[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 predator–prey model with additive Allee effect and intraspecific competition on predator involving Atangana–Baleanu–Caputo derivative
A mathematical model of an interaction between two populations namely prey and predator
is studied based on a Gause-type predator–prey model involving the additive Allee effect …
is studied based on a Gause-type predator–prey model involving the additive Allee effect …
[HTML][HTML] A mathematical analysis of the two-strain tuberculosis model dynamics with exogenous re-infection
The rise of drug resistance has become a major obstacle in treating tuberculosis (TB),
significantly contributing to the increasing disease burden. Therefore, it is essential to study …
significantly contributing to the increasing disease burden. Therefore, it is essential to study …
Analysis of a mathematical model with hybrid fractional derivatives under different kernel for hearing loss due to mumps virus
Genetics, birth defects, some viral diseases, persistent ear infections, medications, loud
noises, and age can all cause hearing loss, a global health issue. The mumps are typically …
noises, and age can all cause hearing loss, a global health issue. The mumps are typically …
[PDF][PDF] A nonstandard finite difference scheme for a time-fractional model of Zika virus transmission
In this work, we investigate the transmission dynamics of the Zika virus, considering both a
compartmental model involving humans and mosquitoes and an extended model that …
compartmental model involving humans and mosquitoes and an extended model that …
Cost-effectiveness analysis of COVID-19 intervention policies using a mathematical model: an optimal control approach
COVID-19 is an infectious disease that causes millions of deaths worldwide, and it is the
principal leading cause of morbidity and mortality in all nations. Although the governments of …
principal leading cause of morbidity and mortality in all nations. Although the governments of …
[HTML][HTML] A non-linear deterministic mathematical model for investigating the population dynamics of COVID-19 in the presence of vaccination
COVID-19 has been a significant threat to many countries worldwide. COVID-19 remains a
threat even in the presence of vaccination. The study formulates and analyzes a non-linear …
threat even in the presence of vaccination. The study formulates and analyzes a non-linear …
model for analyzing -19 pandemic process via -Caputo fractional derivative and numerical simulation
The objective of this study is to develop the SEIARS epidemic model for COVID-19 utilizing
the ψ-Caputo fractional derivative. The reproduction number (R˘ 0) is calculated utilizing the …
the ψ-Caputo fractional derivative. The reproduction number (R˘ 0) is calculated utilizing the …
[HTML][HTML] Numerical assessment of multiple vaccinations to mitigate the transmission of COVID-19 via a new epidemiological modeling approach
Vaccines play a crucial role in mitigating the transmission of COVID-19. The primary
objective of COVID-19 vaccination campaigns is to induce immunity in individuals, thereby …
objective of COVID-19 vaccination campaigns is to induce immunity in individuals, thereby …
Mathematical modeling of cholera dynamics in the presence of antimicrobial utilization strategy
Antimicrobial resistance poses a significant threat to public health, particularly in cholera
treatment. The emergence of antibiotic resistance, coupled with the sharp decline in …
treatment. The emergence of antibiotic resistance, coupled with the sharp decline in …