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The classification for dynamics of an STD model
Authors:Zhipeng Qiu
Affiliation:Department of Applied Mathematics, Nanjing University of Science and Technology, Nanjing 210094, PR China
Abstract:In this paper, a 3(n+1) dimensional sexually transmitted disease model is studied. The model involves two competing strains 1 and 2, where females are divided into n different groups based on their susceptibility to two distinct pathogenic strains. The first and second reproduction numbers View the MathML source, which have their biological meaning, are defined for strain View the MathML source, respectively. With the non-degeneracy assumption (H), a complete classification for dynamics of this model in terms of View the MathML source is presented, which is based on the theory of type-K monotone dynamical systems.
Keywords:Sexually transmitted disease   Pathogen strains   The reproduction number   Competitive exclusion   Coexistence
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