Multivalued generalizations of fixed point results in fuzzy metric spaces

Abstract

This paper attempts to prove fixed and coincidence point results in fuzzy metric space using multivalued mappings. Altering distance function and multivalued strong {bn}-fuzzy contraction are used in order to do that. Presented theorems are generalization of some well known single valued results. Two examples are given to support the theoretical results.

Keywords

• fixed point
• coincidence point
• fuzzy metric space
• multivalued mappings
• altering distance