Mathematics – Optimization and Control
Scientific paper
2005-06-30
Mathematics
Optimization and Control
Scientific paper
It is shown that in the case of a single decision maker who optimizes several possibly conflicting objectives, the amount of information available in preference relations among pairs of possible decisions, when compared with all other possible information, is tending to zero exponentially with the number of those different objectives. Consequently, in the case of a larger number of conflicting objectives, the only way to obtain a satisfactory amount of information is by the use of non-preference type relations among possible decisions.
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