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Subjective entropy maximum principle for preferences functions of alternatives given in the view of logical conditions
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UDC: 303. 725.36:159.9.015:159.964.21:519.86(02)
Publication Language: English
Stuc. intelekt. 2013; 18(4):4-9
Abstract: In the article the task of finding the optimal combination of objective functions given in the view of a logical conditional system of equations is considered. It is modeled the behavior of an active system controlled by the intellectual (active) element. The principle of the subjective entropy maximum is applied for obtaining the canonical distribution of the individual’s preferences as the solution to the problem for the conditional extremum.
Keywords: active system, individual’s preferences, subjective entropy, multi-alternativeness
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