Dr. Olawale Joshua Adeleke
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Dr. Olawale Joshua Adeleke

Lecturer
Covenant University, Nigeria

Highest Degree
Ph.D. in Industrial Mathematics from Covenant University, Nigeria

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Area of Interest:

Mathematics
100%
Mathematical Analysis
62%
Applied Mathematics
90%
Pure Mathematics
75%
Optimization
55%

Research Publications in Numbers

Books
0
Chapters
0
Articles
0
Abstracts
0

Selected Publications

  1. Olukanni, D.O., O.J. Adeleke and D.D. Aremu, 2016. A review of local factors affecting solid waste collection in Nigeria. Pollution, 2: 339-356.
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  2. Iyase, S.A. and O.J. Adeleke, 2016. Existence and uniqueness of periodic solution for a third-order neutral delay differential equation. Int. J. Math. Anal., 10: 817-831.
  3. Hamzat, J.O. and O.J. Adeleke, 2016. A new subclass of p-valent functions defined by Aouf et al derivative operator. Int. J. Pure Applied Math., 110: 257-264.
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  4. Adewumi, A.O. and O.J. Adeleke, 2016. A survey of recent advances in vehicle routing problems. Int. J. Syst. Assurance Eng. Manage., 10.1007/s13198-016-0493-4.
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  5. Adewumi, A.O. and O.J. Adeleke, 2016. A new model for optimizing waste disposal based on customers' time windows and road attributes. Applied Math. Sci., 10: 2051-2063.
  6. Owoloko, E.A., A.S. Ayoku, O.J. Adeleke, S.O. Edeki and I. Owoloko, 2015. On the application of the open Jackson queuing network. Global J. Pure Applied Math., 11: 2299-2313.
  7. Agarana, M.C., J.A. Gbadeyan, O.O. Agboola, T.A. Anake and O.J. Adeleke, 2015. Dynamic response of an inclined railway bridge supported by winkler foundation under a moving railway vehicle. Aust. J. Basic Applied Sci., 9: 355-361.
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  8. Adeleke, O.J., O.A. Adewumi, M.O. Oke and A.I. Ajimoti, 2015. Conjugate gradient method approach to multi-channel queuing theory. Comput. Applied Math., 1: 50-54.
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  9. Agarana, M.C., T.A. Anake and O.J. Adeleke, 2014. Application of linear programming model to unsecured loans and bad debt risk control in banks. Int. J. Manage. Inform. Technol. Eng., 2: 93-102.
  10. Adeleke, O.J., M.O. Oke and A.O. Adewumi, 2014. A stable and consistent finite difference scheme for a time-dependent Schrodinger wave equation in a finitely low potential well. Niger. J. Basic Applied Sci., 22: 51-56.