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STRONG CONVERGENCE THEOREMS BY HYBRID METHODS FOR SPLIT FEASIBILITY PROBLEMS IN HILBERT SPACES
Journal article   Peer reviewed

STRONG CONVERGENCE THEOREMS BY HYBRID METHODS FOR SPLIT FEASIBILITY PROBLEMS IN HILBERT SPACES

Saud M. Alsulami, Abdul Latif and Wataru Takahashi
Journal of nonlinear and convex analysis, Vol.16(12), pp.2521-2538
01/01/2015

Abstract

Mathematics Mathematics, Applied Physical Sciences Science & Technology
In this paper, motivated by the idea of the split feasibility problem and results for solving the problem, we consider generalized split feasibility problems and then establish strong convergence theorems by two hybrid methods for the problems. As applications, we get new strong convergence theorems which are connected with fixed point problem and equilibrium problem.

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