NUMERICAL SOLUTION FOR HIV INFECTION OF CD4+T CELLS USING TAYLOR SERIES METHOD, RUNGE KUTTA AND ADAMS BASHFORTH METHOD

Abstract

The HIV infection of CD4+ T cells has been modeled by a system of first-order nonlinear differential equations.
We applied the TSM, RK4, and ABM in this study. The model’s numerical solution has been found in
this work. The results show that, in comparison to the TSM approach and RK4, the relative error achieved by
the ABM is smaller. When solving systems of nonlinear differential equations, the ABM is highly accurate