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Eigen‐analysis of nonlinear PCA with polynomial kernels

机译:具有多项式核的非线性PCA的特征分析

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Abstract There has been growing interest in kernel methods for classification, clustering and dimension reduction. For example, kernel Fisher discriminant analysis, spectral clustering and kernel principal component analysis are widely used in statistical learning and data mining applications. The empirical success of the kernel method is generally attributed to nonlinear feature mapping induced by the kernel, which in turn determines a low dimensional data embedding. It is important to underst.
机译:摘要人们对分类,聚类和降维的核方法越来越感兴趣。例如,核Fisher判别分析,频谱聚类和核主成分分析已广泛用于统计学习和数据挖掘应用程序中。核方法的经验成功通常归因于由核引起的非线性特征映射,这反过来又决定了低维数据嵌入。了解这一点很重要。

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