In the present work, we consider a class of fractional delay differential equations of order ρ
with Atangana-Baleanu fractional derivatives in the Caputo sense. We convert our fractional …

Fractal-fractional operators have been crucial in detecting some hidden chaotic phenomena
that could not be exposed using classical or simple fractional differential and integral …

In this work, a new fractional order epidemic model for the tuberculosis (TB) disease with
relapse using Atangana–Baleanu derivative is formulated. The basic reproduction number …

In this review paper, we are mainly concerned with the numerical methods for solving
fractional equations, which are divided into the fractional differential equations (FDEs), time …

Nuclear magnetic resonance is commonly used in engineering, chemistry, and medicine to
study complex materials by relating magnetization to applied radiofrequency, gradient, and …

We study a fractional order model for HIV infection where latent T helper cells are included.
We compute the reproduction number of the model and study the stability of the disease free …

We study the burden of the HIV viremia and of treatment efficacy in the severity of the
patterns of the HIV/HCV coinfection. For this, we derive a simple non-integer-order …

In this manuscript, fractional order is introduced onto a time‐delay differential equation
model of cell‐to‐cell spread of HIV‐1. The fractional derivative of Caputo type is considered …

This paper mainly focuses on the analysis of a hyperchaotic financial system as well as its
chaos control and synchronization. The phase diagrams of the above system are plotted and …

In this paper, we formulate a new nonstandard finite difference (NSFD) scheme to study the
dynamic treatments of a class of fractional chaotic systems. To design the new proposed …