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Seminar for Optimization Laboratory
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Adaptive stability as an instrument of preference among optimal solutions of combinatorial optimization problem E. E. Ivanko Institute of Mathematics and Mechanics, Ural Branch of the Russian Academy of Sciences, Ekaterinburg |
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Abstract: The general scheme of the adaptive stability areas application for the comparison of different optimal solutions of abstract combinatorial optimization problem will be considered. Such a comparison may be useful to prefer a single solution among equal optimal solutions or to select the best mathematical model among some available models according to the correspondent solutions. The construction of the adaptive stability areas is based on the previously developed theory. Its effectiveness will be demonstrated by a model example. |