Fixed Points of Multivalued Mappings on S-Metric Spaces

Key Points

• The study confirms an extension of Bollenbacher and Hicks's fixed point theorem in S-metric spaces, enhancing understanding of multivalued mappings.
• It demonstrates that fixed point theorems for single-valued mappings emerge as special cases from the newly introduced principal theorem.
• The results open pathways for further exploration and applications in the field of fixed point theory and metric spaces.
• Significant implications arise for advancing theoretical frameworks surrounding multivalued mappings and their properties in various contexts.