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Your search keyword '"Ashrafur Rahman, S.M."' showing total 12 results
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12 results on '"Ashrafur Rahman, S.M."'

2. List of contributors

Author

Abd Ghafar, Siti Aisyah, primary, Abdul-Rahman, Nor Zaihana, additional, Abdul-Sabour Ahmed Bader, Ahmed, additional, Abu Bakar, Md Zuki, additional, Afoakwah, Newlove Akowuah, additional, Ahmed, Arslan, additional, Ak, Hakan, additional, Alolga, Raphael N., additional, Amin, Sarya F., additional, Apaliya, Maurice Tibiru, additional, Ashrafur, Rahman S.M., additional, Bani, Ibrahim, additional, CANBEK, İhsan, additional, Elfadil, Abdelgadir A., additional, Elnour, Ahmed A.M., additional, GÜLŞEN, İsmail, additional, Hamad, Mosab Nouraldein Mohammed, additional, Ismail, Norsharina, additional, Kassim, Mohd Asyraf, additional, Kwaw, Emmanuel, additional, Mahunu, Gustav Komla, additional, Mariod, Abdalbasit Adam, additional, Mirghani, Mohamed E.S., additional, Mohamad Hanafiah, Rohazila, additional, Mohd-Zubri, Nurul Szawani, additional, Msibi, Zanele Pamela, additional, Osae, Richard, additional, Owusu-Ansah, Patrick, additional, Rahma, Abbas E., additional, Rizwanul Fattah, Islam Md, additional, Salama, Suzy Munir, additional, Salehuddin, Nur Fatimah Zaharah, additional, Sallam, El Bashier, additional, Tahir, Haroon Elrasheid, additional, Yagoub, Samia Osman, additional, and Yakop, Muhammad Fahmi, additional

Published
2023
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12. Flu epidemics: a two-strain flu model with a single vaccination.

Author

Ashrafur Rahman, S.M. and Zou, Xingfu

Subjects
*INFLUENZA vaccines, *EPIDEMICS, *LYAPUNOV functions, *LYAPUNOV stability, *MICROBIAL mutation, *VIRAL replication
Abstract

Vaccination is considered one of the most effective control measures for influenza. However, when a virus mutates and multi-strains appear in a population, implementing a vaccine for one strain may affect the spread of the other strains. In this paper, we propose a two-strain model and investigate the effects of a single-strain vaccine on the dynamics of this two-strain model. The global dynamics of the model are completely determined through suitable Lyapunov functions. We show that if the basic reproduction number is less than one, then both strains die out; but when the number is larger than one, one or both of the strains become endemic depending on the parameter values. The theoretical results provide some useful information on the impact of the vaccination rate of this single-vaccine for one strain on the dynamics of the two strains. [ABSTRACT FROM AUTHOR]

Published
2011
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