Mathematical models are powerful tools to study various real-world problems from different
perspectives. This branch has been given much more popularity over the last several …

In this paper, we introduce a Caputo-sense fractional derivative to an existing model for the
Chikungunya transmission dynamics, replacing integer derivative. After reviewing previous …

The study of within-host dynamics of viral infection is a vital process of understanding how
healthy cells in the body are affected by viral foreign bodies and how body immunity …

Prioritizing control implementation for dengue prevention and control for efficiency and cost
benefits is crucial to the government, decision-makers, and policymakers, particularly in …

This study proposes a non-linear mathematical model for analysing the effect of COVID-19
dynamics on the student population in higher education institutions. The theory of positivity …

COVID-19 is a serious issue, claiming millions of lives across the globe. Starting from the
beginning of the pandemic, different controlling strategies, such as non-pharmaceutical …

Dengue fever presents a significant global health challenge with profound socioeconomic
implications, particularly in develo** countries. Effective control strategies for dengue are …

The goal of this work is to derive and study a new model which traduces the transmission
dynamics of the Buruli ulcer (BU), in which we replace mass action incidences with standard …

Urbanization is a global trend associated with key socio-economic issues, one of them being
to control the transmission of infectious diseases to a urban fraction of the world's population …

We develop a complex network-based SIS q I q RS model, calculate the threshold R 0 of
infectious disease transmission and analyze the stability of the model. In the model, three …