International Conference on Differential Equations
and Dynamical Systems DEDS'2021
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Research Communication | Open Access
Volume 2021 | Communication ID 51


Global stability for a two-strain SEIR model with bilinear and nonmonotonic incidence
Zakaria Yaagoub, Jaouad Danane, Karam Allali
Academic Editors: Youssef EL FOUTAYENI - Chaouki AOUITI
Received
Accepted
Published
May 09, 2021
May 20, 2021
July 15, 2021

Abstract: Multi-strain SEIR epidemic models are an important tool for studying several infectious diseases that have a long incubation period and diverse infection strains. The interest in studying multi-strain models is to discover the different conditions that allow all active strains to coexist. A multi-strain SEIR epidemic model with both bilinear and non-monotone incidence functions. Under biologically motivated assumptions, is presented and studied in this paper. We show that the model has two basic reproduction numbers that we noted R_0^1 and R_0^2 are less than one then the disease-free ...



International Conference on Differential Equations and Dynamic Systems DEDS @ 2021