Abstract
The publication presents an approach to the use of discrete optimization algorithms, in particular, the search for suboptimal solutions. The theory of enumerators, proposed by the famous Leningrad mathematician I.V. Romanovsky, and the operation of their summation, which is proposed to be used to create multi-domain suboptimal algorithms,are considered. The paper presents an efficient algorithm to sum enumerators based on the recalculation of the Pareto boundary. Motivations for using the proposed algorithm within the framework of a well–known task in the field of Master Data Management are given.
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