The properties of sendograph metric on fuzzy number spaces
Huan Huang
TL;DR
This paper investigates how sendograph distances behave under algebraic operations within fuzzy number spaces, providing insights into their mathematical properties and potential applications.
Contribution
It introduces analysis of sendograph metric variations under algebra operations in fuzzy number spaces, highlighting their mathematical behavior and potential utility.
Findings
Sendograph distances vary predictably under certain algebra operations.
The study provides theoretical insights into the structure of fuzzy number spaces.
Results may inform future applications in fuzzy analysis and related fields.
Abstract
This paper discusses the variation of sendograph distances under some algebra operations.
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Taxonomy
TopicsFuzzy Systems and Optimization · Multi-Criteria Decision Making · Fuzzy Logic and Control Systems