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A discussion on consistency of global aggregation operators

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Gomez, D. y Montero, Javier (2003) A discussion on consistency of global aggregation operators. In Proceedings of AGOP'2003 International Summer School on Aggregation Operators and their Applications. Universidad de Alcalá, Alcalá de Henares, pp. 83-87. ISBN 8481385700

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Resumen

Several authors have introduced global aggregation operators as families of aggregation operators fTngn, being each one of these Tn the n-ary operator in charge of aggregation,
if and only if the number of items being actually aggregated is n. But according to this general de¯nition, it is clear that operators within the same family may be not related at all. In this paper we shall point out the absolute need of an additional condition allowing some kind of consistency for such a family of operators, in order to be considered an aggregation rule. In particular, we shall discuss some advantages and limits of the concept of recursiveness, which basically assumes that the aggregation can be worked out by means of a recursive process. A comparative analysis with some alternative consistency conditions is also presented.


Tipo de documento:Sección de libro
Información Adicional:

International Summer School on Aggregation Operators and their Applications 2003 Alcalá de Henares, España Editor:University of Alcalá

Materias:Ciencias > Matemáticas > Lógica simbólica y matemática
Código ID:30597
Depositado:03 Jun 2015 07:13
Última Modificación:18 Abr 2016 14:35

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