Arts and Sciences

Dr. Jannatun Nayeem

Research Interests

• Mathematical Biology
• Dynamical System

Educational Background

• PhD in Mathematics, (Mathematical Biology (Disease Dynamics)), University of Dhaka
• Master of Science (MSc), (Applied Mathematics), University of Dhaka
• Bachelor of Science (BSc), (Mathematics), University of Dhaka

Honors and Achievements

• Rahamat Ara Hossain Scholarship, University of Dhaka, 2003
• Mitra Yousuf-Scholarship/Gold Medal Scholarship, University of Dhaka, 2002
• Under Graduate Scholarship, University of Dhaka, 1998

Publications

1. Vaccination Impact on Artificial Neural Networking of Infectious Diseases, Mechanisms and Machine Science, 2025, Springer Netherlands.
2. Optimal Control and Disease Dynamics of Tuberculosis Model with Uncertainty and Sensitivity Analysis, International Journal of Science, Mathematics and Technology Learning, 2025, Common Ground Research Networks. URL
3. Modelling of the Treatment Against the Transmission Dynamics of Tuberculosis, Journal of Change Management, 2024, Routledge. URL
4. SENSITIVITY ANALYSIS AND IMPACT OF AN IMPERFECT VACCINE OF TWO STRAINS OF HEPATITIS B VIRUS INFECTION, Journal of Biological Systems, 2023, World Scientific Publishing Company. URL
5. Mathematical Study on Co-infection of Diabetes Mellitus and HIV, Journal of Mathematics, 2020, International Organization Of Scientific Research (IOSR).
6. Mathematical Analysis of the Transmission Dynamics of Tuberculosis, American Journal of Computational Mathematics, 2019, Scientific research Publishing. URL
7. Mathematical Study of In-host Dynamics of Hepatitis B Virus in Absence of Immunity System, British Journal of Mathematics & Computer Science, 2016, SCIENCEDOMAIN international.
8. Mathematical Study of HIV and HSV-2, American Journal of Mathematics and Statistics, 2015, Scientific and Academic Publishing.
9. Tuberculosis Endemic in Bangladesh, Mathematical Theory and Modeling, 2015, International Institute for Science, Technology & Education.
10. Effects of Migratory Population and Control Strategies on the Transmission Dynamics of Dengue Virus, Journal of Applied Mathematics & Bioinformatics, 2015, Scienpress Ltd.
11. A Mathematical study on the vaccination impact on the disease dynamics of HBV, IOSR Journal of Mathematics (IOSR-JM), 2014.
12. A mathematical model to demonstrate the spread of an epidemic, Ganit Journal ,Journal of the Bangladesh, 2009, Bangladesh Mathematical Society.
13. Mathematical Modeling For The Dynamics of An Infectious Disease In the Presence of a Preventive Vaccine, BRAC University Journal, 2006, BRAC University.

1. Qualitative Study of Hepatitis B Virus Dose-Structured Vaccination Model, 22nd International Mathematics Conference 2021, 2021, Bangladesh Mathematical Society (BMS).
2. Impact of Vaccine on Multi Strains Hepatitis B Virus Infection, International Conference on Computational and Mathematical Biology, 2021, Bangladesh Society for Mathematical Biology (BSMB). URL