Demonstrates convergence results for fixed points in convex metric spaces, suggesting practical applications for optimization problems.
This paper investigates convergence results for fixed point iterations to the unique common fixed point of sequences of Akram-Jungck and MJ type contractive operators, using JungckSchaefer-like iterative technique. We also demonstrate the applicability of these results to solving optimization problems
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Fatimah Yetunde Akinyemi (2025) studied this question.
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