Degree: B.Sc., M.Sc.
Email: emmailojide@yahoo.com
Telephone: (+234) 8137053576
Fax:
Department: Mathematics
Academic Rank: Assistant Lecturer
Current position:
Research Interest:
ACADEMIC DEGREES WITH DATE
- B.Sc. Mathematics– 2006
- M.Sc. Mathematics– 2011
INSTITUTIONS ATTENDED WITH DATE
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University of Benin, Benin City, 2006
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Obafemi Awolowo University, Ile-Ife, 2011.
MEMBERSHIP OF PROFESSIONAL BODIES
Nigerian Mathematical Society (2010)
PRIZES, HONOURS, NATIONAL AND INTERNATIONAL RECOGNITIONS.
COURSES TAUGHT
Elementary Mathematics for Pure Sciences (undergraduate)
RESEARCH CONDUCTED
PUBLICATIONS
Thesis
[1] A study of Rings and Fields-B.Sc. Mathematics, 2006. (Supervisor: Doctor. I. C. Alufohai)
[2] An Algebraic Study of Groupoids and Quasigroups Represented by Linear-Bivariate Polynomials over the Ring Z_n – M.Sc. Mathematics, 2011. (Supervisor: Doctor Jaiyeola T. G.)
Published Article(s)
[1] E. Ilojide, T. G. Jaiyeola & O. O. Owojori (2011); Varieties of groupoids and quasigroups generated by linear-bivariate polynomials over ring Z_n, International Journal of Mathematical Combinatorics, Vol. 2, 79-97
Articles Submitted for publication
[1] T. G. Jaiyeola & E. Ilojide; On a group of linear-bivariate polynomials that generate quasigroups over the ring Z_n.
[2] T. G. Jaiyeola & Ilojide E.; On right, left and middle linear-bivariate polynomials that generate quasigroups over the ring〖 Z〗_n.
[3] T. G. Jaiyeola & Ilojide E.; Some normal congruences in quasigroups determined by linear-bivariate polynomials over the ring Z_n.
Articles in Preparation
[1] T. G. Jaiyeola & Ilojide E.; Isotopy structure of quasigroups generated by linear-bivariate polynomials over the ringZ_n.
[2] T. G. Jaiyeola & Ilojide E.; Some Algebraic Properties of Elements of the Semigroup H_P (Z_n)
Current Research Activities
Algebras: BCC-algebra, BCI-algebra, BCK-algebra, Hilbert-algebra, AC-algebras. I and Dr. Jaiyeola T. G. are presently generalizing the aforementioned algebras, especially BCI-algebra and BCK-algebra which were introduced by Imai, K. Iséki and S. Tanaka in 1966. We are also studying the algebraic properties of Non-associative/Bol-Moufang type/Fenyves BCI-algebras.
Conferences, Workshops, Seminars and Symposiums attended
9th Annual Conference of the Nigerian Mathematical Society (NMS), “Global Economic Meltdown and World Peace: The Mathematical Perspective and Solutions”, Department of Mathematic, Lagos State University, Ojo, Lagos State, Nigeria, 20th – 23rd July, 2010.
Paper Presentation/Talk:
T. G. Jaiyeola & Ilojide E.; On some varieties of groupoids and quasigroups generated by linear-bivariate polynomials over the ring Z_n.
T. G. Jaiyeola & Ilojide E.; On a group of linear-bivariate polynomials that generate quasigroups over the ring Z_n.
Faculty Conference 2010, “Pure and Applied Sciences: Tools for Development in an Emerging Economy”, Faculty of Science, Obafemi Awolowo University, Ile-Ife, Nigeria, 14th –16th of October, 2010.
Paper Presentation/Talk:
T. G. Jaiyeola & Ilojide E.; On some varieties of groupoids and quasigroups generated by linear-bivariate polynomials over the ring Z_n.
T. G. Jaiyeola & Ilojide E.; On a group of linear-bivariate polynomials that generate quasigroups over the ring Z_n.
