UNIOSUN Staff Profile
Discover the People Behind Our Academic Excellence.
OMIDIRE Olaoluwa Jeremiah
Lecturer II
COLLEGE OF SCI. ENG. & TECH.
MATHS & PHY. SCI.
Brief Educational Profile
1. Visiting Scholar, Beijing Institute of Mathematical Sciences and Applications, Beijing, China. April-May, 2026.
2. PhD Mathematics, Obafemi Awolowo University, Ile-Ife, Nigeria, 2019. Thesis: “Convergence Results for Fixed Point Iterations in Some Banach Spaces.”
3. MSc Mathematics, Obafemi Awolowo University, Ile-Ife, Nigeria, 2015. Thesis: “Investigation of Some New Fixed Point Theorems of Banach Type.”
Academic Profiles
ORCID
ResearchGate
OpenAlex
Curriculum Vitae
Current/Recent Research
1. Ansari, A. H., & Omidire, O. J. (2025). Convergence of C-Class Enriched Hardy-Rogers Contractions in Some Banach Spaces. arXiv:2506.17806. Preprint; manuscript under review.
2. Omidire, O. J., & Olatinwo, M. O. (2024). Fixed Point and Common Fixed Point of Enriched Hardy-Rogers Contractions in Some Banach Spaces. Research Square preprint.
3. Omidire, O. J., Adeyinka, F. S., Ishola, B. T., Olatinwo, M. O., & Tijani, K. R. (2026). Strong convergence results for a new class of Jungck-strictly pseudo-contractive mappings via inertial and accelerated iterative schemes. Under review.
4. Omidire, O. J., Ishola, B. T., & Ariyo, R. D. (2026). Accelerated inertial Jungck iterative scheme for Jungck generalized pseudocontractive and S-Lipschitzian mappings in Hilbert spaces. Under review.
5. Omidire, O. J., Akinpelu, G. A., & Odeyemi, K. A. (2026). Mathematical Analysis of Tuberculosis Transmission under Combined Control Strategies. Under review.
6. Omidire, O. J. & Axel G. R. Turnquist. “Gauge-Controlled Firmly Quasi-Nonexpansive Operators and Fixed-Point Selection in Hilbert Spaces.”
7. Omidire, O. J. & Yi-Shuai Niu. “Inertial DCA over Fixed-Point Sets: HSDM Subproblem Solvers, Relative-Residual Inexactness, and KL Convergence.”
Selected Recent Publications
- 1. Ishola, B. T., Olatinwo, M. O., Omidire, O. J., & Ariyo, R. D. (2026). Some Fixed Point Theorems Involving Akram-Type Contractive Condition in Banach Spaces. FUDMA Journal of Sciences, 10(11), 359-364.
- 2. Omidire, O. J., Ansari, A. H., Ariyo, R. D., & Aduragbemi, M. (2025). Approximating Fixed Point of Generalized C-class Contractivity Conditions. International Journal of Mathematical Sciences and Optimization: Theory and Applications, 11(1), 1-10.
- 3. Omidire, O. J., Tijani, K. R., & Ishola, B. T. (2024). A Study of Common Fixed Point of Enriched Contractions. Kathmandu University Journal of Science, Engineering and Technology, 18(2).
- 4. Omidire, O. J. (2024). Common Fixed Point Theorems of Some Certain Generalized Contractive Conditions in Convex Metric Space Settings. International Journal of Mathematical Sciences and Optimization: Theory and Applications, 10(3), 1-9.
- 5. Olatinwo, M. O., & Omidire, O. J. (2023). Some New Convergence and Stability Results for Jungck Generalized Pseudo-Contractive and Lipschitzian Type Operators Using Hybrid Iterative Techniques in the Hilbert Space. Rendiconti del Circolo Matematico di Palermo Series 2, 72, 1067-1086.
- 6. Olatinwo, M. O., & Omidire, O. J. (2021). Convergence of Jungck-Schaefer and Jungck-Kirk-Mann Iterations to the Unique Common Fixed Point of Jungck Generalized Pseudo-Contractive and Lipschitzian Type Mappings. Journal of Advanced Mathematical Studies, 14(1), 153-167.
Research Interests
Fixed point theory; nonlinear functional analysis; optimization theory; iterative algorithms; convergence and stability analysis; variational inequalities; monotone operator methods; convex and nonconvex optimization; nonlinear operator equations.