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May 14, 2026The Journal of Analysis1 citationsOpen Access

Fixed point theorems for nonself contractions in convex b-metric spaces

APAdrian PetruşelGPGabriela PetruşelJYJen-Chih Yao

Key Points

  • The aim is to establish fixed point theorems for nonself multi-valued contractions in b-metric spaces.
  • Proving theorems in complete strong b-metric spaces
  • Considering nonself multi-valued contraction operators
  • Utilizing b-convex structures to establish fixed points.
  • Demonstrated existence of fixed points for specified operator conditions.
  • Identified conditions under which theorems hold true in b-metric spaces.
  • Expanded the applicability of contraction principles to nonself operators.

Abstract

Abstract In this paper we will prove some fixed point theorems for nonself multi-valued contraction type operators in complete strong b -metric spaces endowed with a b -convex structure.

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Cite This Study

Petruşel et al. (2026) studied this question.

synapsesocial.com/papers/6a0567a8a550a87e60a1fcc0https://doi.org/10.1007/s41478-026-01099-5
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