Ibrahim Y Seini

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In this paper, a nonlinear dynamical system is proposed and qualitatively analyzed to study the dynamics and effects of HIV-malaria co-infection in the workplace. Basic reproduction numbers of sub-models are derived and are shown to have LAS disease-free equilibria when their respective basic reproduction numbers are less than unity. Conditions for(More)
This paper investigates the effects of exponentially decaying internal heat generation and viscous dissipation on magnetohydrodynamic thermal boundary layer flow over a flat plate with convective surface boundary condition. The governing partial differential equations were transformed into coupled nonlinear differential equations which were solved(More)
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