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THE STABILITY OF A MODIFIED JUNGCK-MANN HYBRID FIXED POINT ITERATION PROCEDURE

Abstract

In this paper, we prove some stability results for sequences of nonself mappings using a modified Jungck-Mann hybrid iterative procedure in a Banach space by employing a class of generalized contractive-like defini- tion. As corollaries, some stability results of Jungck (pair of maps) and Picard (single map) iterative procedures are also established. Our stabil- ity results generalize and extend several related results involving pair and single maps in the literature

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