A permanence theorem for a mathematical model for dynamics of pathogens and cells in vivo using elementary methods

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  • permanence theorem for a mathematical model for dynamics of pathogens and cells in vivo using elementary methods

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Abstract

An elementary proof of permanence for a simple mathematical model proposed by Nowak and Bangham. In many papers, permanence property is proved by theorems established by the general theory of dynamical system. In this paper, we present an elementary proof only using differential inequalities and the theory of linear differential equations with constant coefficients.

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