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Instruments and Systems: Monitoring, Control, and Diagnostics

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Algorithms of optimum designing for problems with the unknown criterion function of discrete variables possessing property of domination
V.L.VOLFSON

In article algorithms of optimum designing for problems with the unknown criterion function of discrete variables possessing property of domination are considered. It is proved that functions of value, suitability, utility, importance possess property of the relation of preference.
The general and dichotomizing algorithms of dominating vectors are considered. Proofs of convergence of the specified algorithms are given, schemes of algorithms are resulted. Efficiency of the specified algorithms is analysed and examples of the decision of problems with use of the given algorithms are given.
Keywords: optimization, designing, algorithm, domination.

Contacts: Е-mail: znakvicvolf@mail.ru

Pp. 10-17.

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