Demonstrates unique fixed points for nonlinear Ciric type contractions in suprametric spaces, indicating broader applicability of contraction theories.
In this study, the nonlinear technique: (?,?)-weak contraction, created by Dutta and Choudhury [6], is used to make the Ciric type contraction nonlinear. Moreover, it is demonstrated that there is unique fixed point in suprametric space for this nonlinear Ciric type contraction.
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YALÇIN et al. (2025) studied this question.
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