Fixed Point Approximations with Finite Relatively Nonexpansive Maps in Some Real Banach Spaces
Umar Yusuf Batsari · Advances in Analysis · 2017
Let E be a uniformly smooth and uniformly convex real Banach space and C be a nonempty, closed and convex subset of E. In this paper, it is shown that {xn} obtained from Batsari's[21] CQ algorithm with relatively nonexpansive maps converges strongly to a point x which is also a common fixed point of some finite relatively nonexpansive mappings and solves a system of equilibrium problems in E. The result obtained improves some existing results in the literature.