基于GAs的粗糙k -介质聚类

P. Lingras
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引用次数: 9

摘要

提出了一种基于介质的粗糙k均值变异算法。这种变化对于粗糙聚类的更有效的进化实现尤其有用。粗糙k均值算法的实验表明,它为给定的数据集提供了一组合理的下界和上界。然而,粗糙K-means算法并没有被明确地证明可以提供最优的粗糙聚类。最近,提出了一种进化粗糙k均值算法,以最小化粗糙组内误差。该方案将粗糙K-means算法的效率与GAs的优化能力相结合。本文提出的基于媒介的变异比进化粗糙k均值算法更有效,因为它使用更小和离散的搜索空间。由于对解决方案空间的内置限制,它还可以测试更广泛的优化标准。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Rough K-medoids clustering using GAs
This paper proposes a medoid based variation of rough K-means algorithm. The variation can be especially useful for a more efficient evolutionary implementation of rough clustering. Experimentation with the rough K-means algorithm has shown that it provides a reasonable set of lower and upper bounds for a given dataset. However, rough K-means algorithm has not been explicitly shown to provide optimal rough clustering. Recently, an evolutionary rough K-means algorithm was proposed that minimizes a rough within-group-error. The proposal combined the efficiency of rough K-means algorithm with the optimization ability of GAs. The medoid based variation proposed here is more efficient than the evolutionary rough K-means algorithm, as it uses a smaller and discrete search space. It will also make it possible to test a wider variety of optimization criteria due to built in restrictions on the solution space.
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