AbstractThe priority problem of incomplete preference relations is investigated. Using the transformation relation between multiplicative preference relation and fuzzy preference relation, we develop a least-square model to obtain the collective priority vector of the incomplete preference relations presented by multiple decision makers, with the existence condition of the solution being developed. Meanwhile, we extend this model to the cases of the fuzzy preference relations with complete information presented by multiple decision makers and the fuzzy preference relation with complete information presented by one decision maker. Finally, it is illustrated by a numerical example that the method proposed is feasible and effective
This research work has been developed with the financing of FEDER funds in FUZZYLING-II Project TIN2...
The aim of this paper is to study the integration of multiplicative preference relation as a prefere...
The aim of this paper is to propose a procedure to estimate missing preference values when dealing w...
AbstractThe priority problem of incomplete preference relations is investigated. Using the transform...
We propose optimal priority methods on the incomplete intuitionistic fuzzy preference relation (IFPR...
AbstractIn this paper, we first define the concepts of incomplete fuzzy preference relation, additiv...
Fuzzy preference relation is a common tool to express the uncertain preference information of decisi...
This paper presents a new method to estimste the unknown values in incomplete interval-valued fuzzy ...
AbstractIn this paper, we first define the concepts of incomplete fuzzy preference relation, additiv...
This paper presents a new method to estimste the unknown values in incomplete interval-valued fuzzy ...
AbstractRapid changes in the business environment such us the globalization as well as the increasin...
Abstract: This paper presents a new method to estimate the unknown values in incomplete interval-val...
AbstractThe aim of this paper is to show that the normalizing rank aggregation method can not only b...
A popular way for eliciting the expert’s preferences is given by fuzzy preference relations, hereaft...
International audienceHesitant fuzzy preference relations (HFPRs) are efficient tools to denoting th...
This research work has been developed with the financing of FEDER funds in FUZZYLING-II Project TIN2...
The aim of this paper is to study the integration of multiplicative preference relation as a prefere...
The aim of this paper is to propose a procedure to estimate missing preference values when dealing w...
AbstractThe priority problem of incomplete preference relations is investigated. Using the transform...
We propose optimal priority methods on the incomplete intuitionistic fuzzy preference relation (IFPR...
AbstractIn this paper, we first define the concepts of incomplete fuzzy preference relation, additiv...
Fuzzy preference relation is a common tool to express the uncertain preference information of decisi...
This paper presents a new method to estimste the unknown values in incomplete interval-valued fuzzy ...
AbstractIn this paper, we first define the concepts of incomplete fuzzy preference relation, additiv...
This paper presents a new method to estimste the unknown values in incomplete interval-valued fuzzy ...
AbstractRapid changes in the business environment such us the globalization as well as the increasin...
Abstract: This paper presents a new method to estimate the unknown values in incomplete interval-val...
AbstractThe aim of this paper is to show that the normalizing rank aggregation method can not only b...
A popular way for eliciting the expert’s preferences is given by fuzzy preference relations, hereaft...
International audienceHesitant fuzzy preference relations (HFPRs) are efficient tools to denoting th...
This research work has been developed with the financing of FEDER funds in FUZZYLING-II Project TIN2...
The aim of this paper is to study the integration of multiplicative preference relation as a prefere...
The aim of this paper is to propose a procedure to estimate missing preference values when dealing w...