集中多尺度奇异值分解在激光雷达图像分类问题中的特征构建

D. Bassu, R. Izmailov, A. McIntosh, Linda Ness, D. Shallcross
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引用次数: 14

摘要

为机器学习应用程序(包括图像分类)创建和选择相关特征通常是一个需要大量领域知识参与的过程。因此,希望使用能够发现和可视化可能与分类目标相关的图像的那些几何特征的半自动技术来覆盖该过程的至少一部分。在这项工作中,我们建议利用多尺度奇异值分解(MSVD)和近似最近邻算法:两者最近都是使用随机化方法实现的,并且可以有效地运行在大型高维数据集(稀疏或密集)上。我们应用该技术创建了一组公开可用的激光雷达河岸图像数据中每个点的多尺度视图,分类目标是将地面与植被分开。我们对由近似最近邻算法生成的每个点及其邻域执行“集中式MSVD”。该过程完成后,对原始的三维数据集进行MSVD生成的36维(3个不同尺度)增广,然后使用一种新的离散化预处理方法和RBF核支持向量机分类算法进行处理。结果比之前得到的结果好两倍(就其分类误差水平而言)。MSVD机制和用于分类(SVM)的标准机制的通用性表明,所提出的方法在其他问题上也具有更广泛的实用性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Centralized multi-scale singular value decomposition for feature construction in LIDAR image classification problems
Creation and selection of relevant features for machine learning applications (including image classification) is typically a process requiring significant involvement of domain knowledge. It is thus desirable to cover at least part of that process with semi-automated techniques capable of discovering and visualizing those geometric characteristics of images that are potentially relevant to the classification objective. In this work, we propose to utilize multi-scale singular value decomposition (MSVD) along with approximate nearest neighbors algorithm: both have been recently realized using the randomized approach, and can be efficiently run on large, high-dimensional datasets (sparse or dense). We apply this technique to create a multi-scale view of every point in a publicly available set of LIDAR data of riparian images, with classification objective being separating ground from vegetation. We perform “centralized MSVD” for every point and its neighborhood generated by an approximate nearest neighbor algorithm. After completion of this procedure, the original set of 3-dimensional data is augmented by 36 dimensions generated by MSVD (in three different scales), which is then processed using a novel discretization pre-processing method and the SVM classification algorithm with RBF kernel. The result is two times better that the one previously obtained (in terms of its classification error level). The generic nature of the MSVD mechanism and standard mechanisms used for classification (SVM) suggest a wider utility of the proposed approach for other problems as well.
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