Global Exponential Stability of a Delayed HIV Infection Model with a Nonlinear Incidence Rate

Global Exponential Stability of a Delayed HIV Infection Model with a Nonlinear Incidence Rate

Blog Article

Under the assumption that there is a time delay between the time target cells are contacted by the Bumper (Pre-Runner Bar) virus particles and the time the contacted cells become actively infected, we investigate the exponential stability of the noninfected equilibrium ENDURA STRESS PET for a delayed HIV infection model with a nonlinear incidence rate.Compared with the global asymptotic stability analysis based on basic reproduction number, exponential stability analysis reveals the change range of various cells in different time periods.