Dr. Folake Oyedigba Akinpelu

Professor
University of Technology,Ogbomoso, Nigeria

Highest Degree
Ph.D. in Mathematics from University of Ilorin, Ilorin, Nigeria

My URL
https://livedna.org/234.31451

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Area of Interest:

Mathematics
Algebra
Analysis
Discrete Logarithm
Algebric Structures

Selected Publications

  1. Oderinu, R.A., F.O. Akinpelu and Y.A.S. Aregbesola, 2018. Differential transformation decomposition method for the solution of boundary layer equations in a finite domain. J. Adv. Math. Comput. Sci., 27: 1-12.
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  2. Akinpelu, F.O. and S.D. Ogundiran, 2018. Hydrodynamics of single shear between porous plates in an inclined magnetic field. J. Scient. Eng. Res., 5: 127-132.

  3. Akinpelu, F.O. and R. Akinwande, 2018. Mathematical model for lassa fever and sensitivity analysis. J. Scient. Eng. Res., 5: 1-9.

  4. Ajilore, J.O. and F.O. Akinpelu, 2018. The combined effects of unsteady electro-osmotic and magneto hydrodynamic with viscosity and thermal conductivity in reactive fluid flow. J. Eng. Technol. Manag. Res., 5: 123-134.
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  5. Waheed, A.A. and F.O. Akinpelu, 2017. Effect of frank-kamenenski parameter on the flame with chain-breaking and chain-branching kinetics. Int. J. Applied Res. Technol., 2: 200-213.

  6. Sangoniyi, S.O. and F.O. Akinpelu, 2017. Dynamics response of beam on elastic foundation with axial force to partially distributed moving loads. Asian Res. J. Math., 2: 1-14.
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  7. Ojo, M.M. and F.O. Akinpelu, 2017. Sensitivity analysis of ebola virus model. Asian Res. J. Math., 2: 1-10.
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  8. Ojo, M.M. and F.O. Akinpelu, 2017. Lyapunov functions and global properties of SEIR epidemic model. Int. J. Chem. Math. Phys., 1: 11-16.
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  9. Alao, S., K.A. Salaudeen, E.I. Akinola, F.S. Akinboro and F.O. Akinpelu, 2017. Weighted residual method for the squeezing flow between parallel walls or plates. Am. Int. J. Res. Sci. Eng. Technol. Math., 17: 42-46.

  10. Alao, S., E.I. Akinola, K.A. Salaudeen, R.A. Oderinu and F.O. Akinpelu, 2017. On the solution of MHD jeffrey-hammel flow weighted residual method. Int. J. Chem. Math. Phys., 1: 80-85.

  11. Akinpelu, F.O., O.A. Olaleye and K.S. Adewoye, 2017. The effects of some physical parameters on ground temperature with time-dependent suction velocity in the presence of internal heat generation imperial. J. Interdiscipl. Res., 3: 19-24.

  12. Akinpelu, F.O. and S.O. Sangoniyi, 2017. Response of beam with viscously damped axial force on elastic foundation. Am. Based Res. J., 6: 78-86.
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  13. Akinpelu, F.O. and O.J. Alao, 2017. Collocation method for the solution of boundary value problems. Asian Res. J. Math., 2: 1-7.
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  14. Akinpelu, F.O. and J.O. Ajilore, 2017. The combined effects of electro-osomotic and magnetohydrodynamic with viscosity and thermal conductivity in reactive fluid flow. Asian Res. J. Math., 3: 1-11.
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  15. Akinola, E.I., J.K. Oladejo, F.O. Akinpelu and J.A. Owolabi, 2017. On the application of sumudu transform series decomposition method and oscillation equations. Asian Res. J. Math., 2: 1-10.
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  16. Akinola, E.I., F.O. Akinpelu, A.O. Areo, J.O. Akanni and J.K. Oladejo, 2017. The mathematical formulation of laplace series decomposition method for solving nonlinear higher-order boundary value problems in finite domain. Int. J. Innovation Scient. Res., 28: 110-114.
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  17. Akinola, E.I., F.O. Akinpelu, A.O. Areo and J.K. Oladejo, 2017. Elzaki decomposition method for solving epidemic model. Int. J. Chem. Math. Phys., 1: 168-172.

  18. Akinola, E.I. and F.O. Akinpelu, 2017. The laplace transform series decomposition method for solving nonlinear volterra integro-differential equations. FUW Trends Sci. Technol. J., 2: 96-100.

  19. Akanni, J.O., F.O. Akinpelu, J.K. Oladejo and S.E. Opaleye, 2017. Sensitivity analysis of the dynamical spread of Ebola virus disease. Int. J. Chem. Math. Phys., 1: 1-10.

  20. Akinpelu, F.O., R.M. Alabison and O.A. Olaleye, 2016. Variations in ground temperature in the presence of radiative heat flux and spatial dependent soil thermophysical property. Int. J. Stat. Applied Math., 2: 57-63.
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  21. Akinpelu, F.O. and M.M. Ojo, 2016. Mathematical analysis of effect of isolation on the transmission of ebola virus disease in a population. Asian Res. J. Math., 1: 1-12.
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  22. Akinpelu, F.O. and M.M. Ojo, 2016. A mathematical model for the dynamic spread of infection caused by poverty and prostitution in Nigeria. Int. J. Math. Phys. Sci. Res., 4: 33-47.

  23. Akinola, E.I., I.A. Olopade, F.O. Akinpelu, A.O. Areo and A.A. Oyewumi, 2016. Sumudu transform series decomposition method for solving nonlinear volterra integro-differential equations. Int. J. Innovation Applied Stud., 18: 262-267.
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  24. Akanni, J.O. and F.O. Akinpelu, 2016. Sensitivity analysis of HIV/AIDS model with vertical transmission, treatment and progression rate. Int. J. Scient. Eng. Res., 7: 497-514.

  25. Akanni, J.O. and F.O. Akinpelu, 2016. An HIV/AIDS model with vertical transmission, treatment and progression rate. Asian Res. J. Math., 1: 1-17.
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  26. Aderele, O.R. and F.O. Akinpelu, 2016. Behavioral analysis of HIV epidemic model in a post-eclipse stage. Elixir Applied Math., 93: 39837-39849.

  27. Akinpelu, F.O. and S.O. Sangoniyi, 2015. Dynamics response of simply supported axial force euler-bernoulli beam subjected to partially distributed moving load. Int. J. Innovation Sci. Math., 3: 91-99.

  28. Akinpelu, F.O. and B. Gbadamosi, 2015. Optimal control analysis of the mathematical model for HIV infection of CD4+ T cells with treatment using adomian decomposition method. Int. J. Eng. Techn. Res., 3: 363-383.
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  29. Alao, S., F.S. Akinboro, F.O. Akinpelu and R.A. Oderinu, 2014. Numerical solution of integro-differential equation using adomian decomposition and variational iteration methods. IOSR J. Math., 10: 18-22.
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  30. Akinboro, F.S., S. Alao, F.O. Akinpelu and B. Gbadamosi, 2014. Optimal control of drug in an HIV immunological model. IOSR J. Math., 10: 98-105.
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  31. Akinboro, F.S., S. Alao and F.O. Akinpelu, 2014. Numerical solution of SIR model using differential transformation method and variational iteration methods. Gen. Math. Notes, 22: 82-92.
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  32. Olayiwola, M.O., F.O. Akinpelu and A.W. Gbolagade, 2013. A new approach to the solution of the nonlinear klein-gordon equation. J. Niger. Assoc. Math. Phys., 25: 471-474.

  33. Olayiwola, M.O., A.W. Gbolagade and F.O. Akinpelu, 2013. Variational iteration method for the solution of boundary value problems. World Acad. Sci. Eng. Technol., 7: 841-845.
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  34. Alao, S., F.S. Akinboro and F.O. Akinpelu, 2013. Numerical solution of nonlinear biochemical reaction model using variational iteration method. Int. J. Eng. Sci., 2: 94-96.
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  35. Olayiwola, M.O., F.O. Akinpelu and A.W. Gbolagade, 2012. Variational iteration method for nonlinear multi-point boundary value problems. Eu. J. Sci. Res., 88: 85-88..

  36. Olayiwola, M.O., F.O. Akinpelu and A.W. Gbolagade, 2012. Modified variational iteration method for the solution of class of differential equations. Am. J. Comput. Applied Math., 2: 228-231.

  37. Akinpelu, F.O., R.A. Mustapha and I.A. Idowu, 2012. Dynamics response under a linearly varying distributed moving load on elastically supported euler-bernoulli beam on pre-stressed and variable elastic foundation. J. Niger. Assoc. Math. Phys., 23: 71-78.

  38. Akinpelu, F.O., I.A. Idowu and R.A. Mustapha, 2012. Response under a moving load of an elastically supported euler-bernoulli beam on pre-stressed and variable elastic foundation. J. Niger. Assoc. Math. Phys., 22: 519-534.

  39. Akinpelu, F.O., 2012. The response of viscously damped euler-bernoulli beam to uniform partially distributed moving loads. Applied Math., 3: 199-204.
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  40. Olayiwola, M.O., A.W. Gbolagade and F.O. Akinpelu, 2011. Modified variational iteration method for solving the nonlinear partial differential equation. Int. J. Scient. Eng. Res., 2: 1-10.

  41. Akinpelu, F.O., 2011. The nonlinear fractonally oscillator with strong quadratic damping force. Res. J. Applied Sci., 6: 398-404.
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  42. Akinpelu, F.O. and S.O. Sangonyi, 2011. The linearly fractional damped harmonic oscillators. J. Inst. Math. Comput. Sci., 44: 35-44.

  43. Akinpelu, F.O. and M.O. Olayiwola, 2011. On the numerical solution of viscously damped bernoulli beam with moving loads. Adv. Different. Equat. Control Proces., 8: 111-125.

  44. Akinpelu, F.O. and E.I. Akinola, 2011. The solution of fixed end beams with uniform loads. Int. J. Phys. Sci., 3: 25-31.
Member since December, 2019