寻找最佳路径:一种高效准确的图像层次分类器

Min Sun, Wanming Huang, S. Savarese
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引用次数: 29

摘要

为了解决大量类别的图像分类问题,已经提出了许多方法。其中,基于树表示的方法在准确率和测试时间效率之间取得了很好的平衡。在集中学习树形层次结构和相应的分类器集的同时,大多数[11,2,14]使用贪婪预测算法来提高测试时间效率。我们认为,高效率下准确率的急剧下降是由学习和贪婪预测算法的特定设计选择引起的。在这项工作中,我们提出了一个分类器,它在给定的树形层次结构中实现了效率和准确性之间的更好权衡。首先,我们将分类问题转化为在层次结构中寻找最佳路径,并引入了一种新颖的类分支定界算法来有效地搜索最佳路径。其次,我们使用具有附加约束的新型结构化支持向量机(SSVM)公式联合训练分类器。结果,与最先进的贪婪“基于树”的方法[14]相比,我们的方法在Caltech-256[15]、SUN[32]和Image Net 1K[9]数据集上的准确率分别提高了4.65%、5.43%和4.07%(相对于24.82%、41.64%和109.79%)。最后,我们展示了我们的分支绑定算法自然地对层次结构中的路径进行排序(图8),以便用户可以进一步处理它们。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Find the Best Path: An Efficient and Accurate Classifier for Image Hierarchies
Many methods have been proposed to solve the image classification problem for a large number of categories. Among them, methods based on tree-based representations achieve good trade-off between accuracy and test time efficiency. While focusing on learning a tree-shaped hierarchy and the corresponding set of classifiers, most of them [11, 2, 14] use a greedy prediction algorithm for test time efficiency. We argue that the dramatic decrease in accuracy at high efficiency is caused by the specific design choice of the learning and greedy prediction algorithms. In this work, we propose a classifier which achieves a better trade-off between efficiency and accuracy with a given tree-shaped hierarchy. First, we convert the classification problem as finding the best path in the hierarchy, and a novel branch-and-bound-like algorithm is introduced to efficiently search for the best path. Second, we jointly train the classifiers using a novel Structured SVM (SSVM) formulation with additional bound constraints. As a result, our method achieves a significant 4.65%, 5.43%, and 4.07% (relative 24.82%, 41.64%, and 109.79%) improvement in accuracy at high efficiency compared to state-of-the-art greedy "tree-based" methods [14] on Caltech-256 [15], SUN [32] and Image Net 1K [9] dataset, respectively. Finally, we show that our branch-and-bound-like algorithm naturally ranks the paths in the hierarchy (Fig. 8) so that users can further process them.
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