The co-infection of HIV and Zika virus (ZIKV) poses a complex and understudied health
challenge, requiring a comprehensive investigation into the synergistic effects, potential …

In this paper, we developed HIV/AIDS mathematical model which comprises important
compartments such as individuals with aware and unaware susceptible, undiagnosed HIV …

In this manuscript, we investigate a nonlinear delayed model to study the dynamics of
human-immunodeficiency-virus in the population. For analysis, we find the equilibria of a …

There are numerous contagious diseases caused by pathogenic microorganisms, including
bacteria, viruses, fungi, and parasites, that have the propensity to culminate in fatal …

In this study, a new mathematical model of HIV/AIDS with vertical transmission is presented
and analysed. The well posedness of the model is analysed using the theory of positivity …

Background: Since the early 1980s, human immunodeficiency virus (HIV) and its
accompanying acquired immunodeficiency syndrome (AIDS) have spread worldwide …

In this study, a Caputo fractional derivative is employed to develop a model of malaria and
HIV transmission dynamics with optimal control. Also, the model's basic properties are …

Cholera continues to pose a significant global public health challenge. The occurrence of
severe weather events, including floods, droughts, and cyclones, has led to a surge in new …

Mathematical modelling has been extensively used to measure intervention strategies for
the control of contagious conditions. Alignment between different models is pivotal for …

Abstract Background: Hepatitis C Virus (HCV) and Human Immunodeficiency Virus (HIV) are
both as classified blood-borne viruses since they are transmitted through contact with …