New Best Proximity Point Results via Simulation Functions in Fuzzy Metric Spaces

초록

In this paper, we introduce the concepts of FZ-proximal contraction of type-(I) and type-(II) and prove some g-best proximity point results involving F Z-simulation functions under suitable conditions on the framework of fuzzy metric spaces. Our results unify, generalize, and improve a lot of solid papers in the same context and may lay the groundwork for new directions of best proximity and fuzzy fixed point theory. Also, an example is given to support the theoretical results.

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