利用稀疏编码的正交性改进图像分类

Céline Rabouy, Sébastien Paris, H. Glotin
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引用次数: 1

摘要

稀疏编码(SC)是一种广泛应用于图像分类的方法。它允许用很少的元素重构信号,并遵循词袋(BoW)的具体方案。然而,我们可以观察到输入补丁和重建补丁之间的去相关。为了回答这个问题,存在图正则化稀疏编码(GSC)。由于GSC在训练集上工作,我们提出了一种新的测试集建模方法——联合稀疏编码(JSC)。JSC可以看作是SC和GSC之间的权衡。更进一步,我们探讨了模型的简单融合。为了解释聚变结果的观察结果,我们将通过余弦计算来研究正交性。这些在UIUCsports, 17Flowers和scenes15上的应用使我们提出了所研究基地的各种品质和稀疏表示。我们展示了uucsports数据库的最新技术的显著改进。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Improving image classification by orthogonality of sparse codes
Sparse Coding (SC) is an approach widely used in image classification. It allows to reconstruct the signal with few elements and follows the specific scheme of Bag-of-Words (BoW). However, we can observe a decorrelation between input patches and reconstructed patches. To answer that, Graph regularized Sparse Coding (GSC) exists. As GSC works on the training set, we propose a new modeling, Joint Sparse Coding (JSC), for the testing set. JSC can be seen as a tradeoff between SC and GSC. To go furthermore, we explore the simple fusion of models. To explain the observations of the fusion results, we will be led to study the orthogonality properties by the cosine computation. These applied on UIUCsports, 17Flowers and scenes15 lead us to put forward the various qualities of the studied bases and sparse representation. We demonstrate a significant improvement of the State-of-the-Art for the UIUCsports database.
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