A Caputo-Fabrizio fractional-order cholera model and its sensitivity analysis
In recent years, the availability of advanced computational techniques has led to a growing
emphasis on fractional-order derivatives. This development has enabled researchers to …
emphasis on fractional-order derivatives. This development has enabled researchers to …
Transition dynamics between a novel coinfection model of fractional-order for COVID-19 and tuberculosis via a treatment mechanism
In this paper, a fractional-order coinfection model for the transmission dynamics of COVID-
19 and tuberculosis is presented. The positivity and boundedness of the proposed …
19 and tuberculosis is presented. The positivity and boundedness of the proposed …
Analysis of a model to control the co-dynamics of Chlamydia and Gonorrhea using Caputo fractional derivative
UB Odionyenma, N Ikenna, B Bolaji - Mathematical Modelling and …, 2023 - dergipark.org.tr
This paper investigates a fractional derivative model of Chlamydia-Gonorrhea co-infection
using Caputo derivative definition. The positivity boundedness of the model is established …
using Caputo derivative definition. The positivity boundedness of the model is established …
[HTML][HTML] Mathematical analysis and simulations for a Caputo-Fabrizio fractional COVID-19 model
In this paper, a novel approach for modeling the spread of highly infectious and dangerous
viruses, particularly focusing on the COVID-19 pandemic is presented. The proposed model …
viruses, particularly focusing on the COVID-19 pandemic is presented. The proposed model …
[PDF][PDF] Modeling the epidemic trend of middle eastern respiratory syndrome coronavirus with optimal control
Since the outbreak of the Middle East Respiratory Syndrome Coronavirus (MERS-CoV) in
2012 in the Middle East, we have proposed a deterministic theoretical model to understand …
2012 in the Middle East, we have proposed a deterministic theoretical model to understand …
[HTML][HTML] Optimal control of a spatiotemporal SIR model with reaction–diffusion involving p-Laplacian operator
The present paper's primary goal is to make an analysis and study a reaction–diffusion SIR
epidemic mathematical model expressed as a parabolic system of partial differential …
epidemic mathematical model expressed as a parabolic system of partial differential …
Series and closed form solution of Caputo time-fractional wave and heat problems with the variable coefficients by a novel approach
The mathematical efficiency of fractional-order differential equations in modeling real
systems has been established. The first-order and second-order time derivatives are …
systems has been established. The first-order and second-order time derivatives are …
A compartmental fractional-order mobbing model and the determination of its parameters
E Işık, B Daşbaşı - Bulletin of Biomathematics, 2023 - bulletinbiomath.org
In this study, a mathematical model is presented with fractional-order differential equations
in the Caputo sense that examines the time-dependent changes of variables representing …
in the Caputo sense that examines the time-dependent changes of variables representing …
[PDF][PDF] Analysis of novel fractional order plastic waste model and its effects on air pollution with treatment mechanism
In the present era, the plastic waste problem is a global challenge due to its massive
production. The post-use of waste plastic influences the earth's environment, human life …
production. The post-use of waste plastic influences the earth's environment, human life …
[PDF][PDF] Analysis of a fractional pollution model in a system of three interconnecting lakes
Water pollution is a critical global concern that demands ongoing scrutiny and revision of
water resource policies at all levels to safeguard a healthy living environment. In this study …
water resource policies at all levels to safeguard a healthy living environment. In this study …