Employing Locally Finitely T-Transitive Binary Relations to Prove Coincidence Theorems for Nonlinear Contractions

Employing Locally Finitely T-Transitive Binary Relations to Prove Coincidence Theorems for Nonlinear Contractions

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In this article, we prove Kratom Liquids some relation-theoretic results on coincidence and common fixed point for a nonlinear contraction employing a locally finitely T-transitive binary relation, where T stands for a self-mapping on the underlying metric space.Our newly proved results deduce sharpened Gift Card versions of certain relevant results of the existing literature.Finally, we adopt some examples to substantiate the genuineness of our proved results herein.