A general iterative method for approximation of fixed points and their applications
Abstract
We propose a new iterative algorithm and prove strong and weak convergence theorems for computing fixed points of nonexpansive mappings in a Banach space. We showed that our iteration process is faster than Picard, Mann and S iteration processes. Our results are applied for finding solutions of variational inequality problem.
Advances in Fixed Point Theory
ISSN: 1927-6303
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