Triangular fuzzy preference relations (TFPRs) have long been viewed as an effective
framework to express subjective preferences with ambiguity in fuzzy multicriteria decision …

This paper investigates consistency and uncertainty measurements as well as acceptability
checking for triangular fuzzy multiplicative preference relations (TFMPRs). A geometric …

Triangular fuzzy multiplicative preference relations (TFMPRs) enable decision makers to
apply triangular fuzzy numbers to denote their preferences, which can express their …

Triangular fuzzy preference relation (TFPR) is an effective framework to model pairwise
estimations with imprecision and vagueness. In order to obtain a reliable and rational …

This paper focuses on multiplicative consistency of triangular fuzzy additive preference
relations (TFAPRs) and deriving a closed-form solution of optimized triangular fuzzy weights …

Triangular fuzzy multiplicative preference relation (TFMPR) is a widely used preference
representation framework in the fuzzy analytic hierarchy process (FAHP). In this article, we …

There may exist priority relationships among criteria in multi-criteria decision making
(MCDM) problems. This kind of problems, which we focus on in this paper, are called …

Preference relations could be originated from a decision making problem by pairwisely
comparing a finite set of alternatives. In order to find an optimal solution, a feasible approach …

Consistency and the priority vector are two important issues in preference relations. As one
of preference relations, multiplicative trapezoidal fuzzy preference relation (MTFPR) is an …

Deriving the fuzzy priorities of criteria from pairwise comparison results is a challenging task
in fuzzy multi-criterion decision-making problems. Most past work accomplishes this task by …