Add to ORKGThis paper deals with the characterization of some classes of aggregation functions often used in multicriteria decision making problems. The common properties involved in these characterizations are “increasing monotonicity ” and “stability for positive linear transforma-tions”. Additional algebraic properties related to associativity allow to completely specify the functions
Aggregation of intuitionistic fuzzy sets is studied from the point of view of preserving var-ious ki...
Cubillo et al. in 2015 established the axioms that an operation must fulfill to be an aggregation op...
We study a structural functional equation that is directly related to the pointwise aggregation of a...
This paper deals with the characterization of some classes of aggregation functions often used in mu...
This paper deals with a characterization of a class of aggregation operators. This class concerns op...
We characterize the class of ordinaly stable, continuous, neutral (symmetric) and monotonic aggregat...
The natural properties of the aggregation operators and the most elementary ones are the idempotence...
Lipschitzian and kernel aggregation operators with respect to the natural T-indistinguishability ope...
A relationship between the discrete F-transform and aggregation functions is analyzed. We show that ...
The classical property of associativity is very often considered in aggregation function theory and ...
[eng] The study of consistency in decision-making models is of great importance. Our proposal deals ...
Following the ideas of stronger forms of monotonicity for unary real functions and for capacities, k...
The article deals with notions of fuzzy equivalences, where transitivity is defined by the use of a ...
summary:We analyze the existence of fuzzy sets of a universe that are convex with respect to certain...
Lipschitzian and kernel aggregation operators with respect to the natural Tindistinguishability oper...
Aggregation of intuitionistic fuzzy sets is studied from the point of view of preserving var-ious ki...
Cubillo et al. in 2015 established the axioms that an operation must fulfill to be an aggregation op...
We study a structural functional equation that is directly related to the pointwise aggregation of a...
This paper deals with the characterization of some classes of aggregation functions often used in mu...
This paper deals with a characterization of a class of aggregation operators. This class concerns op...
We characterize the class of ordinaly stable, continuous, neutral (symmetric) and monotonic aggregat...
The natural properties of the aggregation operators and the most elementary ones are the idempotence...
Lipschitzian and kernel aggregation operators with respect to the natural T-indistinguishability ope...
A relationship between the discrete F-transform and aggregation functions is analyzed. We show that ...
The classical property of associativity is very often considered in aggregation function theory and ...
[eng] The study of consistency in decision-making models is of great importance. Our proposal deals ...
Following the ideas of stronger forms of monotonicity for unary real functions and for capacities, k...
The article deals with notions of fuzzy equivalences, where transitivity is defined by the use of a ...
summary:We analyze the existence of fuzzy sets of a universe that are convex with respect to certain...
Lipschitzian and kernel aggregation operators with respect to the natural Tindistinguishability oper...
Aggregation of intuitionistic fuzzy sets is studied from the point of view of preserving var-ious ki...
Cubillo et al. in 2015 established the axioms that an operation must fulfill to be an aggregation op...
We study a structural functional equation that is directly related to the pointwise aggregation of a...