Picture fuzzy Einstein geometric aggregate Operators and their Application to Multiple Attribute Decision Making

Abstract

A picture fuzzy set effectively deals with uncertainties present in a given information and it has several uses in decision-making. Aggregation operators are particularly useful in the decision-making process for evaluating provided alternatives, and their goal is to combine all of the discrete evaluation values into a unified form. In this article, a picture fuzzy Einstein weighted geometric aggregate operator and Picture fuzzy Einstein weighted geometric interactive aggregate operator are developed by using Einstein t-norms and t-conorms. The recommended operators' various aspects are investigated in this research. Then, we are using the proposed operators to solve the picture fuzzy multiple attribute decision making problem as well as a comparative study with the existing literature.