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Coincidence Point Results for Self-Mapping With Extended Rational Contraction in Partially Ordered Ultrametric Spaces Using p-Adic Distance

Author

Listed:
  • Balaanandhan Radhakrishnan
  • Uma Jayaraman
  • Shreefa O. Hilali
  • M. Kameswari
  • Mohammed Alhagyan
  • Kandhasamy Tamilvanan
  • Ameni Gargouri
  • Ömer KiÅŸi

Abstract

This paper aims to investigate new coincidence point theorems for self-maps under an extended rational contraction. Our approach uses the p-adic distance in partially ordered ultrametric spaces. Furthermore, to illustrate our major discoveries, we give a comprehensive numerical analysis. This study expands on prior research in partially ordered ultrametric spaces to provide a more comprehensive understanding of such spaces using rational contraction.

Suggested Citation

  • Balaanandhan Radhakrishnan & Uma Jayaraman & Shreefa O. Hilali & M. Kameswari & Mohammed Alhagyan & Kandhasamy Tamilvanan & Ameni Gargouri & Ömer KiÅŸi, 2024. "Coincidence Point Results for Self-Mapping With Extended Rational Contraction in Partially Ordered Ultrametric Spaces Using p-Adic Distance," Journal of Mathematics, Hindawi, vol. 2024, pages 1-14, November.
    • Handle: RePEc:hin:jjmath:8846076
    DOI: 10.1155/2024/8846076
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