|Tiêu đề||Splitting extragradient-like algorithms for strongly pseudomonotone equilibrium problems|
|Loại công bố||Journal Article|
|Năm xuất bản||2016|
|Tác giả||Anh, PKy|
|Secondary Authors||Trinh, NHai|
|Tạp chí||Numerical Algorithms|
|Tóm tắt|| |
In this paper, two splitting extragradient-like algorithms for solving strongly pseudomonotone equilibrium problems given by a sum of two bifunctions are proposed. The convergence of the proposed methods is analyzed and the R-linear rate of convergence under suitable assumptions on bifunctions is established. Moreover, a noisy data case, when a part of the bifunction is contaminated by errors, is studied. Finally, some numerical experiments are given to demonstrate the efficiency of our algorithms.