Approximate fixed point in G-metric spaces for various types of operators
Abstract
In this paper, we introduce the approximate fixed point property for a cyclic map $T$ on a G-metric space. Also, we prove two general lemmas which regarding approximate fixed Point of cyclic maps on a G-metric space. Using these results, we prove several approximate fixed point theorems for various types of the well-known generalized contractions on a G-metric space.
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