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An Improved Clustering Algorithm Based on Fuzzy Set and Rough Set Theories

机译:一种基于模糊集和粗糙集理论的改进聚类算法

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Cluster analysis is one of important techniques in data mining. Recently fuzzy set and rough set theories have been incorporated in the framework of k-means to develop the fuzzy k-means (FKM), rough k-means (RKM) and fuzzy rough k-means algorithms (FRKM). But the above rough clustering algorithms determining the lower and upper approximations based on the absolute differences of the distances between the samples and the cluster centroids, which is inappropriate while the distances of different samples to the clusters aren't on comparable scales. And the above rough clustering algorithms all omit the influence of the negative regions, which deteriorates their clustering performances. To tackle these problems, an improved fuzzy rough clustering algorithm is proposed, which utilizes approximation regions as well as negative regions. The criterion of the lower/upper approximations and negative regions is designed based on the relative difference of the distances between the samples and the clusters, and then the computation of cluster centroids is formulated as the weighted combination of the approximation regions and negative regions. To differentiate the contributions of different attributes, one new attribute weighting schemes is proposed. Finally experimental results show the advantages of our new clustering algorithm over the former clustering algorithm based on rough set.
机译:聚类分析是数据挖掘中的重要技术之一。最近,模糊集和粗糙集理论已被引入到k均值的框架中,以发展模糊k均值(FKM),粗糙k均值(RKM)和模糊粗糙k均值算法(FRKM)。但是上述粗糙聚类算法基于样本和聚类质心之间的距离的绝对差来确定上下近似,这是不合适的,因为不同样本到聚类的距离不在可比范围内。并且上述粗糙聚类算法都忽略了负区域的影响,从而降低了它们的聚类性能。为了解决这些问题,提出了一种改进的模糊粗糙聚类算法,该算法利用了近似区域和负区域。根据样本与聚类之间距离的相对差,设计上下近似和负区域的判据,然后将聚类质心的计算公式表示为近似区域和负区域的加权组合。为了区分不同属性的贡献,提出了一种新的属性加权方案。最后的实验结果表明,与基于粗糙集的聚类算法相比,我们的新聚类算法具有优势。

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