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Solving the Set Covering Problem with a Binary Black Hole Inspired Algorithm

机译:用二进制黑洞启发算法解决集合覆盖问题

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There are multiple problems in several industries that can be solved with combinatorial optimization. In this sense, the Set Covering Problem is one of the most representative of them, being used in various branches of engineering and science, allowing find a set of solutions that meet the needs identified in the restrictions that have the lowest possible cost. This paper presents an algorithm inspired by binary black holes (BBH) to resolve known instances of SPC from the OR-Library. Also, it reproduces the behavior of black holes, using various operators to bring good solutions.
机译:组合优化可以解决多个行业中的多个问题。从这个意义上讲,集合覆盖问题是其中最具代表性的问题之一,已在工程和科学的各个分支中使用,它允许找到一组解决方案,这些解决方案能够以最低的成本满足限制中确定的需求。本文提出了一种受二进制黑洞(BBH)启发的算法,用于从OR-Library中解析SPC的已知实例。此外,它使用各种运算符来带来良好的解决方案,从而重现黑洞的行为。

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