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Local Independent Component Analysis With Fuzzy Clustering and Regression-Principal Component Analysis

机译:具有模糊聚类和回归主成分分析的本地独立分量分析

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Independent component analysis (ICA) is an unsupervised technique for blind source separation, and the ICA algorithms using non-gaussianity as the measure of mutual independence have been also used for projection pursuit or visualization for knowledge discovery in databases (KDD). However, in real applications, it is often the case that we fail to extract useful latent variables because they have no connection with predefined criterion variables. This paper proposes an enhanced technique of ICA, which extracts independent components closely related to some external criteria. Preprocessing is performed by using fuzzy regression-principal component analysis, which estimates latent variables that have high correlation with the external criteria considering local data structure.
机译:独立的分量分析(ICA)是一种无监督的盲源分离技术,并且使用非高斯的ICA算法作为相互独立的量度,也用于数据库(KDD)中的知识发现的投影追求或可视化。但是,在实际应用程序中,通常情况下,我们无法提取有用的潜变量,因为它们没有与预定义的标准变量的连接。本文提出了一种增强的ICA技术,提取与一些外部标准密切相关的独立组件。通过使用模糊回归 - 主成分分析来执行预处理,该主成分分析估计与考虑本地数据结构的外部标准具有高相关的潜变量。

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