This paper considers and analyzes a fractional order model for COVID-19 and tuberculosis
co-infection, using the Atangana–Baleanu derivative. The existence and uniqueness of the …

This paper aims to study the impacts of COVID-19 and dengue vaccinations on the
dynamics of zika transmission by develo** a vaccination model with the incorporation of …

A mathematical model for the co-interaction of COVID-19 and dengue transmission
dynamics is formulated and analyzed. The sub-models are shown to be locally …

The co‐circulation of different emerging viral diseases is a big challenge from an
epidemiological point of view. The similarity of symptoms, cases of virus co‐infection, and …

In this work, we develop and analyze a mathematical model for the dynamics of COVID‐19
with re‐infection in order to assess the impact of prior comorbidity (specifically, diabetes …

This work examines the impact of multiple vaccination strategies on the dynamics of COVID-
19 in a population using the Atangana-Baleanu derivative. The existence and uniqueness of …

In this work, a vaccination model for Chlamydia trachomatis with cost-effectiveness optimal
control analysis is developed and analyzed. The disease free equilibrium of model is shown …

The pandemic caused by COVID-19 led to serious disruptions in the preventive efforts
against other infectious diseases. In this work, a robust mathematical co-dynamical model of …

This paper explores the co-infection dynamics of coronavirus disease 2019 (COVID-19) and
Malaria using Caputo-type fractional derivative to further understand the disease …

An efficient finite difference approach is adopted to analyze the solution of a novel fractional-
order mathematical model to control the co-circulation of double strains of dengue and …