Mathematical Analysis of the Impact of Vaccination on Hbv Treatment Dynamic
Student: Dorathy Okon Ansa (Project, 2025)
Department of Applied Mathematics With Statistics
Cross Rivers University of Technology, Calabar, Cross Rivers State
Abstract
In this study, a sixdimensional mathematical model has been formulated to investigate the application of vaccination in the study of mathematical analysis of the impact of vaccination on Hepatitis B virus. In the presence of designated vaccination. Extending existing studies, the present investigation formulated and restructured a 6dimensional Hepatitis B Virus dynamic mathematical model. The model not only investigated the mathematical and epidemiological composition of derived model but accounted for methodology combination of control function and vaccination. The concept of CauchyLipschitz condition was explored for determination of existence and uniqueness of system solution. A classical rejuvenation of infection was accomplished following the methodological implementation of control function and vaccination of both the immunized and carriers. The study is highly recommended for Hepatitis B Virus related cases of infection.
Keywords
For the full publication, please contact the author directly at: ansadorathy4@gmail.com
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Institutions
- UMA UKPAI SCHOOL OF THEOLOGY, UYO, AKWA IBOM STATE (AFFL TO UNIVERSITY OF UYO) 1
- Umaru Ali Shinkafi Polytechnic, Sokoto, Sokoto State 24
- Umaru Musa Yaradua University, Katsina, Katsina State 28
- Umca, Ilorin (Affiliated To University of Ibadan), Kwara State 1
- University of Abuja, Abuja, Fct 117
- University of Africa, Toru-Orua, Bayelsa State 4
- University of Benin, Benin City, Edo State 362
- University of Calabar Teaching Hospital School of Health Information Mgt. 1
- University of Calabar, Calabar, Cross River State 240
- University of Ibadan, Ibadan, Oyo State 14