The pairwise comparison matrices play a basic role in multi-criteria decision making methods such as the Analytic Hierarchy Process (AHP). We provide a survey of results related to pairwise comparison matrices over a real divisible and continuous abelian linearly ordered group =(G,⊙,≤) , focusing on a ⊙-consistency measure and a weighting vector for the alternatives.
Pairwise Comparison Matrices over Abelian Linearly Ordered Groups: A Consistency Measure and Weights for the Alternatives / Cavallo, Bice; D'Apuzzo, Livia; Massimo, Squilllante. - 305:(2013), pp. 49-64. [10.1007/978-3-642-35635-3_4]
Pairwise Comparison Matrices over Abelian Linearly Ordered Groups: A Consistency Measure and Weights for the Alternatives
CAVALLO, BICE;D'APUZZO, LIVIA;
2013
Abstract
The pairwise comparison matrices play a basic role in multi-criteria decision making methods such as the Analytic Hierarchy Process (AHP). We provide a survey of results related to pairwise comparison matrices over a real divisible and continuous abelian linearly ordered group =(G,⊙,≤) , focusing on a ⊙-consistency measure and a weighting vector for the alternatives.File in questo prodotto:
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