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DOCTOR GBADAMOSI BABATUNDE
Babatunde Gbadamosi (Ph.D) is a Mathematics graduate from the Department of Pure and Applied Mathematics, Ladoke Akintola University of Technology, Ogbomoso, Nigeria. He had his Postgraduate Diploma in Computer Science and Engineering, Ladoke Akintola University of Technology, Master of Technology (M. Tech) degree and Doctor of Philosophy in Applied Mathematics in 2012 and 2015. His research interests are Computational Mathematics and Mathematical Modeling of Infectious diseases.
(i) O.O.Ayandokun, R.O.Ayeni, T.O Oluyo and B. Gbadamosi: Further remarks on Vaccination for non-fatal Susceptible-Infective-Susceptible (SIS) disease. May, 2011 Journal of the Nigerian Association of Mathematical Physics (NAMP). vol 18, pp187-190
(ii) B.Gbadamosi and O. Adebimpe: Stability Analysis of an SIQ Epidemic Model with Non-Linear Incidence Rate. International Journal of Physical Science, IJPS. Vol 3 No 5, (2011)
(iii) B.Gbadamosi, O. Adebimpe, I.O. Akinola and I.A. Olopade (2012): Solving Riccati Equation Using Adomia Decomposition Method. International Journal of Pure and Applied Mathematics.IJAM, Vol 78 No 3 (2012), 409-417
(iv) O.Adebimpe and B.Gbadamosi (2012): Behavioural Dynamics of A SEIV Epidemic Model with Nonlinear Incidence Rate. International Journal of Research and Advancement in Physical Science, vol 2,No 1,2012 ISSN: 2276-8521 .
(v) R.O.Ayeni, B.Gbadamosi, S.Olaniyi and M.L. Erinle-Ibrahim (2012): A Stability analysis for a mathematical Model for the determination of optimum drug for chemotherapy of HIV. Journal of the Nigerian Association of mathematical Physics (NAMP) March 2012, vol 20, pp115-118.
(vi) R.O.Ayeni, M.L. Erinle-Ibrahim and B.Gbadamosi (2012): Existence and Uniqueness Solution of the Dual-Phase-Lag –Bio-Heat transfer during magnetic hyperthermia Treatment. Journal of the Nigerian Association of mathematical Physics (NAMP) July, 2012 vol 21, pp465-470,.
(vii) R.O.Ayeni, B. Gbadamosi, S. Olaniyi, I.A.Olopade and O.Adebimpe (2012): A Series Solution Technique for Optimal control of HIV Infection Dynamics. An International Journal of Biological and Physical Sciences. Sience Fcous, 17(2) pp 154-159.
(viii) R.O.Ayeni, S. Olaniyi, B. Gbadamosi, O.B.Ayeni and I.A .Olopade (2012): An Higher Order Solution for a Pipe Flow of a Third Grade Fluid with Variable Viscosity Arrhenius Reaction. An International Journal of Biological and Physical Sciences: Science Fcous, 17(2) pp. 160-168.
(ix) O.Adebimpe, A. A. Waheed and B. Gbadamosi (2013): Modeling and Analysis of an SEIRS Epidemic Model with Saturated Incidence Rate. International Journal of Engineering Research and Applications,vol.3 (5), 1111-1116.
(x) S.Olaniyi, B. Gbadamosi and I.A. Olopade (2013): A nonlinear Deterministic Model for HIV-Infection Dynamics with Optimal Control Strategy Using Power Series Method. Journal of Mathematical Society, vol.32, pg. 87-95
(xi) F.S Akinboro , A. Alao, F.O Akinpelu and B. Gbadamosi (2014). Optimal Control of Drug in an HIV Immunological Model. Journal of Mathematics (IOSR) e-ISSN: 2278-5728, p-ISSN:2319-65X.Volume 10, Issue 4 Ver.1 (Jul-Aug.2014). Pp 98-105.
(xii) F.O Akinpelu and B. Gbadamosi (2015): Optimal Control Analysis of the Mathematical Model for HIV Infection of CD4+T Cells with Treatment using Adomian Decomposition Method. International Journal of Engineering Research and Technical Research (IJETR), ISSN: 2321-0869, volume.3, Issue-3, March, 2015.
B. Gbadamosi (2016): Numerical Technique for Analyse an HIV Immunology Model. International Journal of Pure and Applied Mathematics. IJAM
CSC 315 Computer Organizations
CSC 313 Discrete Mathematics
CSC 441 Final Year Projects
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Story of the week