A HIV/AIDS infection model and its stability analysis
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Abstract (EN)
In this study, we propose a mathematical model of HIV infection with tumor cells. We model the interaction between tumor cells, helper T cells, infected helper T cells and virus cells by using a nonlinear dynamical system approach which gives rates of change of the four cell populations in the body. First, we prove the positivity of the solution, as desired in any population dynamics. Then, we analyze the local asymptotic stability of equilibrium points of the HIV infection model. In the end, we support our theoretical results by some numerical simulations.
Author
Gamzegül Aydın
Institution
How to Cite
Gamzegül Aydın (Master Thesis). A HIV/AIDS infection model and its stability analysis, 2015, TOBB Economics and Technology University.
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