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Supervised Matrix Factorization Hashing for Cross-Modal Retrieval

机译:用于跨模态检索的监督矩阵分解散列

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The target of cross-modal hashing is to embed heterogeneous multimedia data into a common low-dimensional Hamming space, which plays a pivotal part in multimedia retrieval due to the emergence of big multimodal data. Recently, matrix factorization has achieved great success in cross-modal hashing. However, how to effectively use label information and local geometric structure is still a challenging problem for these approaches. To address this issue, we propose a cross-modal hashing method based on collective matrix factorization, which considers both the label consistency across different modalities and the local geometric consistency in each modality. These two elements are formulated as a graph Laplacian term in the objective function, leading to a substantial improvement on the discriminative power of latent semantic features obtained by collective matrix factorization. Moreover, the proposed method learns unified hash codes for different modalities of an instance to facilitate cross-modal search, and the objective function is solved using an iterative strategy. The experimental results on two benchmark data sets show the effectiveness of the proposed method and its superiority over state-of-the-art cross-modal hashing methods.
机译:跨模式散列的目标是将异构多媒体数据嵌入到公共的低维汉明空间中,由于大的多模式数据的出现,它在多媒体检索中起着至关重要的作用。最近,矩阵分解在跨模式哈希中取得了巨大的成功。然而,对于这些方法,如何有效地使用标签信息和局部几何结构仍然是一个具有挑战性的问题。为了解决这个问题,我们提出了一种基于集体矩阵分解的跨模态散列方法,该方法既考虑了跨不同模态的标签一致性,又考虑了每种模态中的局部几何一致性。这两个元素在目标函数中被公式化为图拉普拉斯项,从而大大改善了通过集体矩阵分解获得的潜在语义特征的判别能力。此外,该方法针对实例的不同模态学习统一的哈希码,以促进跨模态搜索,并使用迭代策略解决目标函数。在两个基准数据集上的实验结果表明了该方法的有效性及其相对于最新的交叉模式哈希方法的优越性。

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