A constructive method for linear extensions of Zadeh's fuzzy order
Abdelkader Stouti
TL;DR
This paper introduces a constructive approach to extend Zadeh's fuzzy orders linearly and characterizes these orders through their linear extensions, advancing the theoretical understanding of fuzzy order structures.
Contribution
It provides a novel constructive method for linear extensions of Zadeh's fuzzy orders and characterizes these orders via their linear extensions.
Findings
Developed a constructive method for linear extensions.
Characterized Zadeh's fuzzy orders through their linear extensions.
Enhanced theoretical understanding of fuzzy order structures.
Abstract
In this paper, we give a constructive method for linear extensions of Zadeh's fuzzy orders. We also characterize Zadeh's fuzzy orders by their linear extensions.
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Taxonomy
TopicsMulti-Criteria Decision Making · Fuzzy Systems and Optimization · Fuzzy Logic and Control Systems