Nestriktu priekšrocības attiecību tranzitivitāte un tās loma lēmumu pieņemšanā
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Latvijas Universitāte
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lav
Abstract
Bakalaura darbs ir veltīts lēmumu pieņemšanas procesam, kurā jāizvēlas labāko no piedāvātājām alternatīvām, balstoties uz ekspertu alternatīvu novērtējumu. Tiek apskatīti nestriktu priekšrocības attiecību tranzitivitātes veidi un to mērīšanas principi, pievēršot uzmanību to ietekmei uz lēmumu pieņemšanas kvalitāti. Aprakstīts iterāciju algoritms nestriktas priekšrocību attiecības tranzitivitātes uzlabošanai. Darbā ir iekļauti ilustratīvi piemēri.
This bachelor's thesis is devoted to decision making organized with the merit to choose the best option, taking into account relations of all alternatives provided by the experts. The types of transitivity of fuzzy preference relation and the principles of their measurement are considered, paying attention to their impact on the quality of decision making. An iteration algorithm for improving the transitivity of a fuzzy preference relation is described. The work includes illustrative numerical examples.
This bachelor's thesis is devoted to decision making organized with the merit to choose the best option, taking into account relations of all alternatives provided by the experts. The types of transitivity of fuzzy preference relation and the principles of their measurement are considered, paying attention to their impact on the quality of decision making. An iteration algorithm for improving the transitivity of a fuzzy preference relation is described. The work includes illustrative numerical examples.