This study aims to find a solution to the symmetry chaotic jerk system by using a new ABC-
FD scheme and the NILM method. The findings of the supplied methods have been …

This study aims to use a novel scheme for the Atangana-Baleanu Caputo fractional
derivative (ABC-FD) to solve the fractional Bernoulli equation and the fractional R ̈ossler …

This work presents a new five-dimensional fractional-order chaotic system that includes a
feedback memristor. A Lorenz-Stenflo-based fractional-order chaotic system with five …

Leishmaniasis, a complex disease, necessitates comprehensive research for a better
understanding. Mathematical modeling can significantly enhance the precision of …

This work uses the Caputo-Fabrizio fractional derivative to study the numerical solutions and
real-world applications of a recently discovered four-dimensional chaotic dynamical system …

Leishmaniasis, a complex disease, necessitates comprehensive research for a better
understanding. Mathematical modeling can significantly enhance the precision of …

A family of universal extension operators for Sobolev spaces of differential forms on
Lipschitz-bounded domains is the major goal of this paper. We want to show that Sobolev …

Viral infections pose a significant risk to public health all around the world. Knowledge of
their transmission and epidemiology therefore forms the basis of prevention and control …