally asymptotically stable if the basic reproduction number is less than one but may not be globally asymptotically stable.
Keywords :
Malaria , Dengue Fever , Co , infection , Basic reproduction number , Disease , Free equilibrium
