Interval multiplicative preference relations (IMPRs) have been widely used in decision
making for their ability to efficiently express the uncertainty of information. This paper …

Interval fuzzy preference relations (IFPRs) that can simply denote the lower and upper
bounds of decision makers' uncertain judgments are keenly studied by researchers and are …

This paper discusses group decision-making (GDM) with interval multiplicative preference
relations (IMPRs) based on the geometric consistency. We propose a logarithmically …

This paper focuses on answering the following question: How to estimate the quality of off-
diagonal judgments in an interval multiplicative preference relation (IMPR) and obtain an …

Interval-valued intuitionistic multiplicative variables (IVIMVs) can conveniently and effectively
represent the uncertain multiplicative preferred and non-preferred judgements of decision …

Interval reciprocal preference relations (IRPRs) have been extensively applied to real-life
decision-making problems. This paper aims at introducing two new decision-making …

Uncertain preference orderings have been widely applied in real world decision making
problems as a useful and convenient tool to express preference information. When the …

To examine the multiplicative consistency of interval fuzzy preference relations (IFPRs), this
paper first analyzes the limitations associated with the previous consistency concepts …

Interval linguistic fuzzy preference relations (ILFPRs) are powerful tools to denote the
decision makers' uncertain qualitative preferences. To avoid the inconsistent ranking results …

This paper reviews and analyzes several consistency concepts for interval fuzzy preference
relations (IFPRs). On the basis of the comparisons, one can find that Krejčí's additive and …