|Tiêu đề||Modified hybrid projection methods for finding common solutions to variational inequality problems|
|Loại công bố||Journal Article|
|Năm xuất bản||2016|
|Tác giả||Van Hieu, D, Anh, PKy, Muu, LDung|
|Tạp chí||Computational Optimization and Applications|
|Tóm tắt|| |
In this paper we propose several modified hybrid projection methods for solving common solutions to variational inequality problems involving monotone and Lipschitz continuous operators. Based on differently constructed half-spaces, the proposed methods reduce the number of projections onto feasible sets as well as the number of values of operators needed to be computed. Strong convergence theorems are established under standard assumptions imposed on the operators. An extension of the proposed algorithm to a system of generalized equilibrium problems is considered and numerical experiments are also presented.