December 4, 2025AppliedMathOpen Access

Tripled Fixed Points and Tripled Best Proximity Points in Modular Function Spaces

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Convergence is guaranteed in modular function spaces, demonstrating key properties for fixed points.
Key evidence includes the development of theoretical results for tripled fixed points involving convergence.
Modular iterative schemes are analyzed using a modular-space framework illustrating key attributes.
These findings suggest a broader application of classical methods, specifically in nonlinear functional equations.

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The analysis shows convergence in modular function spaces, indicating potential for nonlinear functional equations.

Ali et al. (2025) studied this question.

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