Composite mapping on hesitant fuzzy soft classes
Manash Jyoti Borah, Bipan Hazarika
TL;DR
This paper explores composite mappings within hesitant fuzzy soft classes, establishing new properties and redefining fuzzy soft image concepts to enhance understanding in fuzzy soft set theory.
Contribution
It introduces and analyzes composite mappings in hesitant fuzzy soft classes, extending existing fuzzy soft image definitions to this context.
Findings
Established properties of composite mappings in hesitant fuzzy soft classes
Reintroduced fuzzy soft image and inverse image concepts for hesitant fuzzy soft classes
Provided examples illustrating the new properties and definitions
Abstract
In this paper, we study composite mapping on hesitant fuzzy soft classes. We also establish some interesting properties of this notion and support them with examples. Also definitions of fuzzy soft image and fuzzy soft inverse image put forward by Kharal and Ahmad \cite{kharal} have been reintroduced in hesitant fuzzy soft classes.
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Taxonomy
TopicsFuzzy and Soft Set Theory