Some novel mathematical analysis on the fractal–fractional model of the AH1N1/09 virus and its generalized Caputo-type version
In this paper, we formulate a new model of a particular type of influenza virus called
AH1N1/09 in the framework of the four classes consisting of susceptible, exposed, infectious …
AH1N1/09 in the framework of the four classes consisting of susceptible, exposed, infectious …
[HTML][HTML] A mathematical model of Coronavirus Disease (COVID-19) containing asymptomatic and symptomatic classes
The research work in this paper attempts to describe the outbreak of Coronavirus Disease
2019 (COVID-19) with the help of a mathematical model using both the Ordinary Differential …
2019 (COVID-19) with the help of a mathematical model using both the Ordinary Differential …
A case study of fractal-fractional tuberculosis model in China: Existence and stability theories along with numerical simulations
In this article, a fractal-fractional order tuberculosis mathematical model is presented for the
existence results, numerical simulations and stability analysis. The model has six classes S …
existence results, numerical simulations and stability analysis. The model has six classes S …
Analysis of Caputo fractional-order model for COVID-19 with lockdown
One of the control measures available that are believed to be the most reliable methods of
curbing the spread of coronavirus at the moment if they were to be successfully applied is …
curbing the spread of coronavirus at the moment if they were to be successfully applied is …
Mathematical model for spreading of COVID‐19 virus with the Mittag–Leffler kernel
In the Nidovirales order of the Coronaviridae family, where the coronavirus (crown‐like
spikes on the surface of the virus) causing severe infections like acute lung injury and acute …
spikes on the surface of the virus) causing severe infections like acute lung injury and acute …
A fractional order Zika virus model with Mittag–Leffler kernel
Zika virus is one of the lethal virus which is a threat to humans health. It can be transmitted
from human to human, from mosquitos to human, from human to mosquitos. Since there is …
from human to human, from mosquitos to human, from human to mosquitos. Since there is …
[HTML][HTML] Analysis of the mathematical model of cutaneous leishmaniasis disease
Mathematical models are powerful tools to study various real-world problems from different
perspectives. This branch has been given much more popularity over the last several …
perspectives. This branch has been given much more popularity over the last several …
[HTML][HTML] Stability analysis of fractional nabla difference COVID-19 model
Microorganisms lives with us in our environment, touching infectious material on the
surfaces by hand-mouth which causes infectious diseases and some of these diseases are …
surfaces by hand-mouth which causes infectious diseases and some of these diseases are …
Mathematical model for control of tuberculosis epidemiology
Tuberculosis is an infectious disease caused by bacteria that most commonly affects the
lungs. Due to its high mortality, it remains a global health issue, and it is one of the leading …
lungs. Due to its high mortality, it remains a global health issue, and it is one of the leading …
[HTML][HTML] Analytical solutions of the space–time fractional Kundu–Eckhaus equation by using modified extended direct algebraic method
The study of soliton solutions for Nonlinear Fractional Partial Differential Equations
(NFPDEs) has gained prominence recently because of its ability to realistically recreate …
(NFPDEs) has gained prominence recently because of its ability to realistically recreate …