Views
14
Motivated by the notion of $n$-norm due to Gähler, in this article we define the concept of intuitionistic $2$-fuzzy $n$-normed space in general setting of $t$-norm as a generalization of intuitionistic fuzzy normed space in the sense of Bag and Samanta. Further we define the notion of $\alpha$-$n$-norm corresponding to intuitionistic $2$-fuzzy $n$-norm. In addition, we discuss some basic properties of convergence and completeness for intuitionistic $2$-fuzzy $n$-normed spaces.
Field : Fen Bilimleri ve Matematik
Journal Type : Uluslararası
Article Detail 
Similar Articles
Journal Information
Listen Paper
Cite
Print This Page
Share
Mendeley
