This manuscript aims to study a modified predator–prey model's existence, stability, and
dynamics under the newly developed fractal–fractional order operator in the Caputo …

The current work presents the numerical solutions of the robotic system in the process of
coronavirus. The stochastic performances using the modeling of Gudermannian neural …

In recent years, COVID-19 has evolved into many variants, posing new challenges for
disease control and prevention. The Omicron variant, in particular, has been found to be …

Scholars and analysts have been increasingly focusing on the concept of modeling
contagious illnesses by aid of non-integer order derivatives. It is beyond suspicion that one …

In this paper, we investigate a fractal-fractional-order mathematical model with the influence
of hospitalized patients and the impact of vaccination with fractal-fractional operators. The …

The simultaneous co-occurrence of multiple epidemics could pose a serious challenge for
public health. Mathematical models could provide invaluable tool for investigating and …

The COVID-19 pandemic has widely spread with an increasing infection rate through more
than 200 countries. The governments of the world need to record the confirmed infectious …

This research motive is to present more realistic results through the fractional order
derivatives of the Robots mathematical system (FORMS), which is used to detect the …

This work is devoted to studying the transmission dynamics of CoV-2 under the effect of
vaccination. The aforesaid model is considered under fractional derivative with variable …

In this work, we study a dynamic model of social media addiction. Addiction to social media
is a behavioral addiction that is very complex in nature. To study such kinds of complex …