Modelling and analysis of a measles epidemic model with the constant proportional Caputo operator
Despite the existence of a secure and reliable immunization, measles, also known as
rubeola, continues to be a leading cause of fatalities globally, especially in underdeveloped …
rubeola, continues to be a leading cause of fatalities globally, especially in underdeveloped …
Modeling of measles epidemic with optimized fractional order under Caputo differential operator
Memory is an important characteristic of an epidemic. One of such memory dependent and
highly contagious viral diseases is measles that is also responsible for more than 140,000 …
highly contagious viral diseases is measles that is also responsible for more than 140,000 …
[PDF][PDF] A numerical study of complex dynamics of a chemostat model under fractal-fractional derivative
In this paper, we study the existence of numerical solution and stability of a chemostat model
under fractal fractional order derivative. First, we investigate the positivity and roundedness …
under fractal fractional order derivative. First, we investigate the positivity and roundedness …
More properties of the proportional fractional integrals and derivatives of a function with respect to another function
In this article, we present some new properties of the fractional proportional derivatives of a
function with respect to a certain function. We use a modified Laplace transform to find the …
function with respect to a certain function. We use a modified Laplace transform to find the …
[PDF][PDF] A review of fractional-order models for plant epidemiology
In the modern day, fractional operators are being utilized more and more to express
problems and study the spread of epidemics, reflecting the growing interest in mathematical …
problems and study the spread of epidemics, reflecting the growing interest in mathematical …
[HTML][HTML] Analysis on a coupled system of two sequential hybrid BVPs with numerical simulations to a model of typhoid treatment
In the present paper, we analyze a coupled system of nonlinear three point boundary value
problems (BVPs) consisting of a coupled system of higher order hybrid sequential …
problems (BVPs) consisting of a coupled system of higher order hybrid sequential …
[PDF][PDF] A fractal-fractional order model to study multiple sclerosis: a chronic disease
A mathematical model of progressive disease of the nervous system also called multiple
sclerosis (MS) is studied in this manuscript. The proposed model is investigated under the …
sclerosis (MS) is studied in this manuscript. The proposed model is investigated under the …
[HTML][HTML] Study of COVID-19 mathematical model of fractional order via modified Euler method
Our main goal is to develop some results for transmission of COVID-19 disease through Bats-
Hosts-Reservoir-People (BHRP) mathematical model under the Caputo fractional order …
Hosts-Reservoir-People (BHRP) mathematical model under the Caputo fractional order …
Mathematical analysis of Hepatitis C Virus infection model in the framework of non-local and non-singular kernel fractional derivative
In this paper, we study a mathematical model of Hepatitis C Virus (HCV) infection. We
present a compartmental mathematical model involving healthy hepatocytes, infected …
present a compartmental mathematical model involving healthy hepatocytes, infected …
Natural convection flow of a fluid using Atangana and Baleanu fractional model
S Aman, T Abdeljawad, Q Al-Mdallal - Advances in Difference Equations, 2020 - Springer
A modified fractional model for the magnetohydrodynamic (MHD) flow of a fluid is developed
utilizing Atangana–Baleanu fractional derivative (ABFD). Natural convection and wall …
utilizing Atangana–Baleanu fractional derivative (ABFD). Natural convection and wall …