Approximation and existence of fixed points via interpolative enriched contractions

Shivam Rawat, Ayush Bartwal, Ramesh Chandra Dimri


In this paper, we define three different types of interpolative enriched contractions to prove existence of fixed points and approximation results using Krasnoselskij iteration in a convex metric space. An example is also given to indicate the relevance of our newly obtained results in comparison to some of the existing ones in the literature.


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