Study on the Optimum Model of Drug Control HIV with Nonlinear Value-Added Term.

In this paper, the optimal control of a class of non-linear value-added HIV model with control term is studied by using Pontryagin minimum principle under the condition of stability of equilibrium point established by stability theory. By introducing drug control items and setting objective functions, the optimal solution can be obtained, and finally the sum of infected cells and medical costs can be minimized. [ABSTRACT FROM AUTHOR]