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An Ordered-Patch-Based Image Classification Approach on the Image Grassmannian Manifold

机译:图像格拉斯曼流形上基于有序补丁的图像分类方法

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This paper presents an ordered-patch-based image classification framework integrating the image Grassmannian manifold to address handwritten digit recognition, face recognition, and scene recognition problems. Typical image classification methods explore image appearances without considering the spatial causality among distinctive domains in an image. To address the issue, we introduce an ordered-patch-based image representation and use the autoregressive moving average (ARMA) model to characterize the representation. First, each image is encoded as a sequence of ordered patches, integrating both the local appearance information and spatial relationships of the image. Second, the sequence of these ordered patches is described by an ARMA model, which can be further identified as a point on the image Grassmannian manifold. Then, image classification can be conducted on such a manifold under this manifold representation. Furthermore, an appropriate Grassmannian kernel for support vector machine classification is developed based on a distance metric of the image Grassmannian manifold. Finally, the experiments are conducted on several image data sets to demonstrate that the proposed algorithm outperforms other existing image classification methods.
机译:本文提出了一种基于有序补丁的图像分类框架,该框架集成了图像格拉斯曼流形以解决手写数字识别,面部识别和场景识别问题。典型的图像分类方法在不考虑图像中不同域之间的空间因果关系的情况下探索图像外观。为了解决该问题,我们引入了基于有序补丁的图像表示,并使用自回归移动平均(ARMA)模型来表征该表示。首先,将每个图像编码为一系列有序的补丁,整合图像的局部外观信息和空间关系。其次,这些有序补丁的序列由ARMA模型描述,可以进一步识别为图像格拉斯曼流形上的一个点。然后,可以在该歧管表示下在这种歧管上进行图像分类。此外,基于图像格拉斯曼流形的距离度量,开发了用于支持向量机分类的适当格拉斯曼内核。最后,在几个图像数据集上进行了实验,以证明该算法优于其他现有的图像分类方法。

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