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A Method to Ascertain Parameters of Samples and their Feature Weights in the Weighted Fuzzy Clustering

机译:一种方法,用于在加权模糊聚类中确定样本的参数及其特征权重

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The reasonable definitions of samples and their feature weights in weighted fuzzy clustering algorithm based on the thought of normalization and each computational formula are presented. Banding together with computational formulas of samples and their feature weights which derived in weighted FCM, we can get the regions of sample's weight parameter (γ) and sample feature's weight parameter (α). Then divide the regions into intervals, point out the clustering situations in different intervals and how changing of γ and α affect the clustering result and the choice of feature. Try to explore the relationship between weighted parameter (γ, α) and fuzzy constant (m). Finally, test result demonstrates the validity of the regions of parameter and its partition.
机译:提出了基于归一化思想和每个计算公式的加权模糊聚类算法的样本及其特征权重的合理定义。与样品的计算公式和它们的特征权重衍生在加权FCM中,我们可以获得样本权重参数(γ)和样本特征的权重参数(α)的区域。然后将区域分为间隔,指出不同的间隔和改变γ和α的聚类情况以及如何影响聚类结果和特征的选择。尝试探索加权参数(γ,α)和模糊常数(m)之间的关系。最后,测试结果展示了参数区域的有效性及其分区。

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