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September 10, 2025Journal of Interdisciplinary Mathematics

Fixed point results using self mapping in multiplicative metric space

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Authors

RMR. D. MohanrajCRC. Rajesh

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Overview

This analysis demonstrates fixed point existence using contraction mappings in multiplicative metric spaces, indicating their unique properties.

Key Points

  • Fixed point results show existence and uniqueness in a multiplicative metric space, highlighting their importance.
  • Contraction mappings lead to effective fixed point results, which are essential in various mathematical applications.
  • The proofs involve self mappings, which simplify the process of identifying fixed points in given spaces.
  • The application of double self mappings reveals deeper insights into the behavior of fixed points in a complete multiplicative metric space.

Cite This Study

Mohanraj et al. (2025) studied this question.

synapsesocial.com/papers/68c1d7ee54b1d3bfb60fa049https://doi.org/10.47974/jim-2142
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