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A multi-view-group non-negative matrix factorization approach for automatic image annotation

机译:用于自动图像注释的多视图组非负矩阵分解方法

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摘要

In automatic image annotation (AIA) different features describe images from different aspects or views. Part of information embedded in some views is common for all views, while other parts are individual and specific. In this paper, we present the Mvg-NMF approach, a multi-view-group non-negative matrix factorization (NMF) method for an AIA system which considers both common and individual factors. The NMF framework discovers a latent space by decomposing data into a set of non-negative basis vectors and coefficients. The views divided into homogeneous groups and latent spaces are extracted for each group. After mapping the test images into these spaces, a unified distance matrix is computed from the distance between images in all spaces. Then a search-based method is used to propagate tags from the nearest neighbors to test images. The evaluation on three datasets commonly used for image annotation showed that the Mvg-NMF is highly competitive with the recent state-of-the-art works.
机译:在自动图像注释(AIA)中,不同的功能从不同的方面或视图描述图像。嵌入在某些视图中的信息的一部分对于所有视图都是通用的,而其他部分则是个别且特定的。在本文中,我们提出了Mvg-NMF方法,这是一种针对AIA系统的多视图组非负矩阵分解(NMF)方法,该方法同时考虑了公共因素和个人因素。 NMF框架通过将数据分解为一组非负基向量和系数来发现潜在空间。为每个组提取分为同构组和潜在空间的视图。将测试图像映射到这些空间后,根据所有空间中图像之间的距离计算统一的距离矩阵。然后使用基于搜索的方法从最近的邻居传播标签以测试图像。对通常用于图像批注的三个数据集的评估表明,Mvg-NMF与最新技术水平相比具有很高的竞争力。

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