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Multilevel Manifold Learning with Application to Spectral Clustering

机译:用应用于频谱聚类的多级流形学习

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In the past decade, a number of nonlinear dimensionality reduction methods using an affinity graph have been developed for manifold learning. This paper explores a multilevel framework with the goal of reducing the cost of unsuper-vised manifold learning and preserving the embedding quality at the same time. An application to spectral clustering is also presented. Experimental results indicate that our multilevel approach is an appealing alternative to standard techniques.
机译:在过去的十年中,已经为多层学习开发了许多使用亲和图的非线性维度减少方法。本文探讨了一个多级框架,其目标是降低令人难忘的歧管学习的成本,并同时保留嵌入质量。还呈现了频谱聚类的应用。实验结果表明,我们的多级方法是一种吸引标准技术的替代方案。

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