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Instruments and Systems: Monitoring, Control, and Diagnostics

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Algorithms for optimal design problems with a known objective function for discrete variables, having the property of dominance
V.L VOLFSON

The algorithms for optimal design problems with a certain objective function of discrete variables, having the property of dominance. Build a relationship of preference for the function of many discrete variables. A general and a dichotomous algorithms dominant vectors. Proofs of convergence of these algorithms, are algorithm schemes. The efficiency of these algorithms and give examples of solving problems using these algorithms. Key words: optimization, design, algorithm, discrete variables. Е-mail: znakvicvolf@mail.ru Стр. 21-28

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