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Directional Multimode Subspace Analysis with Tensor Representation-Discriminant Feature Extraction

机译:张量表示-区分特征提取的方向多模子空间分析

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In this paper, we present a novel approach, namely directional multi-mode discriminant analysis which solves the supervised feature extraction problem by encoding the input image or high dimensional data array as a general tensor, and apply this for face and palm recognition. In the proposed scheme, the mode-k matrix of the tensor is re-sampled and re-arranged to form a mode-k directional image to better exploit the local structure information in training stage. An algorithm called mode-k direction linear discriminant analysis (LDA) is then presented to learn the multiple interrelated lower-dimensional subspaces without iterative step. Compared with conventional and other subspace analysis algorithms, the proposed method can greatly alleviate the small sample size problem, avoid the curse of dimensionality, reduce the computational cost in the learning stage by representing the data in lower dimension, simultaneously exploit the local structural information embedded in the high dimensional dataset, and obtain the better multiple low-dimensional subspace without iterative step as in existing tensor discriminant analysis. Experimental results on well-known face and UMIST databases show that the proposed method has higher recognition accuracy than many traditional subspace learning algorithms and tensor FLD scheme while using a low dimension of features.
机译:在本文中,我们提出了一种新颖的方法,即定向多模式判别分析,该方法通过将输入图像或高维数据数组编码为一般张量来解决监督特征提取问题,并将其应用于人脸和手掌识别。在所提出的方案中,张量的模式-k矩阵被重新采样并重新布置以形成模式-k方向图像,以在训练阶段更好地利用局部结构信息。然后提出了一种称为模式k方向线性判别分析(LDA)的算法,无需迭代即可学习多个相互关联的低维子空间。与常规和其他子空间分析算法相比,该方法可以极大地缓解小样本量问题,避免了维数的诅咒,通过以低维表示数据减少了学习阶段的计算成本,同时充分利用了嵌入的局部结构信息像现有的张量判别分析一样,在高维数据集中获得更好的多个低维子空间,而无需迭代步骤。在著名的人脸和UMIST数据库上的实验结果表明,与许多传统的子空间学习算法和张量FLD方案相比,该方法具有较低的特征量,具有更高的识别精度。

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