To denote the reciprocally uncertain hesitancy of decision makers, this paper introduces a
new type of fuzzy sets called interval-valued multiplicative hesitant fuzzy variables …

This paper focuses on preference relations with interval-valued hesitant fuzzy variables,
namely, interval-valued hesitant fuzzy preference relations (IVHFPRs). This type of …

Interval-valued hesitant fuzzy preference relations (IVHFPRs) are powerful to express the
judgments of decision makers (DMs) such as hesitancy and uncertainty. This paper …

Interval-valued hesitant fuzzy preference relations (IVHFPRs) are useful that allow decision
makers to apply several intervals in [0, 1] to denote the uncertain hesitation preference. To …

Hesitant information is powerful and flexible to denote decision maker's judgments. Hesitant
multiplicative preference relations (HMPRs) own the advantages of preference relations and …

Interval-valued hesitant fuzzy sets are efficient to denote the hesitant and uncertain
judgments of decision makers. To further research the utilization of this type of fuzzy sets …

The hesitant fuzzy preference relation (HFPR) is a useful tool for decision makers to elicit
their preference information over a set of alternatives. In this paper, it is first proposed an …

This paper introduces a new type of fuzzy sets called interval linguistic hesitant fuzzy sets
(ILHFSs), which can address the qualitatively uncertain preferences of decision makers as …

Hesitant fuzzy preference relations (HFPRs) are efficient tools to denoting the decision
maker's judgements that permit the decision makers to compare objects using several …

This paper proposes multiplicative interval linguistic hesitant fuzzy sets (MILHFSs) to denote
the asymmetrically qualitative judgments with uncertain and hesitant characteristics, which …