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Title: Convergence Analysis of Some Inertial Algorithms for Equilibrium Problems
Authors: LEI, CHI CHON (李子俊)
Department: Department of Mathematics
Faculty: Faculty of Science and Technology
Issue Date: 2019
Citation: Lei, C. C. (2019). Convergence Analysis of Some Inertial Algorithms for Equilibrium Problems (Outstanding Academic Papers by Students (OAPS)). Retrieved from University of Macau, Outstanding Academic Papers by Students Repository.
Abstract: In this paper, we introduce and study efficient iterative algorithms for solving equilibrium problems (EPs). The problems under consideration satisfy certain con- ditions on monotonicity and pseudomonotonicity in addition to a Lipschitz-type condition. We apply the inertial extrapolation technique to accelerate some algo-rithms proposed recently. Two strongly convergent theorems are established, fol- lowed by some numerical results, which are reported to demonstrate the efficiency of our proposed algorithms.
Course: Bachelor of Science in Mathematics
Instructor: Dr. Seak-Weng Vong
Programme: Bachelor of Science in Mathematics
Appears in Collections:FST OAPS 2019

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