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MOHAMMAD AHMAD ABDELRAHMAN SAFI
Faculty of Science
MOHAMMAD AHMAD ABDELRAHMAN SAFI
Faculty of Science
عربي
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Welcome to the Hashemite University faculty staff website.
Mohammad Ahmad Safi
Professor
Applied Mathematics: Mathematical Biology
Mathematics
Faculty of Science
Department of Mathematics
masafi@hu.edu.jo
http://staff.hu.edu.jo/safi
ORCID ID :
Office No. :
Math 316
EXT :
C.V. Document file as PDF:
Ph.D.
University of Manitoba
Canada,2010
Master
The University of Jordan
Jordan,2004
Bachelor
The Hashemite University
Jordan,2001
Mathematical Biology, Dynamical Systems, Differential Equations.
(1) M. A. Safi and A. B. Gumel (2010). Global asymptotic dynamics of a model for quarantine and isolation. Discrete Contin. Dyn. Syst. Ser. B.14:209-231. (2) M. A. Safi and A. B. Gumel (2011). Effect of incidence function on the dynamics of quarantine/isolation model with time delay. Nonlinear Analysis Series B: Real World Applications. 12: 215-235. (3) M. A. Safi and A. B. Gumel (2011). Mathematical analysis of a disease transmission model with quarantine,isolation and an imperfect vaccine. Comput. Math. Appl. 61: 3044-3070. (4) M. A. Safi and A. B. Gumel (2011). Qualitative study of a quarantine/isolation model with multiple disease stages. Appl. Math. Comput. 218: 1941-1961. (5) M. A. Safi, M. Imran and A. B. Gumel (2012). Threshold dynamics of a quarantine/isolation model in a periodic environment. Theory Biosci. 131: 19-30. (6) M. A. Safi and S. M. Garba (2012). Global Stability Analysis of SEIR Model with Holling type II Incidence Function. Comput. Math. Methods Med. 2012, Article ID 826052, 8 pages. (7) M. A. Safi and A. B. Gumel (2013). Dynamics of a Model with Quarantine adjusted Incidence and Quarantine of Susceptible Individuals. J. Math.Anal. Appl. 399: 565-575. (8)S. M. Garba, M. A. Safi and A. B. Gumel (2013). Cross-Immunity Induced Backward Bifurcation for a Model of Transmission Dynamics of Two Strains of Influenza. Nonlinear Anal.Real World Appl. 14:1384-1403. (9) S. M. Garba and M. A. Safi (2013). Mathematical Analysis of West Nile Virus Model with Discrete Delays. Acta Math. Sci. 33B(5) :1439-1462. (10) M. A. Safi, A. B. Gumel and E. H. Elbasha (2013). Qualitative Analysis of an Age-Structured SEIR Epidemic Model with Treatment. Appl. Math. Comput. 219: 10627-10642. (11)M. A. Safi, Dessalegn Y. Melesse and A. B. Gumel (2013). Dynamics Analysis of a Multi-strain Cholera Model with an Imperfect Vaccine. Bull. of Math. Biol. 75: 1104-1137. (12) M. A. Safi (2014).Global dynamics of treatment models with time delay. Comp. Appl. Math.1-17. (13) M. A. Safi and A. B. Gumel (2015). Dynamics Analysis of a Quarantine Model in Two Patches. Math. Meth. Appl. Sci.38 (2): 349-364. (14) D. Okuonghae, A. B. Gumel and M. A. Safi (2015). Dynamics of a two-strain vaccination model for polio. Nonlinear Anal.-Real World Appl. 25: 167-189.
-Professor, The Hashemite University, Department of Department of Mathematics, Feb 2021-till date. -Associate Professor, The Hashemite University, Department of Mathematics, Feb 2016-Feb 2021. - Assistance Professor, The Hashemite University, Department of Mathematics, Feb 2011-Feb-2016. - Post-doctoral fellow, University of Manitoba, Department of Mathematics, Nov. 2010- Feb. 2011. - Teaching Assistant, University of Manitoba, Department of Mathematics, Sep. 2006- Oct. 2010. - Research and Teaching Assistant, The Hashemite University, Department of Mathematics, Oct. 2004- Aug. 2006. - Teacher, UN Schools, Jordan, Jan. 2003-Sep. 2004. - Teacher, AL-Ittihad private schools, Amman, Jordan, Sep. 2001-Dec. 2002.
1. Partial Differential equation I 2. Differential equation I,II 3. Calculus I,II,III 4. Biostatistics 5. Statistic for Economics 6. Advanced calculus 7. Probability theory 8. Mathematical statistic
EDITORIAL BOARD (1) Fundamental Journal of Mathematics and Mathematical Sciences (2)MAYFEB Journal of Mathematics (3) International Journal of Emerging Multidisciplinaries
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