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Feature Extraction by Joint Robust Discriminant Analysis and Inter-class Sparsity

机译:通过联合稳健的判别分析和级别稀疏性提取特征提取

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Feature extraction methods have been successfully applied to many real-world applications. The classical Linear Discriminant Analysis (LDA) and its variants are widely used as feature extraction methods. Although they have been used for different classification tasks, these methods have some shortcomings. The main one is that the projection axes obtained are not informative about the relevance of original features. In this paper, we propose a linear embedding method that merges two interesting properties: Robust LDA and inter-class sparsity. Furthermore, the targeted projection transformation focuses on the most discriminant original features, The proposed method is called Robust Discriminant Analysis with Feature Selection and Inter-class Sparsity (RDA _FSIS). Two kinds of sparsity are explicitly included in the proposed model. The first kind is obtained by imposing the $ell_{2,1}$ constraint on the projection matrix in order to perform feature ranking. The second kind is obtained by imposing the inter-class sparsity constraint used for getting a common sparsity structure in each class. Comprehensive experiments on five real-world image datasets demonstrate the effectiveness and advantages of our framework over existing linear methods.
机译:特征提取方法已成功应用于许多现实世界应用。经典的线性判别分析(LDA)及其变体被广泛用作特征提取方法。虽然它们已被用于不同的分类任务,但这些方法具有一些缺点。主要是,所获得的投影轴不是关于原始特征的相关性的信息。在本文中,我们提出了一种利用两个有趣的特性的线性嵌入方法:强大的LDA和级别的稀疏性。此外,目标投影变换侧重于最判别的原始特征,所提出的方法称为具有特征选择和级别稀疏性的鲁棒判别分析(RDA _FSIS)。在拟议的模型中明确包含两种稀疏性。通过施加第一种 $ ell_ {2,1 $ 投影矩阵对投影矩阵的约束,以便执行特征排序。第二种是通过施加用于在每个类中获得共同的稀疏结构的阶级稀疏限制来获得。五个现实世界图像数据集的综合实验证明了我们对现有的线性方法框架的有效性和优势。

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