In this paper, we present a deterministic mathematical model of monkeypox virus by using
both classical and fractional-order differential equations. The model includes all of the …

A generalized version of fractional models is introduced for the COVID-19 pandemic,
including the effects of isolation and quarantine. First, the general structure of fractional …

In this study, a new approach to COVID-19 pandemic is presented. In this context, a
fractional order pandemic model is developed to examine the spread of COVID-19 with and …

Infectious diseases have remained one of humanity's biggest problems for decades. Multiple
disease infections, in particular, have been shown to increase the difficulty of diagnosing …

This paper is concerned with the formulation and analysis of an epidemic model of COVID-
19 governed by an eight-dimensional system of ordinary differential equations, by taking into …

COVID-19 pandemic represents an unprecedented global health crisis which has an
enormous impact on the world population and economy. Many scientists and researchers …

The motive of this work is to provide the numerical performances of the monkeypox
transmission mathematical model by using a novel deep neural network process with eleven …

In this study, we formulated and analyzed a deterministic mathematical model for the co-
infection of COVID-19 and tuberculosis, to study the co-dynamics and impact of each …

Abstract The novel Coronavirus Disease 2019 (COVID-19) is a highly infectious disease
caused by a new strain of severe acute respiratory syndrome of coronavirus 2 (SARS-CoV …

Tuberculosis is an infectious disease caused by bacteria that most commonly affects the
lungs. Due to its high mortality, it remains a global health issue, and it is one of the leading …