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A novel rough set based dissimilarity measure and its application in multimodal optimization

机译:一种新的基于粗糙集的差异度量及其在多峰优化中的应用

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Rough Set Theory (RST) is a mathematical tool for analyzing discrete data in data tables which deals with uncertainty. Dependency Degree (DD) in RST is a measure for calculating the degree of relevancy for two discrete data columns. Referring to the nature of DD, it can be used as a proximity measure in multimodal optimization. In this paper a new binary dissimilarity measure based on the concept of DD is proposed and combined with a multimodal optimization niching method called Dynamic Fitness Sharing (DFS). Experimental results on several multimodal binary benchmark functions show the effectiveness and high performance of proposed measure comparing with Hamming Distance (HD).
机译:粗糙集理论(RST)是一种数学工具,用于分析数据表中涉及不确定性的离散数据。 RST中的相关度(DD)是一种用于计算两个离散数据列的相关度的度量。参照DD的性质,它可以用作多峰优化中的接近度度量。本文提出了一种基于DD概念的新的二元相异性度量方法,并将其与一种称为动态适应度共享(DFS)的多峰优化优化方法相结合。在多个多峰二进制基准函数上的实验结果表明,与汉明距离(HD)相比,该方法的有效性和高性能。

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