Properties of Atanassovs intuitionistic fuzzy relations and Atanassovs operators
The goal of this paper is to consider properties of Atanassovs intuitionistic fuzzy relations which were introduced by Atanassov in 1986. Fuzzy set theory turned out to be a useful tool to describe situations in which the data are imprecise or vague. Atanassovs intuitionistic fuzzy set theory is a generalization of fuzzy set theory which was introduced by Zadeh in 1965. This paper is a continuation of examinations by Pekala [22] on the interval-valued fuzzy relations. We study standard properties of Atanassovs intuitionistic fuzzy relations in the context of Atanassovs operators.
atanassovs intuitionistic fuzzy relations fuzzy relations atanassovs operators