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A novel new correlation measure for cubic Pythagorean fuzzy sets related to structures of $KU$-ideals on $KU$-algebrasA novel new correlation measure for cubic Pythagorean fuzzy sets related to structures of $KU$-ideals on $KU$-algebras
- Other Titles
- A novel new correlation measure for cubic Pythagorean fuzzy sets related to structures of $KU$-ideals on $KU$-algebras
- Authors
- Ola W. Abd El-Baseer; Jeong Gon Lee; Young Bae Jun; Amany M. Menshawy; Kul Hur; Samy M. Mostafa
- Issue Date
- Feb-2023
- Publisher
- 원광대학교 기초자연과학연구소
- Keywords
- Cubic Pythagorean $KU$-ideal; The pre-image of cubic Pythagorean $KU$-ideals under homomorphism of $KU$-algebras; Cartesian product of cubic Pythagorean $KU$-ideals; Correlation coefficient between two cubic Pythagorean fuzzy sets
- Citation
- ANNALS OF FUZZY MATHEMATICS AND INFORMATICS, v.25, no.1, pp 15 - 31
- Pages
- 17
- Indexed
- KCICANDI
- Journal Title
- ANNALS OF FUZZY MATHEMATICS AND INFORMATICS
- Volume
- 25
- Number
- 1
- Start Page
- 15
- End Page
- 31
- ISSN
- 2093-9310
2287-6235
- Abstract
- In this paper, the concepts of cubic Pythagorean $KU$-ideals are introduced and several properties are investigated. Also, relations between cubic Pythagorean $KU$-ideals and cubic Pythagorean ideals are given. The pre-image of cubic Pythagorean $KU$-ideals under homomorphism of $KU$-algebras are defined and how the pre-image of cubic Pythagorean $KU$-ideals under homomorphism of $KU$-algebras become cubic Pythagorean $KU$-ideal are studied. Moreover, the Cartesian product of cubic Pythagorean $KU$-ideals in Cartesian product $KU$-algebras is given. Finally, novel new correlation coefficient between two cubic Pythagorean fuzzy sets are also studied.
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