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Outranking is a concept originally due to Roy 97 and may be defined as follows.Option A outranks Option B if, given what is understood of the decision maker's preferences, the quality of the evaluation of the options and the context of the problem, there are enough arguments to decide that A is at 95 Roy, B. and Vanderpooten, D. (1996) "The European School of MCDA: emergence, basic features and current works", Journal of Multi-Criteria Decision Analysis, 5, pp.22-37.96 Strictly speaking, the mathematical definition of weights for at least some outranking methods is different from that used in MCDA.However, it is not necessary to explore these differences in an introduction to outranking.See also Appendix 7 on Outranking Methods with Qualitative Data.97 Roy (1974) "Criteres multiples et modelisation des preferences: l'apport des relations de surclassement", Revue d'Economie Politique, 1.
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