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November 20, 2025Earthline Journal of Mathematical SciencesOpen Access

Extension of Banach Contraction Mapping Principle in Multiplicative Cone Pentagonal Metric Space to a Pair of Two Self Mappings

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CAClement Boateng Ampadu

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Overview

Analysis reveals a new variant of the Banach contraction mapping theorem in multiplicative cone pentagonal metric space, suggesting future research directions.

Key Points

  • New variant of the Banach contraction mapping theorem established in a novel space, highlighting two self mappings.
  • Key results demonstrate unique properties of multiplicative cone pentagonal metric space.
  • Theoretical framework combines multiplicative metric space with cone pentagonal metric properties for enhanced applications.
  • Implications for fixed point theory, expanding the understanding of self-mapping behaviors in metric spaces.

Cite This Study

Clement Boateng Ampadu (2025) studied this question.

synapsesocial.com/papers/6924f084c0ce034ddc35041dhttps://doi.org/10.34198/ejms.16126.04.045053
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