Recently, it has become critical to attempt to recognize diseases with high death rates
around the world like infectious diseases and cancer. As a result, modeling in mathematics …

Mathematical models in epidemiology have been studied in the literature to understand the
mechanism that underlies AIDS-related cancers, providing us with a better insight towards …

The objective of this manuscript is to present a novel approach to modeling influenza A
disease dynamics by incorporating the Caputo-Fabrizio (CF) fractional derivative operator …

The purpose of this paper is to bring a numerical model of the Nipah virus (NiV) into focus for
tracing the fractional order derivative's influence on the manner in which the model …

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 …

The risk of spread infectious diseases in the environment is always one of the main threats
to the life of living organisms. This point can be assumed as a clear proof of the importance …

Recently, it is important to try to understand diseases with large mortality rates worldwide,
such as infectious disease and cancer. For this reason, mathematical modeling can be used …

Abstract Using the fractional Caputo–Fabrizio derivative, we investigate a new version of the
mathematical model of Rabies disease. Using fixed point results, we prove the existence of …

Mathematical formulations are crucial in understanding the dynamics of disease spread
within a community. The aim of this work is to examine that the Lung Cancer detection and …

It is possible to produce mobile phone worms, which are computer viruses with the ability to
command the running of cell phones by taking advantage of their flaws, to be transmitted …