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Attribute weight entropy regularization in fuzzy C-means algorithm for feature selection

机译:模糊C-均值算法在特征选择中的属性权重熵正则化

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In many applications, a cluster structure in a given dataset is often confined to a subset of features rather than the entire feature set. One of the main problems is how to make use of all the features effectively and adequately to discover structures. By using weighted dissimilarity measure and adding weight entropy regularization term to the objective function, a novel fuzzy c-means algorithm is developed for clustering and feature selection. It can automatically calculate the weights of all attributes in each cluster, and simultaneously minimizes the within cluster dispersion and maximizes the attribute weight entropy to stimulate attributes to contribute to the identification of clusters. Experiments on real world datasets show the effectiveness of this algorithm compared with other well known clustering algorithms.
机译:在许多应用程序中,给定数据集中的聚类结构通常仅限于要素的子集,而不是整个要素集。主要问题之一是如何有效,充分地利用所有特征来发现结构。通过使用加权相异度度量并将加权熵正则化项添加到目标函数中,开发了一种新的模糊c均值算法进行聚类和特征选择。它可以自动计算每个聚类中所有属性的权重,同时最小化聚类内的散布并最大化属性权重熵,以激发属性以有助于聚类的识别。在现实世界数据集上的实验表明,与其他众所周知的聚类算法相比,该算法是有效的。

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