The author deals with the group decision-making problem, assuming that each individual defines an opinion through fuzzy binary preference relations, in parallel to the classical approach described by K.J. Arrow (1951, 1964). In particular, it is postulated that the main reason for the discouraging impossibility theorems is neither in the domain of admissible preferences nor in the concept of solution, but in the underlying idea of rationality under all crisp approaches. Noncomplete irrational aggregations are possible under a fuzzy approach, so that Arrow's classical theorem should be understood just as an impossibility of getting complete rational aggregation
The paper explores the problem of aggregating ordinally fuzzy individual preferences into ordinally ...
Group decision-making is a field of decision theory that has many strengths and benefits. It can sol...
On the basis of fuzzy sets and some of their relevant generalizations, this book systematically pres...
AbstractThis paper deals with amalgamation of fuzzy opinions when a fixed number of individuals is f...
This paper deals with living systems at the individual and group levels. In particular, fuzzy set th...
This book offers a comprehensive analysis of the social choice literature and shows, by applying fuz...
This book offers a comprehensive analysis of the social choice literature and shows, by applying fuz...
AbstractThis paper deals with aggregation of fuzzy individual opinions into a single group opinion, ...
Póster presentado a la Third BYMAT Conference: Bringing Young Mathematicians Together, 2020The Arrow...
It is well known that strict preferences often prevent a group from arriving at a group decision. In...
Póster presentado a la Ecole thématique CNRS –Summer School Pluridisciplinary Analysis of Collective...
Fuzzy set theory has been explicitly introduced to deal with vagueness and ambiguity. One can also u...
We analyze the concept of a fuzzy preference on a set of alternatives, and how it can be decomposed ...
Group decision making is part of every organizational life. It is a type of participatory process in...
In two recent papers Christian List and Philip Pettit have argued that there is a problem in the agg...
The paper explores the problem of aggregating ordinally fuzzy individual preferences into ordinally ...
Group decision-making is a field of decision theory that has many strengths and benefits. It can sol...
On the basis of fuzzy sets and some of their relevant generalizations, this book systematically pres...
AbstractThis paper deals with amalgamation of fuzzy opinions when a fixed number of individuals is f...
This paper deals with living systems at the individual and group levels. In particular, fuzzy set th...
This book offers a comprehensive analysis of the social choice literature and shows, by applying fuz...
This book offers a comprehensive analysis of the social choice literature and shows, by applying fuz...
AbstractThis paper deals with aggregation of fuzzy individual opinions into a single group opinion, ...
Póster presentado a la Third BYMAT Conference: Bringing Young Mathematicians Together, 2020The Arrow...
It is well known that strict preferences often prevent a group from arriving at a group decision. In...
Póster presentado a la Ecole thématique CNRS –Summer School Pluridisciplinary Analysis of Collective...
Fuzzy set theory has been explicitly introduced to deal with vagueness and ambiguity. One can also u...
We analyze the concept of a fuzzy preference on a set of alternatives, and how it can be decomposed ...
Group decision making is part of every organizational life. It is a type of participatory process in...
In two recent papers Christian List and Philip Pettit have argued that there is a problem in the agg...
The paper explores the problem of aggregating ordinally fuzzy individual preferences into ordinally ...
Group decision-making is a field of decision theory that has many strengths and benefits. It can sol...
On the basis of fuzzy sets and some of their relevant generalizations, this book systematically pres...