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[HTML][HTML] Generalization and ranking of fuzzy numbers by relative preference relation

K Koppula, BS Kedukodi, SP Kuncham - Soft Computing, 2022 - Springer
Abstract We define 2 n+ 1 2 n+ 1 and 2 n fuzzy numbers, which generalize triangular and
trapezoidal fuzzy numbers, respectively. Then, we extend the fuzzy preference relation and …
被引用次数：7 相关文章

Generalization and ranking of fuzzy numbers by relative preference relation.

K Koppula, BS Kedukodi… - Soft Computing-A …, 2022 - search.ebscohost.com
Abstract We define 2 n+ 1 and 2n fuzzy numbers, which generalize triangular and
trapezoidal fuzzy numbers, respectively. Then, we extend the fuzzy preference relation and …

Generalization and ranking of fuzzy numbers by relative preference relation

K Koppula, BS Kedukodi, SP Kuncham - Soft Computing, 2022 - dl.acm.org
Abstract We define 2 n+ 1 and 2 n fuzzy numbers, which generalize triangular and
trapezoidal fuzzy numbers, respectively. Then, we extend the fuzzy preference relation and …

Generalization and ranking of fuzzy numbers by relative preference relation

K Koppula, BS Kedukodi, SP Kuncham - Soft Computing, 2022 - impressions.manipal.edu
Abstract We define 2 n+ 1 and 2n fuzzy numbers, which generalize triangular and
trapezoidal fuzzy numbers, respectively. Then, we extend the fuzzy preference relation and …