May 24, 2018

Mr. Olubanwo, Oludapo Omotola

PERSONAL DATA

Department: Mathematical Sciences

Faculty:                                                 Science

Nationality: Nigerian

Marital Status:                        Married

Number of Children: 2 (3years 8months, 1years 5months)

Name and Address of Spouse: Mrs Abiola Eunice Olubanwo May Flower Private School, Ikenne Remo

Name and Address of Next of Kin:  Mrs Abiola Eunice OlubanwoMay Flower Private School, Ikenne Remo

Date of First Appointment with The University: 24th July, 2012

Status of First appointment and Salary:   Graduate Assistant, Conuass 1step 2

Present Position:  Lecturer II, Conuass 3 step 1       

Total Number of Years of Teaching and Research:

      (a) Polytechnic/ College of Education:              Nil

      (b) University:                                                         5years 6months

E-mail Address: olubanwo.oludapo@oouagoiwoye.edu.ng

 EDUCATIONAL BACKGROUND

Academic Qualifications/Institutions Attended with Dates

B.Sc (Hons.) Mathematics, Olabisi Onabanjo Univeristy, Ago-Iwoye. 2007

M.Sc. Mathematics, University of Ibadan, Ibadan.  2013

Current Higher Degree Programme Registered for

Ph.D Mathematics, Olabisi Onabanjo University, Ago-Iwoye      2014-Date

WORK EXPERIENCE

Previous Work Experience Outside the University System

Basaura Institute of Comprehensive Education, Birnin Kebbi, 2008-Feb.2009 Kebbi State. (NYSC)

Methodist Comprehensive High School (Mission), Ago-iwoye 2009-Jan.2010 (Post: Matherematics Teacher) Isara Secondary School, Isara Remo, Ogun State. Feb.2010- July2012  (Post: Matherematics Teacher)

Details of Professional Experience at Olabisi Onabanjo University

Work Experience at Olabisi Onabanjo University, Ago Iwoye

Graduate Assistant 2012-2013

Assistant Lecturer 2013-2016

Lecturer II 2016- Date   

Duties: Teaching Research and Administrative

Harmattan Semester 2014/2015

Course                        Course Title                                                Unit

MAT 101         Elementary Mathematics I                          3

MAT 203         Set Logic and Real number System           3

MAT 207         Elementary Mechanics                                3

Rain Semester 2014/2015

  Course           Course Title                                                 Unit

MAT 102         Elementary Mathematics II                         3

MAT 104         Elementary MathematicsIII                                    3

MAT 204         Real Analysis I                                             3

GNS 102          Study Skills and ICT                                    2

Harmattan Semester 2015/2016

Course                        Course Title                                                Unit

MAT 101         Elementary Mathematics I                          3

MAT 203         Set Logic and Real number System           3

MAT 303         Metric Space Topology                               3

Rain Semester 2015/2016

  Course           Course Title                                                 Unit

MAT 104         Elementary Mathematics III                       3

MAT 310         Discrete Mathematics                                  3

GNS 102          Study Skills and ICT                                    2

Harmattan Semester 2016/2017

Course                        Course Title                                                Unit

MAT 101         Elementary Mathematics I                          3

MAT 201         Mathematical Method I                               3

MAT 207         Elementary Mechanics                                3

Rain Semester 2016/2017

  Course           Course Title                                                 Unit

MAT 104         Elementary Mathematics III                       3

MAT 204         Real Analysis I                                             3

MAT 310         Discrete Mathematics                                  3

GNS 102          Study Skills and ICT                                    2

Harmattan Semester 2016/2017

 Course                        Course Title                                                Unit

MAT 201         Mathematical Method I                               3

MAT 207         Elementary Mechanics                                3

MAT 303         Metric Space Topology                               3

On-Going Research:

  • Wavelet Theory, Analysis Applications
  • Bernstein Polynomial, Analysis and Applications
  • Laplace Decomposition Methods of solving Differential Equations

Adiministrative Functions and Contributions to the University

  1. Departmental Secretary 2013-2014
  2. Assistant Course Adivsor 2013-Date
  3. Departmental Library Officer 2014-2016
  4. Departmental Time table Officer 2016-2017
  5. Departmental Secretary 2017-Date

Administrative Functions & Contributions (Outside the University)

Member Ipari Oke Development Association                   2000-Date

President, Ipari Oke Rising Movement                              2014-Date

Treasurer 2016 Ipysiari Oke Day planning Committee   2016

Membersip and Registration with Professional Bodies

  1. Member, Nigerian Association of Mathematical Physics (NAMP)
  2. Member, Nigerian Mathematical Society (NMS)

PUBLICATIONS

Dissertations

  1. Stability of an Ordinary Differential Equations by Lyapunov method. Undergraduate Final Year project. Olabisi Onabanjo University, Ago Iwoye, 2007
  2. Psi-Bounded Solutions For a Lyapunov Matrix Differential Equations. M.Sc. Thesis, University of Ibadan.

JOURNALS

  1. O. S. Odetunde and O. O. Olubanwo (2012): Approximate solution of Fractional Integro-differential Equations of order 1 By an Iterative Decomposition Method, African Journal of Pure and Applied Science, Olabisi Onabanjo University, Ago Iwoye. 2(2), 115-120.
  2. S.E Fadugba, S.C Zelibe, C. Achudume, O.O. Olubanwo (2014): On Statistical Analysis of Water Pollution in Youghurt Industry, South West, Nigeria, Global Advanced Research Journal of Physical and Applied Sciences Vol.3(1) Pp.001-007.
  3. O. S. Odetunde Z. O. Ogunwobi and O. O. Olubanwo (2014): Approximate solution of nth-Order Initial value problems by an Iterative Decomposition Method, Journal of the Nigerian Association of Mathematical Physics Vol.27 Pp 7-12
  4. O. S. Odetunde and O. O. Olubanwo (2012): A Decomposition Algorithm for the solution of Fractional Biological Population model with Caputo Derivatives. Journal of the Nigerian Association of Mathematical Physics Vol.27 Pp 101-108.
  5. O. S. Odetunde, Y.A. Fasasi, O.O. Olubanwo (2016): An Approximation Technique for Nolinear Fractional Initial value problems with Caputo derivatives. African Journal of Science and Nature, Olabisi Onabanjo University, Ago Iwoye. Vol.2, 41-47
  6. O.O. Olubanwo, Z.O Ogunwobi and R.A. Soneye (2016): Solutions of Second order Nonlinear singular initial value problems by modified laplace decomposition method. LAUTECH Journal of Engineering and Technology. 9(1) 2015: 105-115.
  7. O.S. Odetunde, O.O. Olubanwo (2017): Numerical solution of fractional Relaxation-Oscillation equation by a decomposition Method. African Journal of Science and Nature, Olabisi Onabanjo University, Ago Iwoye. Vol.4, 2017, 98-104.
  8. Olubanwo O.O. (2017): Introductory Mathematics for University Students Vol.1 Edited by Usman M.A, Odetunde O.S., Ogunwobi Z.O and Hammed F.A

 Conferences Attended with Dates   

  1. 25th Annual Colloqium and Conference of Nigerian Association of Mathematical Physics (NAMP) Held at Olabisi Onabanjo University, Ago Iwoye, Ogun State (4th-7th, 2014).
  2. 1st International Conference of Faculty of Science, Olabisi Onabanjo University, Ago Iwoye, Ogun State between May 15th and 19th, 2017.

Contribution to National and International Life

  1. Within the University
  2. Outside the University
  3. Maintenance of law and order.

Contributions to Knowledge

Numerical solution of some Nonlinear Differential Equations of Mathematical physics.

Numerical approximation of fractional differential equation models by an iterative decomposition method. Numerical solution of second order Nonlinear singular initial value problems by modified laplace decomposition method.

Staff of Department of Mathematical Science
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