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A Sparse Representation Model Using the Complete Marginal Fisher Analysis Framework and Its Applications to Visual Recognition

机译:完整边际Fisher分析框架的稀疏表示模型及其在视觉识别中的应用

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摘要

This paper presents an innovative sparse representation model using the complete marginal Fisher analysis (CMFA) framework for different challenging visual recognition tasks. First, a complete marginal Fisher analysis method is presented by extracting the discriminatory features in both the column space of the local samples based within the class scatter matrix and the null space of its transformed matrix. The rationale of extracting features in both spaces is to enhance the discriminatory power by further utilizing the null space, which is not accounted for in the marginal Fisher analysis method. Second, a discriminative sparse representation model is proposed by integrating a representation criterion such as the sparse representation and a discriminative criterion for improving the classification capability. In this model, the largest step size for learning the sparse representation is derived to address the convergence issues in optimization, and a dictionary screening rule is presented to purge the dictionary items with null coefficients for improving the computational efficiency. Experiments on some challenging visual recognition tasks using representative datasets, such as the Painting-91 dataset, the 15 scene categories dataset, the MIT-67 indoor scenes dataset, the Caltech 101 dataset, the Caltech 256 object categories dataset, the AR face dataset, and the extended Yale B dataset, show the feasibility of the proposed method.
机译:本文提出了一种创新的稀疏表示模型,该模型使用完整的边际Fisher分析(CMFA)框架来应对各种具有挑战性的视觉识别任务。首先,通过基于类散点矩阵及其变换矩阵的零空间提取局部样本的列空间中的判别特征,提出了一种完整的边际Fisher分析方法。在两个空间中提取特征的基本原理是通过进一步利用零空间来增强区分能力,这在边际Fisher分析方法中没有考虑。其次,通过结合诸如稀疏表示的表示标准和用于提高分类能力的区分标准,提出了一种区分性的稀疏表示模型。在该模型中,推导了学习稀疏表示的最大步长以解决优化中的收敛问题,并提出了字典筛选规则以清除具有空系数的字典项以提高计算效率。使用代表性数据集进行一些具有挑战性的视觉识别任务的实验,例如Painting-91数据集,15个场景类别数据集,MIT-67室内场景数据集,Caltech 101数据集,Caltech 256个对象类别数据集,AR人脸数据集,以及扩展的Yale B数据集,证明了该方法的可行性。

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