Human immunodeficiency virus (HIV) infection is said to be a dangerous, extremely severe,
and potentially fatal disease. After weakening a person's immune system, it impedes the …

The fractal-fractional derivative is a type of fractional derivative that is more broadly
applicable. This method is used to investigate a variety of real-world issues. This work …

Taking a multidisciplinary perspective (including public health, sociology, criminology, and
political science amongst others) and using examples from across the globe, this book …

The control of HIV demands different interventions for different age groups. In the present
manuscript, we formulate and analyze a mathematical compartmental models of HIV …

In this study, a very crucial stage of HIV extinction and invisibility stages are considered and
a modified mathematical model is developed to describe the dynamics of infection …

In the present paper, we discuss an HIV (Human Immunodeficiency Virus) transmission
model with health information campaign about HIV control policies. The reason behind the …

In this paper, for solving the HIV fuzzy mathematical model, it is first transformed into a
system of three nonlinear fuzzy Atangana-Baleanu-Caputo (ABC) fractional differential …

We developed a new mathematical model for yellow fever under three types of intervention
strategies: vaccination, hospitalization, and fumigation. Additionally, the side effects of the …

Tuberculosis (TB) remains a significant global health concern, necessitating effective control
strategies. This article presents a mathematical model to evaluate the comparative …

In this article, we present a mathematical model for human immunodeficiency virus
(HIV)/Acquired immune deficiency syndrome (AIDS), taking into account the number of …