"2014-09-10+02:00"^^ . . . "Pairwise comparison matrix with fuzzy elements" . "Olomouc" . "Palack\u00FD University, Olomouc" . "Pairwise comparison matrix with fuzzy elements"@en . . "RIV/47813059:19520/14:#0002945!RIV15-GA0-19520___" . "Pairwise comparison matrix with fuzzy elements"@en . "978-80-244-4209-9" . "RIV/47813059:19520/14:#0002945" . "multi-criteria optimization; pair-wise comparison matrix; fuzzy sets"@en . "This paper deals with pairwise comparison matrices with fuzzy elements from abelian linearly ordered group (alo-group) over a real interval. We generalize the concept of reciprocity and consistency of pairwise comparison matrices with triangular fuzzy numbers (PCFN matrices). We also define the concept of priority vector which is a generalization of the crisp concept. Such an approach allows for a generalization dealing both with the PCFN matrices on the additive, multiplicative and also fuzzy alo-groups. Numerical examples are presented to illustrate the concepts and derived properties." . . . "http://mme2014.upol.cz/conference-proceedings" . "Ram\u00EDk, Jaroslav" . . "32nd International Conference Mathematical Methods in Economics MME 2014, Conference Proceedings" . . . . "35605" . . "19520" . . "[7506C9E06A76]" . . "P(GA14-02424S)" . . "1"^^ . "Univerzita Palack\u00E9ho v Olomouci" . . "This paper deals with pairwise comparison matrices with fuzzy elements from abelian linearly ordered group (alo-group) over a real interval. We generalize the concept of reciprocity and consistency of pairwise comparison matrices with triangular fuzzy numbers (PCFN matrices). We also define the concept of priority vector which is a generalization of the crisp concept. Such an approach allows for a generalization dealing both with the PCFN matrices on the additive, multiplicative and also fuzzy alo-groups. Numerical examples are presented to illustrate the concepts and derived properties."@en . . "1"^^ . "6"^^ . . "Pairwise comparison matrix with fuzzy elements" .