Prof. Emmanuel Olubayo Oghre

Professor
University of Benin, Nigeria


Highest Degree
Ph.D. in Applied Mathematics from Obafemi Awolowo University, Nigeria

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Area of Interest:

Mathematics
Applied Mathematician
Mathematical Physics
Differential Equations
Mathematical Modelling

Selected Publications

  1. Oghre, E.O. and F.M. Okoronkwo, 2016. Bingham fluid model for steady flow in a multi irregular stenosed artery. Trans. Nigerian Assoc. Math. Phys., 2: 291-298.

  2. Oghre, E.O. and I.A. Ignatius, 2014. The effect of seasonal variations on the transmission dynamics of cholera in nigeria. J. Math. Assoc. Nigeria, Abacus, 41: 82-88.

  3. Oghre, E.O. and C.E. Madubueze, 2014. Application of homotopy analysis method to flow of viscoelastic fluid over a stretching sheet. J. Math. Assoc. Nigeria, abacus, 41: 9-18.

  4. Oghre, E.O. and A.O. Okonye, 2014. Dynamics of predator prey model with hunting of both organisms. J. Math. Assoc. Nigeria, Abacus, 41: 16-17.

  5. Oghre, E.O. and V. Ogedegbe, 2013. Equilibrium analysis of vector-host model of the transmission of malaria. J. Math. Assoc. Nigeria, Abacus, 40: 73-87.

  6. Oghre, E.O. and C.E. Madubueze, 2013. Homotopy analysis method solution of sir model. J. Nigerian Assoc. Math. Phys., 23: 571-580.

  7. Ifidon, E.O and E.O. Oghre, 2013. Some conservative force field potentials in scattering theory. J. Nigeria Math. Soc., 32: 171-183.

  8. Oghre, E.O., 2012. Leakback in a two phase model of pulsatile blood flow under periodic body acceleration. Univ. Benin J. Sci. Technol., 1: 107-110.

  9. Oghre, E.O., 2012. Analytic solution of heat transfer in a viscoelasti field over a streaching surface. Nigerian J. Appl Sci., 30: 54-58.

  10. Oghre, E.O. and R.U. Akhaze, 2012. Qualitative study of a cholera model. J. Nigerian Assoc. Math. Phys., 22: 487-494.

  11. Oghre, E.O. and R.O. Ayeni, 2012. Temperature distribution over a stretching surface with viscous dissipation. J. Nigerian Assoc. Math. Phys., 22: 455-460.

  12. Oghre, E.O. and E.O. Ifidon, 2012. Infinite-dimensional prolongation structures for the robinson-trautman type iii metric. Report Math. Phys., 71: 353-362.

  13. Oghre, E.O. and D. Evwrujakpor, 2012. 3 Dimensional flow of water in plant tissues. tissues J. Nigerian Assoc. Math. Phys., 21: 471-476.
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  14. Oghre, E.O., 2011. Solutions of groundwater equation in a confined aquifer. J. Math. Assoc. Nigeria, Abacus, 38: 105-113.

  15. Oghre, E.O. and I.I. Ako, 2011. A mathematical model of measles diesease. J. Math. Sci., 54: 47-63.

  16. Oghre, E.O. and D.I. Egberha, 2011. Stability analysis of a predator prey system with disease in the prey. J. Namp., 19: 211-214.

  17. Oghre, E.O. and D.I. Egberha, 2011. Disease dynamics in predator-prey population with disease in the prey. J. Namp, 19: 215-222.

  18. Oghre, E.O. and E.O. Okeke, 2009. Tidal flow in escravos bar warri. J. Namp, 8: 331-336.

  19. Oghre, E.O. and D. Okunoghae, 2007. Blood viscosity and sickle cell Anaemia. J. Medical Sci., 7: 141-145.
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  20. Oghre, E.O. and E.O. Ifidon, 2006. Mathematical models of the cost implication of national health insurance scheme. Int. J. Biol. Phys. Sci. 11: 116-120.

  21. Oghre, E.O. and C.O. Omole, 2006. Comparism of the one-dimensional and two-dimensional arterial models. J. Appl. Sci. Pak., 6: 2932-2935.

  22. Oghre, E.O. and E.O. Ifidon, 2005. Geostropahic effect on tidal co-oscillation in the escaravos bar, warri. J. Appl. Sci. Pak., 5: 829-833.

  23. Oghre, E.O. and B.I. Olajuwon, 2005. Fourier transform solution of semi-linear parabolic equation. J. Appl. Sci. Pak., 5: 492-495.

  24. Ifidon E.O. and E.O. Oghre, 2005. Generalised viscosity solutions of fully non-linear parabolic equations with distributions as initial conditions. Eur. J. Sci. Res., 8: 22-33.

  25. Ayeni, R.O. and E.O. Oghre, 2003. A note on the piloted ignition of fire. Benin. Sci. Digest., 1: 68-72.

  26. Ifidon E.O. and E.O. Oghre, 2002. The group of symmetries for non relativistic quantum systems. Global J. Math. Sci., 3: 35-46.

  27. Oghre , E.O. and E.O. Ifidon, 2000. Pulsating flow in viscoelastic tubes. J. Namp, 4: 102-112.

  28. Oghre, E.O. and E.O. Ifidon, 1999. The effect of slip velocity at the surface of a mathematical model of a microcirculation. Nigerian J. Appl. Sci. Benin., 17: 64-73.

  29. Ifidon, E.O. and E.O. Oghre, 1999. Generalized solutions to non-linear parabolic equqtions. J. Namp., 3: 222-233.

  30. Oghre, E.O. and E.A. Akinrelere, 1998. One dimensional visco- elastic model of arterial blood flow. J. Namp., 2: 95-106.