This contribution focuses on the problem of combining multi-agent preference orderings of different alternatives into a single consensus fused ordering, when the agents’ importance is expressed through a rank-ordering and not a set of weights. An enhanced version of the algorithm proposed by Yager in (Fuzzy Sets and Systems, 117(1): 1-12, 2001) is presented. The main advantages of the new algorithm are that: (i) it better reflects the multi-agent preference orderings and (ii) it is more versatile, since it admits preference orderings with omitted or incomparable alternatives. The description of the new algorithm is supported by a realistic example.

Fusion of individual preference orderings in an ordinal semidemocratic decision-making framework / Franceschini, Fiorenzo; Maisano, DOMENICO AUGUSTO FRANCESCO; Mastrogiacomo, Luca. - (2014). (Intervento presentato al convegno 10th AMCTM (Advanced Mathematical and Computational Tools in Metrology and Testing) International Conference tenutosi a St. Petersburg (Russia) nel 9-12 September, 2014).

Fusion of individual preference orderings in an ordinal semidemocratic decision-making framework

FRANCESCHINI, FIORENZO;MAISANO, DOMENICO AUGUSTO FRANCESCO;MASTROGIACOMO, LUCA
2014

Abstract

This contribution focuses on the problem of combining multi-agent preference orderings of different alternatives into a single consensus fused ordering, when the agents’ importance is expressed through a rank-ordering and not a set of weights. An enhanced version of the algorithm proposed by Yager in (Fuzzy Sets and Systems, 117(1): 1-12, 2001) is presented. The main advantages of the new algorithm are that: (i) it better reflects the multi-agent preference orderings and (ii) it is more versatile, since it admits preference orderings with omitted or incomparable alternatives. The description of the new algorithm is supported by a realistic example.
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11583/2568942
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