Collection's Items (Sorted by Submit Date in Descending order): 241 to 260 of 563
| Issue Date | Title | Author(s) |
| 2018-03 | ANALYTICAL SOLUTION OF TYPHOID FEVER INFECTION VIA HOMOTOPY PERTURBATION METHOD (HPM) | Oguntolu, F. A.; Bolarin, G.; Adetutu, O. M.; Bello, A. O. |
| 2018-03 | Direct and Indirect Transmission Dynamics of Typhoid Fever Model by Differential Transform Method | Peter, O. J.; Ibrahim, M. O.; Oguntolu, F. A.; Akinduko, O. B.; Akinyemi, S. T. |
| 2014-08 | Properties of Some Distributions Using Chebyshev’s Inequality Approach | Rauf, K.; Ogutolu, F. A.; Isah, A.; Abubakar, U. Y.; Nafiu, L. A. |
| 2018-03 | Derivation of the Reproduction Numbers For Cholera Model | Ayoade, A. A.; Peter, O. J.; Oguntolu, F. A.; Ishola, C. Y. |
| 2017-09 | Effects of Undesired Course of Study on Students’ Academic Achievement in Nigeria, Using Binary Logistic Regression | Adetutu, M. O.; Ogutolu, F. A.; Abdullahi, U. |
| 2017-11 | On the Dynamical Analysis of a Deterministic Typhoid Fever Infection Model | Oguntolu, F. A.; Bolarin, G.; Jaiyeola, S. O.; Adetutu, O. M. |
| 2016-07 | Application of System of Linear Equations to a 3-Arm Roundabout Network Flows | Bello, A. O.; Adetutu, M. O.; Nyor, N.; Oguntolu, F. A. |
| 2015-11 | A Mathematical Model of a Yellow Fever Dynamics with Vaccination | Oguntolu, Festus Abiodun; Akinwande, Ninuola Ifeoluwa; Somma, Samuel Abu; Eguda, Felix Yakubu; Ashezua, Timothy Terfa |
| 2018-05 | Mathematical model for the control of infectious disease | Peter, O. J.; Akinduko, O. B.; Oguntolu, F. A.; Ishola, C. Y. |
| 2017 | Modeling Economic Growth In Sub-Saharan Africa: A Panel Data Approach | Onotu, S. i.; Adetutu, M. O.; Bello, O. A.; Oguntolu, F. A. |
| 2013 | On Inequality to Generate Some Statistical Distributions | Oguntolu, F. A.; Abubakar, U. Y.; Isah, A.; Nafiu, L. A.; Rafiu, K. |
| 2013 | Approximate Solution of SIR Infectious Disease Model Using Homotopy Pertubation Method (HPM) | Abubakar, S.; Akinwande, N. I.; Jimoh, O. R.; Oguntolu, F. A.; Ogwumu, O. D. |
| 2013 | Bifurcation Analysis on the Mathematical Model of Measles Disease Dynamics. | Abubakar, S.; Akinwande, N. I.; Abdulrahman, S.; Oguntolu, F. A. |
| 2015 | Analytical Simulation of Cholera Dynamics with Controls | Oguntolu, F. A.; Olayiwola, R. O.; Odebiyi, O. A.; Bello, A. O. |
| 2015-06 | Application of Bootstrap Re-sampling Method to a Categorical Data of HIV/AIDS Spread across different Social-Economic Classes | Bello, A. O.; Ogutolu, F. A.; Adetutu, O. M.; Nyor, N.; Ojedoku, J. P. |
| 2018 | On the global stability of cholera model with prevention and control | Ibrahim, M. O.; Ayoade, A. A.; Peter, O. J.; Oguntolu, F. A. |
| 2018 | Multi-step Homotopy Analysis Method for Solving Malaria Model | Peter, Olumuyiwa James; Adebisi, Ajimot Folasade; Oguntolu, Festus Abiodun; Bitrus, Sambo; Akpan, Collins Emmanuel |
| 2018-06 | On the verification of existence of backward bifurcation for a mathematical model of cholera dynamics | Ayoade, A. A.; Peter, O. J.; Oguntolu, F. A.; Ishola, C. Y.; Amadiegwu, S. |
| 2018-07 | Differential transform method for solving mathematical model of SEIR and SEI spread of malaria | Abioye, A. I.; Ibrahim, M. O.; Peter, O. J.; Amadiegwu, S.; Oguntolu, F. A. |
| 2018-06 | A Mathematical Model on Cholera Dynamics with Prevention and Control | Ayoade, A. A.; Ibrahim, M. O.; Peter, O. J.; Oguntolu, F. A. |
Collection's Items (Sorted by Submit Date in Descending order): 241 to 260 of 563