[HTML][HTML] A non-linear differential equation model of COVID-19 and seasonal influenza co-infection dynamics under vaccination strategy and immunity waning
This study presents a mathematical model of the transmission dynamics of COVID-19 and
influenza co-infection. The potential impacts of the influenza vaccine only on the co-infection …
influenza co-infection. The potential impacts of the influenza vaccine only on the co-infection …
[HTML][HTML] A fractional-order mathematical model for examining the spatiotemporal spread of COVID-19 in the presence of vaccine distribution
AI Alaje, MO Olayiwola - Healthcare Analytics, 2023 - Elsevier
The spatiotemporal spread of COVID-19 has had a great impact on understanding and
addressing the global pandemic. Through analysis of the geographical distribution and …
addressing the global pandemic. Through analysis of the geographical distribution and …
Fractional order mathematical model for B. 1.1. 529 SARS-Cov-2 Omicron variant with quarantine and vaccination
In this paper, a fractional order nonlinear model for Omicron, known as B. 1.1. 529 SARS-
Cov-2 variant, is proposed. The COVID-19 vaccine and quarantine are inserted to ensure …
Cov-2 variant, is proposed. The COVID-19 vaccine and quarantine are inserted to ensure …
[HTML][HTML] Mathematical analysis and simulation of Ebola virus disease spread incorporating mitigation measures
In order to understand the dynamics of the Ebola virus disease (EVD), this research
developed a mathematical model that includes quarantine and public education campaigns …
developed a mathematical model that includes quarantine and public education campaigns …
The role of delay in vaccination rate on Covid-19
The role of vaccination in tackling Covid-19 and the potential consequences of a time delay
in vaccination rate are discussed. This study presents a mathematical model that …
in vaccination rate are discussed. This study presents a mathematical model that …
A COVID-19 epidemic model with periodicity in transmission and environmental dynamics
B Assan, F Nyabadza - Frontiers in Applied Mathematics and …, 2023 - frontiersin.org
From the beginning of the outbreak of SARS-CoV-2 (COVID-19), South African data
depicted seasonal transmission patterns, with infections rising in summer and winter every …
depicted seasonal transmission patterns, with infections rising in summer and winter every …
Stochastic delay differential equations: a comprehensive approach for understanding biosystems with application to disease modelling
Mathematical models have been of great importance in various fields, especially for
understanding the dynamical behaviour of biosystems. Several models, based on classical …
understanding the dynamical behaviour of biosystems. Several models, based on classical …
Path analysis method in an epidemic model and stability analysis
Y Zhou, Y Ding, M Guo - Frontiers in Physics, 2023 - frontiersin.org
In this paper, a new method for obtaining the basic reproduction number is proposed, called
the path analysis method. Compared with the traditional next-generation method, this …
the path analysis method. Compared with the traditional next-generation method, this …
Optimal time-dependent SUC model for COVID-19 pandemic in India
In this paper, we propose a numerical algorithm to obtain the optimal epidemic parameters
for a time-dependent Susceptible-Unidentified infected-Confirmed (tSUC) model. The tSUC …
for a time-dependent Susceptible-Unidentified infected-Confirmed (tSUC) model. The tSUC …
Forecasting the changes between endemic and epidemic phases of a contagious disease, with the example of COVID-19
J Demongeot, P Magal… - Mathematical Medicine and …, 2024 - academic.oup.com
Background: Predicting the endemic/epidemic transition during the temporal evolution of a
contagious disease. Methods: Indicators for detecting the transition endemic/epidemic, with …
contagious disease. Methods: Indicators for detecting the transition endemic/epidemic, with …