In this study, a deterministic model for the dynamics of Marburg virus transmission that
incorporates the impact of public health education is being formulated and analyzed. The …

In this paper, we investigate a deterministic mathematical model of Marburg–Monkeypox
virus co-infection transmission under the Caputo fractional-order derivative. We discussed …

Mass-media coverage is one of the most widely used government strategies on influencing
public opinion in times of crisis. Awareness campaigns are highly influential tools to expand …

The current study analyzes a fractional compartmental epidemic model for the transmission
of infectious disease in a community. This study uses the Caputo derivative as well as …

Substantial advancements have been made in applying fractional calculus to understanding
the epidemiology of viral diseases. However, it remains troubling that over 2,000,000 …

The objective of this study is to create and evaluate a novel measles model that takes into
account the impact of vaccination in Yemen and makes use of fractional piecewise Caputo …

In this study, we apply both classical and fractional-order differential equations to construct a
deterministic mathematical model of the monkeypox virus. The model accounts for every …

Measles is a highly contagious disease that mainly affects children worldwide. Even though
a reliable and effective vaccination is available, there were 140,000 measles deaths …

In this work, we replaced the integer derivative with Caputo derivative to model the
transmission dynamics of measles in an epidemic situation. We began by recalling some …

In this paper, we extend the classical vaccination epidemic model from a deterministic
framework to a model with historical effects by formulating it as a system of fractional-order …