ON (λ, µ)-FUZZY SUBHYPERLATTICES

Yuming Feng; Qingsong Zeng; Huiling Duan

ON (λ, µ)-FUZZY SUBHYPERLATTICES

Autori

Yuming Feng Chongqing Three-Gorges University - School of Mathematics and Statistics
Qingsong Zeng Chongqing Three-Gorges University - School of Mathematics and Statistics
Huiling Duan Chongqing Three-Gorges University - School of Mathematics and Statistics

Parole chiave:

Cartesian product, (λ, µ)-fuzzy, subhyperlattice, ideal

Abstract

We first introduce the concepts of (λ, µ)-fuzzy subhyperlattices and (λ, µ)-fuzzy ideals. Secondly, we list some equivalent conditions of them. Lastly, we prove that the Cartesian product of two (λ, µ)-fuzzy subhyperlattices is still a (λ, µ)-fuzzy subhyperlattice. This paper can be seen as a generalization of [1].

Cover of n°30 Italian Journal of Pure and Applied Mathematics

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Pubblicato

2013-05-24

Come citare

Feng, Y., Zeng, Q., & Duan, H. (2013). ON (λ, µ)-FUZZY SUBHYPERLATTICES. Italian Journal of Pure and Applied Mathematics, 30, 79–86. Recuperato da https://journals.uniurb.it/index.php/ijpam/article/view/6114