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 this work, we present a model that uses the fractional order Caputo derivative for the novel
Coronavirus disease 2019 (COVID-19) with different hospitalization strategies for severe …

This paper investigates a fractional derivative model of Chlamydia-Gonorrhea co-infection
using Caputo derivative definition. The positivity boundedness of the model is established …

In this manuscript, we formulate a mathematical model of the deadly COVID-19 pandemic to
understand the dynamic behavior of COVID-19. For the dynamic study, a new SEIAPHR …

In this manuscript, we have studied the dynamical behavior of a deadly COVID‐19
pandemic which has caused frustration in the human community. For this study, a new …

The primary objective of the current study was to create a mathematical model utilizing
fractional-order calculus for the purpose of analyzing the symmetrical characteristics of …

Purpose This paper aims to study qualitative properties and approximate solutions of a
thermostat dynamics system with three-point boundary value conditions involving a …

Most dynamical systems employ the classical integer-order derivatives which yield good
results. However, recent trends have shown that the application of arbitrary order …

This paper presents malaria and cholera co-dynamics under Caputo-Fabrizio derivative of
order α∈(0,1) varied with some notable parameters in the fractional system. The fractional …

Lassa fever is a fatal zoonotic hemorrhagic disease caused by Lassa virus carried by
multimammate rats, which are widely spread in West Africa. In this work, a fractional-order …