NEW FIXED POINT THEOREM ON EXTENDED b-METRIC SPACE USING A CLASS OF CONTRACTION MAPPINGS

KRISHNA BHATTACHARJEE, RAKHAL DAS, Ajoy Kanti Das

Abstract


The main purpose of this paper is to investigate a fixed point for a class of contractive maps over a complete extended b-metric space. In this article, we have used Bianchini-type contraction and BK-type contractive mapping for finding new results in the direction of complete extended b-metric space. In order to illustrate our results, we give a few examples.

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