"RIV/47813059:19520/11:#0002135" . "19520" . . . "Pairwise comparison method in multi-criteria optimization an alternative approach"@en . "978-80-7431-058-4" . . "6"^^ . . "000309074600097" . "Pairwise comparison method in multi-criteria optimization an alternative approach" . . "Ram\u00EDk, Jaroslav" . "PROFESSIONAL PUBLISHING" . "In this paper an alternative approach to pair-wise comparison method in multi-criteria optimization is proposed and discussed. The aim is to study the unification of multiplicative preference relation as a preference representation structure and additive preference relation, called also fuzzy preference relation, both based on pair-wise comparisons in multipurpose decision-making problems. Under different preference representation structures, the multiplicative preference relations and additive preference relations are incorporated in the decision problem by means of a transformation function between multiplicative and additive preference relations. Some theoretical results on relationships between multiplicative and additive preference relations are presented and comparative study to the classical pair-wise comparison in AHP is discussed. Illustrative numerical examples are supplemented."@en . . . . "RIV/47813059:19520/11:#0002135!RIV13-GA0-19520___" . "Pairwise comparison method in multi-criteria optimization an alternative approach" . "1"^^ . . . "1"^^ . "In this paper an alternative approach to pair-wise comparison method in multi-criteria optimization is proposed and discussed. The aim is to study the unification of multiplicative preference relation as a preference representation structure and additive preference relation, called also fuzzy preference relation, both based on pair-wise comparisons in multipurpose decision-making problems. Under different preference representation structures, the multiplicative preference relations and additive preference relations are incorporated in the decision problem by means of a transformation function between multiplicative and additive preference relations. Some theoretical results on relationships between multiplicative and additive preference relations are presented and comparative study to the classical pair-wise comparison in AHP is discussed. Illustrative numerical examples are supplemented." . . "Praha" . "PROCEEDINGS OF THE 29TH INTERNATIONAL CONFERENCE ON MATHEMATICAL METHODS IN ECONOMICS 2011, PTS I AND II" . . "Pairwise comparison method in multi-criteria optimization an alternative approach"@en . "2011-01-01+01:00"^^ . . "219398" . . . "multi-criteria optimization, AHP, pair-wise comparison matrix, reciprocity, consistency"@en . . . . "J\u00E1nsk\u00E1 Dolina, SR" . "[0F06F04D01ED]" . . "P(GA402/09/0405)" .