Abstract
The analysis presented contains motivations, a formalism, and principal results of a general approach to decision-making with an arbitrary fuzzy binary preference relation. The analysis is based on the concepts of a fuzzy decision procedure, and of a multifold fuzzy choice. Within the approach, methods for synthesis, quality and efficiency estimates, and a comparative study of choice/ranking concepts are examined. The consequences for conventional crisp and fuzzy decision models are discussed. >
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