GENERALISASI OPERATOR ⊞_n dan ⊠_n PADA SUBGRUP FUZZY INTUITIONISTIK

Abstract

Intuitionistic fuzzy sets is an extension of the fuzzy set with the characteristics of each element having a degree of membership and non-membership which when added up is less than one. If applied to group theory, it will called intuitionistic fuzzy group. Operators on fuzzy sets associate membership functions (non-membership) with intervals [0,1]. This study examines the general form of operators and for in intuitionistic fuzzy groups. The properties to be studied are the structure of of and from an intuitionistic fuzzy group A

Keywords

• intuitionistic fuzzy groups
• operator
• extension ⊞_n and ⊠_n
• perluasan ⊞_n dan ⊠_n
• operator
• grup fuzzy intuitionistik