Area(s) of Specialization/Research Interests
Functional Analysis (Banach Algebra and Fixed Point Theory and Optimization)
Profile
Academic Credentials
December 2020 PhD in Mathematics, University of KwaZulu-Natal, Durban, South Africa. September 2017 Master of Science in Mathematics, University of KwaZulu-Natal, Durban, South Africa. June 2016 Master of Science in Mathematical Sciences, University of Stellenbosch, Capetown, South Africa. January 2014 Undergraduate Degree in Mathematics Federal University of Agriculture Abeokuta, Ogun State, Nigeria. May 2009 Certificate in Education Computer/Mathematics, Mathematics 4.85/5.0, Computer 4.35/5.0, Federal College of Education (Technical) Akoka, Lagos State, Nigeria.
Professional Association
South African Mathematical Society
Publications
1 | \item A. E. Ofem, {\bf A.A. Mebawondu}, G.C. Ugwunnadi, H. Isik, and O. K. Narain, A modified subgradient extragradient algorithm type for solving quasimonotone variational inequality problems with applications, \textit{Journal of Inequalities and Application}, 73 (1), (2023), 1--30.-Updated on: 15Jan24 | |
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2 | \item Ofem, A.E., {\bf Mebawondu, A.A.}, Ugwunnadi, G.C., Cholamjiak, P. and Narain, O.K., 2023. Relaxed Tseng splitting method with double inertial steps for solving monotone inclusions and fixed point problems. Numerical Algorithms, pp.1-34.-Updated on: 15Jan24 | |
3 | \item Abbas, H.A., Aremu, K., Oyewole, O.,{\bf Mebawondu, A. A} and Narain, O., 2023. Forward-backward splitting algorithm with self-adaptive method for finite family of split minimization and fixed point problems in Hilbert spaces. Journal of Numerical Analysis and Approximation Theory, 52(2), pp.109-127.-Updated on: 15Jan24 | |
4 | \item Lukumon, M.S., {\bf Mebawondu, A.A.}, Ofem, A.E., Agbonkhese, C., Akutsah, F. and Narain, O.K., 2023. An efficient iterative method for solving quasimonotone bilevel split variational inequality problem. Adv. Fixed Point Theory, 13, pp.Article-ID.-Updated on: 15Jan24 | |
5 | \item {\bf A. A. Mebawondu,} C. Izuchukwu and O. T. Mewomo, Existence of solutions for boundary value problems and nonlinear matrix equations via $F$-contraction mappings in $b$-metric Spaces. Asian-European Journal of Mathematics, (2022), 1--20.-Updated on: 24May22 | |
6 | \item F. Akutsah, {\bf A. A. Mebawondu,} G. C. Ugwunnadi, and O. K. Narain, Inertial Extrapolation method for solving monotone bilevle variation inequalities and fixed point problems in real Hilber spaces, \textit{ Journal of Nonlinear Functional Analysis}, (2022), 1--25.-Updated on: 24May22 | |
7 | \item F. Akutsah, {\bf A. A. Mebawondu,} G. C. Ugwunnadi, and O. K. Narain, IInertial extrapolation method with regularization for solving a new class of bilevel problem in real Hilbert spaces, \textit{ SeMA Journal}, (2022), 1--25.-Updated on: 24May22 | |
8 | \item H. A. Abass, {\bf A. A. Mebawondu,} C. Izuchukwu and O. K. Narain, On split common fixed point and monotone inclusion problems in reflexive Banach spaces, Fixed Point Theory, 23 (1), (2022), 3--20.-Updated on: 24May22 | |
9 | \item {\bf A.A. Mebawondu}, L.O. Jolaoso, H.A. Abass, O.J. Narain, Generalized relaxed inertial method with regularization for solving split feasibility problems in real Hilbert spaces, \textit{Asian-European Journal of Mathematics}, (2022), doi.org/10.1142/S1793557122501066.-Updated on: 24May22 | |
10 | \item F. Akutsah, H. A. Abass, {\bf A.A. Mebawondu} and O.J. Narain, On split generalized mixed equilibrium and fixed point problems of an infinite family of quasi-nonexpansive multi-valued mappings in real Hilbert spaces, \textit{Asian-European Journal of Mathematics}, (2022), 1--20.-Updated on: 24May22 | |
11 | \item {\bf A. A. Mebawondu,} H. A. Abass, O. K. Oyewole, K. O. Aremu, and O. K. Narain, Generalized split null point of sum of monotone operators in Hilbert Spaces, \textit{ Demonstratio Mathematica}, 54 (2021), 359--376.-Updated on: 24May22 | |
12 | \item F. Akutsah, {\bf A.A. Mebawondu}, H. A. Abass and O.J. Narain, A self adaptive method for solving a class of bilevel variational inequalities with split variational inequality and composed fixed point problem constraints in Hilbert spaces, \textit{Numerical Algebra, Control and Optimization}, (2021), 1--23.-Updated on: 24May22 | |
13 | \item {\bf A. A. Mebawondu}, L. O. Jolaoso, H. A. Abass, O. K. Oyewole and K. O. Aremu, A strong convergence Halpern-inertial algorithm for solving system of split variational inequalities and fixed point problems, \textit{Journal of Applied Analysis and Computation}, (2021), doi: 10.11948/20200411-Updated on: 24May22 | |
14 | \item H. A. Abass, {\bf A. A Mebawondu}, K. O. Narain and J. K. Kim, Outer approximation method for zeros of sum of monotone operators and fixed point problems in Banach spaces, \textit{ Nonlinear Functional Analysis and Applications}, 26(3), 2021, 451--474.-Updated on: 24May22 | |
15 | \item {\bf A. A Mebawondu}, H. A. Abass, M. O. Aibinu, and K. O. Narain, Existence of solution of differential equation via fixed point in complex valued $b$-metric spaces, \textit{ Nonlinear Functional Analysis and Applications}, 26(1), 2021, 1--20.-Updated on: 24May22 | |
16 | \item K. Afassinou, {\bf A. A. Mebawondu,} H. A. Abass, and O. K. Narain, Existence of solution of differential amd Riemann-Liouville equations via fixed point approach in complex valued $b$-metric spaces, \textit{The Australian Journal of Mathematical Analysis and Application,} 18 (1), (2021), 1--15.-Updated on: 24May22 | |
17 | \item F. Akutsah, O. K. Narain, H. A. Abass, and {\bf A. A. Mebawondu, } Shrinking approximation method for solution of split monotone variational inclusion and fixed point problems in Banach spaces, \textit{International Journal of Nonlinear Analysis and Applications,} 12(2), (2021),825--842.-Updated on: 24May22 | |
18 | \item K. O. Aremu, H. A. Abass, {\bf A. A. Mebawondu } and O. K. Oyewole, An inertial iterative method for split generalized vector equilibrium problem and fixed point problems, \textit{The Journal of Analysis}, (2021), doi.org/10.1007/s41478-021-00312-x-Updated on: 24May22 | |
19 | \item {\bf A. A. Mebawondu} and O. T. Mewomo, Suzuki-type fixed point results in $G_b$–metric spaces, \textit{Asian-European Journal of Mathematics,} (2021), 1--20.-Updated on: 24May22 | |
20 | \item H. A. Abass, {\bf A. A. Mebawondu} and O. J. Narain, Inertial Approximation method for finite families of split monotone inclusion and fixed point problems of certain nonlinear mappings, \textit{ Communication on Applied Nonlinear Analysis,} 28 (4), (2021), 1-24.-Updated on: 24May22 | |
21 | \item F. Akutsah, O. K. Narain, K. Afassinou, and { \bf A. A. Mebawondu}, A iterative scheme for fixed point problems, \textit{ Adv. Math.: Sci. J,} 10(5), (2021) 2295--2316.-Updated on: 24May22 | |
22 | \item T. A. Adeyemi, F. Akutsah, { \bf A. A. Mebawondu}, M. O. Adewole and O. K. Narain, The existence of a solution of the nonlinear integral equation via fixed point approach, \textit{ Adv. Math.: Sci. J,} 11(1), (2021), 2977--2998, doi.org/10.37418/amsj.10.7.5.-Updated on: 24May22 | |
23 | \item J. N. Ezeora, C. Izuchukwu {\bf A. A. Mebawondu}, and O.T. Mewomo, Approximating Common Fixed Points of Mean Nonexpansive Mappings in Hyperbolic Spaces, \textit{International Journal of Nonlinear Analysis and Applications,} 12 (1), (2021), 231--244.-Updated on: 24May22 | |
24 | \item F. Akutsah, { \bf A. A. Mebawondu}, and O. K. Narain, Existence of solution for a Volterra type integral equation using Darbo-type $F$-contraction, \textit{ Adv. Math.: Sci. J,} 10(6), (2021), 2687--2710, doi.org/10.37418/amsj.10.6.2-Updated on: 24May22 | |
25 | \item K. O. Aremu, C. Izuchukwu, {\bf A. A. Mebawondu} and O. T. Mewomo, A Viscosity-Type Proximal Point Algorithm for monotone Equilibrium problem and fixed point problem in an Hadamard space, \textit{Asian-European Journal of Mathematic}, (2021) 2150058 (24 pages), DOI: 10.1142/S1793557121500583.-Updated on: 24May22 | |
26 | \item {\bf A. A. Mebawondu} and S. I. Mebawondu, Generalized Suzuki $(\psi,\phi)$-contraction in complete metric spaces, \textit{International Journal of Nonlinear Analysis and Applications,} 12 (1), (2021), 963--978.-Updated on: 24May22 | |
27 | \item {\bf A. A Mebawondu,} C. Izuchukwu, K. O. Oyewole, and O. T. Mewomo, On fixed point results for a class of generalized mean nonexpansive mappings, \textit{Methods of Functional Analysis and Topology,} 26(4),(2020), 356--372.-Updated on: 24May22 | |
28 | \item {\bf A. A. Mebawondu}, C. Izuchukwu, K.O. Oyewole and O.T. Mewomo, Solution of integral equations via new $\mathcal{Z}$-contraction mapping in $G_b$-metric spaces, \textit{Proyecciones J. Math.,} 39 (5), (2020), 1273--1294.-Updated on: 24May22 | |
29 | \item H. A. Abass, {\bf A. A. Mebawondu} and O. T. Mewomo, Convergence analysis of quasi-variational inclusion problems of finite family of certain nonlinear mappings in Hilbert spaces, \textit{Thai Journal of Mathematics,} 18 (3), (2020), 1565--1579.-Updated on: 24May22 | |
30 | \item C. Izuchukwu, {\bf A. A. Mebawondu}, O. T. Mewomo, A New Method for Solving Split Variational Inequality Problems without Co-coerciveness, \textit{Journal of Fixed Point Theory and Applications,} 22 (98), (2020), 1--23.-Updated on: 24May22 | |
31 | \item H. A. Abass, {\bf A. A. Mebawondu} and O. T. Mewomo, A different approach for approximating solution of monotone Yosida variaional inclusion problem in Banach space,\textit{Bulletin University, Transilvania Brasov, Series III: Mathematics, informatics, Physics,} 13 (1), (2020), 1--15.-Updated on: 24May22 | |
32 | \item {\bf A. A. Mebawondu}, C. Izuchukwu, \textbf{K. O. Aremu} and O. T. Mewomo, On some fixed point results for $(\alpha-\beta)$-Berinde-$\Phi$-contraction mappings with applications, \textit{Int. J. Nonlinear Anal. Appl.}, (2020), 363-378-Updated on: 24May22 | |
33 | \item {\bf A. A. Mebawondu }, H. A. Abass, O. K. Oyewole, K. O. Aremu and O. K. Narain, Monotone Suzuki-mean nonexpansive mappings with applications, \textit{Acta Universitatis Apulensis}., 64(6), (2020), 58--81.-Updated on: 24May22 | |
34 | \item {\bf A. A. Mebawondu}, C. Izuchukwu, K. O. Aremu and O. T. Mewomo, Fixed point results for a generalized TAC-Suzuki-Berinde type F-contractions in b-metric spaces, \textit{Applied Mathematics E-Notes}, 9(19) (2019), 629-653.-Updated on: 24May22 | |
35 | \item C. Izuchukwu, {\bf A. A. Mebawondu}, K. O. Aremu, H. A. Abass and O. T. Mewomo, Viscosity iterative techniques for approximating a common zero of monotone operators in a Hadamard space, \textit{Rendiconti del Circolo Matematico di Palermo Series 2}, (2019). doi.org/10.1007/s12215-019-00415-2.-Updated on: 24May22 | |
36 | \item C. Izuchukwu, K. O. Aremu, {\bf A. A. Mebawondu}, and O. T. Mewomo, A viscosity iterative technique for fixed point and equilibrium problems in a Hadamard space, \textit{Applied General Topology}, Vol. 20, (2019) 193-210.-Updated on: 24May22 | |
37 | \item {\bf A. A. Mebawondu} and O. T. Mewomo, Fixed point results for a new three steps iterative process, \textit{Annal of Craiova Mathematics and Computer Science series,} 24 (2), (2019), 298--319.-Updated on: 24May22 | |
38 | \item {\bf A. A. Mebawondu} and O. T. Mewomo, Application of fixed point results for modified generalized $F$-contracton mappings to solve boundary value problems,\textit{Pan Amer. Math. J.,} 20 (4), (2019), 45--68.-Updated on: 24May22 | |
39 | \item {\bf A. A. Mebawondu}, C. Izuchukwu, H. A. Abass and O. T. Mewomo, Some results on generalized mean nonexpansive mapping in complete metric space, \textit{Bol. Soc. Paran. Mat.,} (2019), DOI:10.5269/bspm.44174.-Updated on: 24May22 | |
40 | \item {\bf A. A. Mebawondu}, C. Izuchukwu, K. O. Aremu, and O. T. Mewomo, Some fixed point results for a generalized TAC-Suzuki-Berinde type $F$-contractions in b-metric spaces, Appl. Math, \textit{E-Notes,} 19, (2019), 629–653.-Updated on: 24May22 | |
41 | \item {\bf A. A. Mebawondu,} Proximal point algorithms for finding common fixed points of a finite family of nonexpansive multivalued mappings in real Hilbert spaces, \textit{Khayyam J. Math.,} 5 (2), (2019), 113--123.-Updated on: 24May22 | |
42 | \item {\bf A. A. Mebawondu} and O. T. Mewomo, Some Convergence Results for Jungck AM iterative process in Hyperbolic space, \textit{The Australian Journal of Mathematical Analysis and Application,} 16 (1), (2019), 1--20.-Updated on: 24May22 | |
43 | \item {\bf A. A. Mebawondu} and O. T. Mewomo, Some fixed point results for TAC-Suzuki contractive mappings, \textit{Commun. Korean Math. Soc.,} 34 (4), (2019), 1201--1222.-Updated on: 24May22 | |
44 | \item {\bf A. A. Mebawondu,} H. A. Abass and O. T. Mewomo, Some Results for a New Three Steps Iteration Scheme in Banach spaces, \textit{Bulletin University. Transilvania Brasov, Series III: Mathematics, informatics, Physics,} 11 (2), 1—18.-Updated on: 24May22 | |
45 | \item C Izuchukwu, G. N. Ogwo, {\bf A. A. Mebawondu} and O. T. Mewomo, On finite family of monotone variational inclusion problems in reflexive Banach space, \textit{ Politeh. Univ. Buchar. Sci. Bull. Ser. A Appl. Math. Phys.,} (2019), 1--20.-Updated on: 24May22 | |
46 | \item {\bf A. A. Mebawondu,} and O. T. Mewomo, Some Fixed Point Results for a Modified F-Contrations via a new type of $(\alpha, \beta)$-cyclic admissible mappings in metric spaces, \textit{Bulletin University Transilvania Brasov, Series III: Mathematics, informatics, Physics,} 12 (1), 1—20.-Updated on: 24May22 | |
47 | \item C. Izuchukwu, K. O. Aremu,{\bf A. A. Mebawondu} and O. T. Mewomo, A viscosity iterative techniques for equilibrium and fixed point problems in a Hadamard space, \textit{Applied General Topology,} 20 (1), (2019), 193--210.-Updated on: 24May22 | |
48 | \item C. Izuchukwu,, {\bf A. A. Mebawondu}, K. O. Aremu, H. A. Abass and O. T. Mewomo, Viscosity iterative techniques for approximating a common zero of monotone operation in an Hadamad space, \textit{Rendiconti del Circolo Matematico di Palermo Series 2,} (2019), 1--21.-Updated on: 24May22 | |
49 | \item O. T. Mewomo, {\bf A. A. Mebawondu}, U. O. Adiele and P. O. Olanipekun, On Character Pseudo Amenability of Semigroup Algebras \textit{Proceedings of Jangjeon Mathematical Society,} (2018), 1--20.-Updated on: 24May22 | |
50 | \item {\bf A. A. Mebawondu}, L. O Jolaosho and H. A. Abass, On Fixed Point Properties and Convergence Theorems for a Banach Operator in Hyperbolic Spaces, \textit{International Journal of Nonlinear Analysis and Applications,} 8 (2), (2017), 1--15.-Updated on: 24May22 | |
51 | \item {\bf A. A. Mebawondu} and C. Izuchukwu, Some Fixed Points Properties, Strong and $\bigtriangleup$-convergence Results for Generalized $\alpha$-Nonexpansive Mappings in Hyperbolic Spaces, \textit{ Advances in Fixed Point Theory,} 8 (1), (2017), 1--20.-Updated on: 24May22 |