Fractional view analysis of sexual transmitted human papilloma virus infection for public health

Author:

Bahi Mohammed Cherif,Bahramand Salma,Jan Rashid,Boulaaras Salah,Ahmad Hassan,Guefaifia Rafik

Abstract

AbstractThe infection of human papilloma virus (HPV) poses a global public health challenge, particularly in regions with limited access to health care and preventive measures, contributing to health disparities and increased disease burden. In this research work, we present a new model to explore the transmission dynamics of HPV infection, incorporating the impact of vaccination through the Atangana–Baleanu derivative. We establish the positivity and uniqueness of the solution for the proposed model HPV infection. The threshold parameter is determined through the next-generation matrix method, symbolized by $${\mathcal {R}}_0$$ R 0 . Moreover, we investigate the local asymptotic stability of the infection-free steady-state of the system. The existence of the solutions of the recommended model is determined through fixed-point theory. A numerical scheme is presented to visualize the dynamical behavior of the system with variation of input factors. We have shown the impact of input parameters on the dynamics of the system through numerical simulations. The findings of our investigation delineated the principal parameters exerting significant influence for the control and prevention of HPV infection.

Publisher

Springer Science and Business Media LLC

Reference34 articles.

1. Rosalik, K., Tarney, C. & Han, J. Human papilloma virus vaccination. Viruses 13(6), 1091 (2021).

2. Brianti, P., De Flammineis, E. & Mercuri, S. R. Review of HPV-related diseases and cancers. New Microbiol. 40(2), 80–85 (2017).

3. Brianti, P., De Flammineis, E. & Mercuri, S. R. Review of HPV-related diseases and cancers. New Microbiol. 40(2), 80–85 (2017).

4. Hathaway, J. K. HPV: diagnosis, prevention, and treatment. Clin. Obstet. Gynecol. 55(3), 671–680 (2012).

5. Arnous, A. H. et al. Investigating solitary wave solutions with enhanced algebraic method for new extended Sakovich equations in fluid dynamics. Results Phys. 57, 107369 (2024).

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