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Abstract
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It is well known that the mathematical biology and dynamical systems give
very important information for the study and research of viral infection models such
as HIV, HBV, HCV, Ebola and Influenza. In this paper, sufficient conditions for the
global stability of equilibrium points of a system will be obtained by using Lyapunov’s
second method and LaSalle’s invariance principle. We prove the global stability of the
rest points of the system by the value of basic reproduction number and the immune
response reproduction number.
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