Abstract
The issue of including the most optimal amount of medicine consumption in the program of illness control program is important in the control of HIV because of its high cost and high risk of side effects (poisoning), so applying a mathematical model and modern technique are necessary in solving optimal control problem for prescribing optimal amount. In this paper two ordinary differential equations systems which models interaction between HIV viruses and human body immune system is used. In addition, A. V. Kamyad (AVK) discretization method is introduced and is used to solve the mathematical models. The results are then extended to the other domain points of the mathematical model by a fuzzy inference estimator. Key words: A. V. Kamyad (AVK) method, fuzzy approximator, optimal control, HIV-infection dynamics.
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