论文信息 - On Product of Fuzzy Subhyperlattice and Interval-Valued Fuzzy Subhyperlattice

On Product of Fuzzy Subhyperlattice and Interval-Valued Fuzzy Subhyperlattice

We first introduced the notions of (anti-)fuzzy subhyperlattices. Then we proved that the (anti-)product of two (anti-)fuzzy subhyperlattices is a (anti-)fuzzy subhyperlattice. Lastly, we generalized some of our results to interval-valued fuzzy version.

Yuming Feng | Limin Zou | L. Zou | Yuming Feng

[1] Israr Ali Khan,et al. Interval-Valued Fuzzy Ideals Generated by an Interval-Valued Fuzzy Subset in Ordered Semigroups , 2008, SOCO 2008.

[2] Wenyi Zeng,et al. Normalized distance, similarity measure, inclusion measure and entropy of interval-valued fuzzy sets and their relationship , 2008, Inf. Sci..

[3] Ath. Kehagias,et al. L-fuzzy ⋎ and ⋏ hyperoperations and the associated l-fuzzy hyperalgebras , 2003 .

[4] B. B. K. Njionou,et al. On Fuzzy Ideals of Hyperlattice , 2008 .

[5] V. Novák. Fuzzy sets and their applications , 1989 .

[6] F. Marty. Sur une generalization de la notion de groupe , 1934 .

[7] A. Barghi,et al. The prime ideal theorem for distributive hyperlattices , 2001 .