Abstract
The competition model of the COVID-19 virus and effector cells without and with vaccination is a two-cell interaction model that takes the form of a non-linear system of differential equations. The presence of vaccination may affect the behavior of the number of both cell populations. Based on the above problems, this study aims to analyze the stability of the equilibrium point of the differential equation model system and determine the dynamics of effector cells by the COVID-19 virus without and with vaccination.
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