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AUTHOR(S): R. Arokiaraj, V. Saravanan, J. Jon Arockiaraj
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TITLE Properties of Q-Intuitionistic L-Fuzzy LowerQ-Level Subset of ℓ- Subsemiring of an ℓ-Semiring |
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ABSTRACT In this paper, the idea of a Q-intuitionistic L-fuzzy ℓ-subsemiring of a ℓ-semiring is introduced. We made an effort to learn more about the algebraic nature of ℓ-semiring. In addition, several findings about the characteristics of lower ?-level subsets of a Q-intuitionistic L-fuzzy ℓ-subsemiring of a ℓ-semiring are developed. We also explored the fundamental theorem for homomorphism and anti-homomorphism. |
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KEYWORDS Fuzzy subset,(Q, L)-fuzzy subset, (Q, L)-fuzzy ℓ-subsemiring, Q-intuitionistic L-fuzzy subset, Q- intuitionistic L-fuzzy ℓ-subsemiring, Q-intuitionistic L-fuzzy relation, strongest Q-intuitionistic L-fuzzy relation, Product of Q-intuitionistic L-fuzzy subsets, Lower Q-level subset Q-intuitionistic L-fuzzy subsets |
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Cite this paper R. Arokiaraj, V. Saravanan, J. Jon Arockiaraj. (2023) Properties of Q-Intuitionistic L-Fuzzy LowerQ-Level Subset of ℓ- Subsemiring of an ℓ-Semiring. International Journal of Mathematical and Computational Methods, 8, 29-41 |
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