加快实现最近邻搜索和分类

Ivo Marinchev, G. Agre
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引用次数: 1

摘要

本文提出了加速高维数据和/或大量训练样例的最近邻搜索/分类算法实现的实用方法和技术。这样的设置经常出现在大数据和数据挖掘领域。我们采用快速迭代形式的极坐标分解,并使用计算矩阵为查询元素预先选择较少数量的候选类。我们表明,当训练类由许多实例组成时,通过一些聚类算法的快速近似将它们细分为子类,并将结果分类用于构建分解矩阵,可以获得额外的速度。我们的预处理(线性或近似线性取决于样本和维度的数量)和预选步骤(取决于类的数量)可以与任何众所周知的索引方法一起使用,如环空方法、kd树、度量树、r树、覆盖树等,以限制搜索/分类过程中使用的训练实例。最后,我们介绍了聚类索引,并表明在实践中它扩展了高阶复杂性索引结构对更大数据集的适用性。
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On speeding up the implementation of nearest neighbour search and classification
The paper presents practical approaches and techniques to speeding up implementations of nearest neighbour search/classification algorithm for high dimensional data and/or many training examples. Such settings often appear in the fields of big data and data mining. We apply a fast iterative form of polar decomposition and use the computed matrix to pre-select smaller number of candidate classes for the query element. We show that additional speed up can be achieved when the training classes consists of many instances by subdividing them in subclasses by fast approximation of some clustering algorithm and the resulting classification is used for building the decomposition matrix. Our pre-processing (depends linearly or near linearly on the number of examples and dimensions) and pre-selection steps (depends on number of classes) can be used with any well-known indexing method as annulus method, kd-trees, metric trees, r-trees, cover trees, etc to limit the training instances used in the search/classification process. Finally we introduce what we name cluster index and show that in practice it extends the applicability of the indexing structures with higher order complexity to bigger datasets.
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