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Image tag recommendation based on novel tensor structures and their decompositions

机译:基于新颖张量结构及其分解的图像标签推荐

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In this paper, we address the problem of image tagging and we propose automatic methods for image tagging, using tensor decompositions. Tensors are a suitable way of mathematically representing multilink relations. Another, complementary structure that captures the aforementioned high-order relations is the hypergraph. More specifically, three different matrices are derived from the hypergraph, namely, the incidence, adjacency, and affinity matrices. The just mentioned matrices are used to create slices of a novel tensor structure, which combines users' and images' relations. Four methods are exploited to decompose the tensor, i.e., the Higher Order Singular Value Decomposition (HOSVD), the Canonical Decomposition/Parallel Factor Analysis (CANDECOMP/ PARAFAC, CP), the Non-negative Tensor Factor Analysis (NTF), and Tucker Decomposition (TD). Experiments conducted on a dataset retrieved from Flickr demonstrate the potential of the proposed approach.
机译:在本文中,我们解决了图像标记问题,并提出了使用张量分解的自动图像标记方法。张量是数学上表示多链接关系的一种合适方法。捕获上述高阶关系的另一个互补结构是超图。更具体地,从超图导出三个不同的矩阵,即,入射矩阵,邻接矩阵和亲和矩阵。刚刚提到的矩阵用于创建新颖的张量结构的切片,该张量结构结合了用户和图像之间的关系。利用四种方法来分解张量,即高阶奇异值分解(HOSVD),规范分解/并行因子分析(CANDECOMP / PARAFAC,CP),非负张量因子分析(NTF)和塔克分解(TD)。在从Flickr检索的数据集上进行的实验证明了该方法的潜力。

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