Mr. Samson Evale EkoroDepartment
Mr. S. E. Ekoro is a native of Igbo Imabana, Itakonor clan of Abi Local Government Area, Cross River State. He holds B.Sc. in industrial Mathematics from Enugu State University of Technology ESUT and M.Sc. in Applied Mathematics from the prestigious University of Benin, Benin-City UNIBEN. He is currently a doctorial degree student in University of Benin. Mr. S. E. Ekoro was employed into the services of the University of Calabar, Calabar in Dec. 1st, 2014 as Graduate Assistant in the department of Mathematics. Currently, he is an Assistant Lecturer in the same department and has been teaching courses like Numerical Analysis, Ordinary Differential Equations, Advanced Calculus, Mathematical Modeling among others. He is an astute researcher with many publications and has published in local and international journals. His research area includes Numerical Analysis, Differential Equations, Mathematical Modeling, etc. and has also contributed chapters in many published books.
|FSLC||Primary School, Onyekpeden, Obubra, Obubra L. G. A, Cross River State, Nigeria.||1991||1996 delete_forever|
|SSCE||Igbo Imabana Sec. School, Abi L. G. A, Cross River State, Nigeria||1996||2001 delete_forever|
|B.Sc Mathematics||Enugu State University, Enugu State Nigeria.||2008||2012 delete_forever|
|M.Sc Applied Maths||University of Benin, Benin-City, Nigeria||2015||2017 delete_forever|
|Ekoro, S.E., Esuabana, I.M., Ojo, B. O. & Abasiekwere U.A. (2021). Adamâ€™s Block with First and Second Derivative Future Points for Initial Value Problems in Ordinary Differential Equation, J. Math. Comput. Sci. 11(2)1470-1485. https://scik.org/10.28919/jmcs/5289|
|Oboyi, J., Ekoro, S.E., & Bukie P.T.( 2019).Numerical Solution of Initial Value Problems by Rational Interpolation Method Using Chebyshev Polynomials. Global Journal of Pure Applied Science, 25,185-194. www.globaljournalseries.comhttps://dx.doi.org/10.4314.gjpas.v25i2.8|
|Ekoro, S. A., Ikhile M.N.O. & Esuabana I.M.(2018).Implicit Second Derivative Hybrid Linear Multistep Methods with Nested Predictors for Ordinary Differential Equations. American Scientific Journal for Engineering Technology and Sciences, 42(1),297-308. http://asrjetsjournal.org/|
|Esuabana, I.M & Ekoro, S. E. (2018). Derivation and Implementation of new Family of Second Derivative Hybrid Linear Multistep Methods for Stiff Ordinary Differential Equations, Global Journal of Mathematics, 12(2),821-828. www.gpepublishing.org/wp|
|Esuabana, I. M, Ekoro, S. E. (2017). Hybrid Linear Multistep Methods With Nested Hybrid Predictors for Solving Linear and Non-linear Initial Value Problems in Ordinary Differential Equations, J.Math. Theory and Modelling, 7 (II), 77-88. www.iiste.org|
|Ekoro, S.E., Agom, E.U. & Eno, B.E.A. (2016). Hybrid Linear Multistep Method with Multiple Hybrid Predictors for Stiff Differential Equations. Int. J. Sci. Engr. and App.Sci. 2(II), 38-45.www.ijseas.com|
warning No Result For Grants Received.
|Nigeria Conference on physical Sciences, Faculty of Physical, UNICAL FPS- 2019. Held at the Senate Chambers, University of Calabar,||2019-08-20||2019-08-22|