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A convex semi-nonnegative matrix factorisation approach to fuzzy c-means clustering

机译:凸半负矩阵分解的模糊c均值聚类方法

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摘要

We propose an alternative approach to fuzzy c-means clustering which eliminates the weighting exponent parameter of conventional algorithms. It is based on a particular convex factorisation of data matrix. The proposed method is invariant under certain linear transformations of the data including principal component analysis. We tested its accuracy using both synthetic data and real datasets, and compared it to that provided by the usual fuzzy c-means algorithm. We were able to ascertain that our proposal can be a credible yet easier alternative to this approach to fuzzy clustering. Moreover, it showed no noticeable sensitivity to the initial guess of the partition matrix. (C) 2014 Elsevier B.V. All rights reserved.
机译:我们提出了一种模糊c均值聚类的替代方法,该方法消除了常规算法的加权指数参数。它基于数据矩阵的特定凸分解。所提出的方法在数据的某些线性变换(包括主成分分析)下是不变的。我们使用合成数据和真实数据集测试了其准确性,并将其与常规模糊c-means算法提供的准确性进行了比较。我们能够确定,我们的建议可以替代这种模糊聚类方法,是一种可靠但更容易的选择。而且,它对分区矩阵的初始猜测没有明显的敏感性。 (C)2014 Elsevier B.V.保留所有权利。

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