abstract
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The Human Immunodeficiency Virus (HIV) model used in this paper, describes a patient%27s infection initial stage by means of a three-state-variable model. The dynamics of the patient%27s evolution is analysed during a 500 day term, where the range of day-long transient response is clearly shown, and then the trend towards the asymptotic state is shown. This cell behavior is the patient%27s state before patient develops AIDS. Based on that information, an estimate of the exponential uniform bound for perturbation, as well as the phase-space attraction region are shown. This information will be helpful for the physician personal in order to obtain a benign transient concerning the viral load dynamics. For the schedule of therapy it is desired. © 2011 IEEE.
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The Human Immunodeficiency Virus (HIV) model used in this paper, describes a patient's infection initial stage by means of a three-state-variable model. The dynamics of the patient's evolution is analysed during a 500 day term, where the range of day-long transient response is clearly shown, and then the trend towards the asymptotic state is shown. This cell behavior is the patient's state before patient develops AIDS. Based on that information, an estimate of the exponential uniform bound for perturbation, as well as the phase-space attraction region are shown. This information will be helpful for the physician personal in order to obtain a benign transient concerning the viral load dynamics. For the schedule of therapy it is desired. © 2011 IEEE.
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