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A New DSM Clustering Algorithm for Linkage Groups Identification

机译:链接组识别的新DSM聚类算法

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Linkage learning has been considered as an influential factor in success of genetic and evolutionary algorithms for solving difficult optimization problems. In this paper, a deterministic model named Dependency Structure Matrix (DSM) is used for explicitly decomposing the problem. DSM captures pair-wise dependencies of the problem that must be turned into higher order interactions while solving complex problems. One way to obtain these higher order interactions (linkage groups) is clustering the DSM. A new DSM clustering algorithm is proposed in this paper which is able to identify all the linkage groups from a less accurate DSM leading to a reduction in the number of fitness calls required for identifying the linkage groups. The proposed technique is tested on several benchmark problems and it is shown that it can accurately identify all the linkage groups by O(n~(1.7)) fitness evaluations, where n is problem size.
机译:链接学习已被认为是解决困难的优化问题的遗传算法和进化算法成功的重要因素。在本文中,一个名为Dependency Structure Matrix(DSM)的确定性模型用于显式分解问题。 DSM捕获问题的成对依存关系,在解决复杂问题时必须将其转换为更高级别的交互。获得这些更高级别的交互作用(链接组)的一种方法是对DSM进行聚类。本文提出了一种新的DSM聚类算法,该算法能够从精度不高的DSM中识别出所有的连锁群,从而减少了识别连锁群所需的适应度呼叫次数。该技术在几个基准问题上进行了测试,结果表明可以通过O(n〜(1.7))适合度评估准确地识别所有链接组,其中n是问题的大小。

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