Article

Mathematical Model and Analysis of Impetigo Transmission Dynamics

2024-01-31

Abstract excerpt

In this paper, we develop and analyze a mathematical model for impetigo transmission dynamics. The basic reproduction number, R0, is calculated using the next-generation matrix approach. The disease-free and endemic equilibrium, as well as the basic features of the model, were investigated. When R0 < 1, the model’s stability analysis reveals that the system is asymptotically stable at disease-free equilibrium both...

Topics

Open a Topic to create a Post that cites this publication.

Identifiers and source

Literature Corpus work: c6b0ea2f-92a7-5ac1-939b-a3f0470ffad6
DOI: 10.22541/au.170670662.21787896/v1

Open publication

Related research

Semantic proximity does not establish scientific evidence.

Click a neighbor to travelStep 1 · 12 closest

Mathematical Model and Analysis of Impetigo Transmission DynamicsDOI 10.22541/au.170670662.21787896/v1Read

Estimating the reproduction number and forecasting the impact of COVID-19 in Kuwait using a modified compartmental epidemiological modelSemantic proximity Read

Mathematical Analysis of a Zika Model with reservoirs and Human MovementSemantic proximity Read

Mathematical model for Zika virus dynamics with sexual transmission routeSemantic proximity Read

Investigating the Role of Environmental Transmission in COVID-19 Dynamics: A Mathematical Model Based StudySemantic proximity Read

A generalized ODE susceptible-infectious-susceptible compartmental model with potentially periodic behaviorSemantic proximity Read

Global dynamics of a general vector-borne disease model with two transmission routesSemantic proximity Read

Epidemic propagation dynamics of an SIS model on networks with population mobility between regionsSemantic proximity Read

Optimal control strategies for the reliable and competitive mathematical analysis of Covid-19 pandemic modelSemantic proximity Read

Mathematical Analysis of COVID-19 Transmission Dynamics with a Case Study of Nigeria and its Computer SimulationSemantic proximity Read

A compartmental deterministic epidemiological model with non-linear differential equations for analyzing the co-infection dynamics between COVID-19, HIV, and Monkeypox diseasesSemantic proximity Read

A Computational Study of COVID-19 Mathematical Model with Nonsingular KernelSemantic proximity Read

Fractional SEIRP model for COVID-19 dynamics incorporatingsocial distancing and environmentSemantic proximity Read