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Chinedu Godwin Ezea
Chinedu Godwin Ezea
Ph.D. Mathematics. Senior Lecturer at Nnamdi Azikiwe University, Awka, Anambra State, Nigeria
Verified email at unizik.edu.ng - Homepage
Title
Cited by
Cited by
Year
Convergence theorems for strictly J-pseudocontractions with application to zeros of Gamma-inverse strongly monotone maps
CE Chidume, UV Nnyaba, OM Romanus, CG Ezea
Pan American Mathematical Journal 26 (4), 57-76, 2016
172016
A new monotone hybrid algorithm for a convex feasibiliy problem for an infinite family of nonexpansive-type maps, with applications
CE Chidume, EE Otubo, CG Ezea, MO Uba
Adv. Fixed Point Theory 7 (3), 413-431, 2017
82017
Strong convergence theorem for a common fixed point of an infinite family of J-nonexpansive maps with applications
CE Chidume, EE Otubo, CG Ezea
Aust. J. Math. Anal. Appl 13 (1), 1-13, 2016
82016
New algorithms for approximating zeros of inverse strongly monotone maps and J-fixed points
CE Chidume, CG Ezea
Fixed Point Theory and Applications 2020 (1), 3, 2020
62020
Strong Convergence of Generalized Projection Algorithm for Variational Inequality Problems with Applications
CE Chidume, CG Ezea, EE Otubo
Advances in Nonlinear Variational Inequalities 20 (2), 42-57, 2017
42017
A new algorithm for variational inequality problems with alpha-inverse strongly monotone maps and common fixed points for a countable family of relatively weak nonexpansive …
CE Chidume, CG Ezea, EE Otubo
Adv. Fixed Point Theory 9 (3), 214-238, 2019
22019
A new self-adaptive inertial CQ-algorithm for solving convex feasibility and monotone inclusion problems
CD Enyi, OS Iyiola, CG Ezea
International Journal of Nonlinear Sciences and Numerical Simulation, https …, 2022
12022
NEW RECURSION FORMULAS FOR APPROXIMATING VARIATIONAL INEQUALITY AND FIXED POINT PROBLEMS
CEE Agbo
Applied Analysis and Optimization 6 (3), 393–410, 2022
2022
A SHRINKING PROJECTION ALGORITHM FOR VARIATIONAL INEQUALITY PROBLEMS WITH A LIPSCHITZ MONOTONE MAPPING AND FIXED POINT PROBLEMS OF RELATIVELY WEAK NONEXPANSIVE MAPPINGS
CG Ezea
Applied Set-Valued Analysis and Optimization. 3 (1), 39-53, 2021
2021
THE EXISTENCE AND APPROXIMATION FOR SOLUTIONS OF VARIATIONAL INCLUSION PROBLEMS
EU OFOEDU, KO IBEH, CB OSIGWE, LO MADU, CG EZEA
Appl. Set-Valued Anal. Optim. 3 (2), 221–237, 2021
2021
On a duality fixed point theorem and an application
EEO C.E. Chidume, C.G. Ezea
PanAmerican Mathematical Journal 26 (4), 16-23, 2016
2016
NEW RECURSION FORMULAS FOR APPROXIMATING VARIATIONAL INEQUALITY AND FIXED POINT PROBLEMS
CG EZEA, EC AGBO
The Australian Journal of Mathematical Analysis and Applications
CE CHIDUME, EE OTUBO, CG EZEA
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