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Ninuola Ifeoluwa Akinwande
Ninuola Ifeoluwa Akinwande
Professor of Mathematics, Department of Mathematics, Federal University of Technology, Minna
Verified email at futminna.edu.ng - Homepage
Title
Cited by
Cited by
Year
A mathematical model of monkey pox virus transmission dynamics
SA Somma, NI Akinwande, UD Chado
Ife Journal of Science 21 (1), 195-204, 2019
322019
Sensitivity analysis of the parameters of a mathematical model of Hepatitis B virus transmission
S Abdulrahman, NI Akinwande, OB Awojoyogbe, UY Abubakar
Universal Journal of Applied Mathematics 1 (4), 230-241, 2013
272013
Dynamics transmission of Lassa fever disease
TO James, S Abdulrahman, S Akinyemi, NI Akinwande
International Journal of Innovation and Research in Educational Sciences 2 …, 2015
242015
Development and exploration of a mathematical model for transmission of monkey-pox disease in humans
NO Lasisi, NI Akinwande, FA Oguntolu
Mathematical Models in Engineering 6 (1), 23-33, 2020
232020
Sensitivity analysis of Lassa fever model
MO Onuorah, NI Akinwande, MO Nasir, MS Ojo
International J. of Mathematics and Statistic Studies 4, 30-49, 2016
212016
Approximate Solution of SIR Infectious Disease Model Using Homotopy Perturbation Method (HPM).
S Abubakar, NI Akinwande, OR JIMOH, FO Oguntolu, OD Ogwumu
Pacific Journal of Science and Technology (PJST), 2013
162013
A Mathematical Model of Yellow Fever Epidemics
A N.I.
Afrika Matematika serie 6 (3), 49 - 59, 1996
16*1996
Mathematical model for Ebola virus infection in human with effectiveness of drug usage
NO Lasisi, NI Akinwande, RO Olayiwola, AT Cole
Journal of Applied Sciences and Environmental Management 22 (7), 1089-1095, 2018
122018
Bifurcation analysis on the mathematical model of measles disease dynamics
S Abubakar, NI Akinwande, S Abdulrahman, FA Oguntolu
Universal Journal of Applied Mathematics. 1 (4): 212-216, 2013
102013
Mathematical model of COVID-19 transmission dynamics incorporating booster vaccine program and environmental contamination
NI Akinwande, TT Ashezua, RI Gweryina, SA Somma, FA Oguntolu, ...
Heliyon 8 (11), 2022
92022
Computational diffusion magnetic resonance imaging based on time-dependent Bloch NMR flow equation and Bessel functions
BO Awojoyogbe, MO Dada, SO Onwu, TA Ige, NI Akinwande
Journal of medical systems 40, 1-14, 2016
92016
Stability Analysis of Disease Free Equilibrium (DFE) State of a Mathematical Model of Yellow Fever Incorporating Secondary Host.
SA Somma, NI Akinwande, M Jiya, S Abdulrahman
Pacific Journal of Science and Technology. 18 (2): 110-119,(2017), 2017
82017
A Mathematical Model of the Dynamics of the HIV/AIDS Disease Pandemic
A N.I.
J. Nig. Math. Soc. 25 (1), 99 - 108, 2006
82006
Local Stability Analysis of Equilibrium State of A Mathematical Model of Yellow Fever Epidemics
A N.I.
J. Nig. Math. Soc. 14 (1), 73 - 79., 1995
81995
On the Application of Differential Equations in the Mathematical Modelling of Population Dynamics
NI Akinwande
2nd School Science and Science Education Conference, Federal University of …, 2006
72006
Mathematical Analysis of the Control of Hepatitis B Virus in a Population with Vital Dynamics.
S Abdulrahman, M Tech, NI Akinwande, OB Awojoyogbe, UY Abubakar
The Pacific Journal of Science and Technology 14 (1), 188-204, 2013
62013
A mathematical model of measles disease dynamics
S Abubakar, NI Akinwande, S Abdulrahman
Journal of Science, Technology, Mathematics and Education (JOSTMED) 8 (3 …, 2012
62012
A Mathematical Model of the Chaotic Dynamics of the AIDS Disease Pandemic
A N.I.
J. Nig. Math. Soc. 24 (1), 8 - 16., 2005
6*2005
Modified Maternally-Derived-Immunity Susceptible Infectious Recovered (MSIR) Model of Infectious Disease: Existence of Equilibrium and Basic Reproduction Number
SA Somma, NI Akinwande, P Gana, S Abdulrahman, TT Ashezua
Nigerian Journal of Technological Research (NJTR). 10 (1): 40-43,, 2015
42015
Local Stability Analysis of an Infection-Age Mathematical Model for Tuberculosis Disease Dynamics
TT Ashezua, NI Akinwande, S Abdulrahman, RO Olayiwola, FA Kuta
Journal of Applied Sciences and Environmental Management 19 (4), 665-669, 2015
42015
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