Stability and Optimal Control of an Mathematical Model of Tuberculosis/AIDS Co-infection with Vaccination
The analysis and control of a nonlinear mathematical epidemic model (S Svih V E LI ) based on a system of ordinary differential equations modelling the spread of tuberculosis infectious with VIH/AIDS coinfection are the subject of this paper. The existence of both disease-free and endemic equilibrium is debated....
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Study on Mathematical Model of HIV-1 Dynamics with T Cell Activation
About 78 million people have been infected with the HIV virus and about 39 million people have died from the HIV virus, according to the most recent World Health Observatory HIV/AIDS data released by the WHO. A deterministic HIV-1 in-host model combining naive and activated T cells is being...
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Ammensalism Model with Distributed Type Delay
We describe a mathematical model for the interaction between three species ecological model consists of first (N1), second (N2) and third species (N3). The first species is preying on second, second species is ammensal on the third. Distributed type delay is included in the interaction of first and second...
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