Abstract
The aim of this paper is to obtain weak convergence of an iterative scheme generated by a sequence of accretive operators defined on a real Banach space, which is a generalization of the result given by Kamimura and Takahashi (J. Approx. Theory 106:226–240, 2000). We also show several applications to the implicit iterative schemes with the Yosida approximations and with the W-mappings generated by a sequence of nonexpansive mappings.
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