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DIU JOURNAL OF SCIENCE AND TECHNOLOGY

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Paper Title
Mathematical Model for an Effective Management of HIV Infection with a View Of Window Period

Authors

Aderinto, Y.O; Iyasere, J.I; Yisa, B.M; Ejieji, C.N

Abstract

In this study, a mathematical model of Human Immunodeficiency Virus with a view of infection at window period is studied. The model was characterized through optimal control approach and it was established that minimum medications could be used to maximize uninfected CD4+T cells concentration, while the efficacy of drug therapy could be used to prevent the new cells from being infected in the human body system . Finally Gauss Siedel-like finite difference method was employed to carry out the numerical simulation using real life data to validate the reality of the model studied.

Keywords

Mathematical Model, Window period, Infection, Optimal control, drug therapy

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