Improved Approaches for Common Fixed Points in Bi-S-Metric Spaces

Authors

  • Ethar A. Abd-al hussein and Ayed E. Hashoosh

Keywords:

S-metric spaces; Common fixed-points; Existence solutions and Fredholm equations.

Abstract

We have formulated new definitions and concepts for Bi-S-metric spaces, specifically highlighting our discovery of the common fixed-points for two mappings that concentrate on Bi-S-metric spaces and originate from the same set. Applications, including Fredholm equations, substantiate our conclusions. This research develops and improves upon prior hypotheses regarding Bi-S-metric spaces.

References

Karichery, D. and Pulickakunnel, S Karichery, D., and S. Pulickakunnel. "FG-coupled fixed point theorems for contractive type mappings in partially ordered metric spaces." Journal of Mathematics and Applications 41, (2018):157-170.

Hashoosh, A. E. and Ali, A.M. A Modern Method for Identifying Fixed Points Used in G-Spaces Involving Application, AIP Conference Proceedings, (2024): accepted.

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Published

2025-02-10

How to Cite

Ethar A. Abd-al hussein and Ayed E. Hashoosh. (2025). Improved Approaches for Common Fixed Points in Bi-S-Metric Spaces . Journal of Computational Analysis and Applications (JoCAAA), 34(2), 1–11. Retrieved from https://eudoxuspress.com/index.php/pub/article/view/1850

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