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Automatic Face Naming by Learning Discriminative Affinity Matrices From Weakly Labeled Images

机译:通过从弱标签图像中学习判别亲和矩阵来自动命名人脸

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Given a collection of images, where each image contains several faces and is associated with a few names in the corresponding caption, the goal of face naming is to infer the correct name for each face. In this paper, we propose two new methods to effectively solve this problem by learning two discriminative affinity matrices from these weakly labeled images. We first propose a new method called regularized low-rank representation by effectively utilizing weakly supervised information to learn a low-rank reconstruction coefficient matrix while exploring multiple subspace structures of the data. Specifically, by introducing a specially designed regularizer to the low-rank representation method, we penalize the corresponding reconstruction coefficients related to the situations where a face is reconstructed by using face images from other subjects or by using itself. With the inferred reconstruction coefficient matrix, a discriminative affinity matrix can be obtained. Moreover, we also develop a new distance metric learning method called ambiguously supervised structural metric learning by using weakly supervised information to seek a discriminative distance metric. Hence, another discriminative affinity matrix can be obtained using the similarity matrix (i.e., the kernel matrix) based on the Mahalanobis distances of the data. Observing that these two affinity matrices contain complementary information, we further combine them to obtain a fused affinity matrix, based on which we develop a new iterative scheme to infer the name of each face. Comprehensive experiments demonstrate the effectiveness of our approach.
机译:给定图像集合,其中每个图像包含多个面孔,并与相应标题中的几个名称相关联,面孔命名的目的是为每个面孔推断出正确的名称。在本文中,我们提出了两种新方法,可以通过从这些弱标记图像中学习两个区分性亲和矩阵来有效解决此问题。我们首先提出一种称为正则化低秩表示的新方法,该方法通过在探索数据的多个子空间结构的同时有效利用弱监督信息来学习低秩重构系数矩阵。具体地,通过将​​特殊设计的正则化器引入低秩表示方法,我们惩罚与通过使用来自其他被摄体的脸部图像或通过其自身来重构脸部的情况有关的相应重构系数。利用推断的重建系数矩阵,可以获得鉴别亲和力矩阵。此外,我们还通过使用弱监督信息来寻求判别距离度量,从而开发了一种新的距离度量学习方法,称为模糊监督结构度量学习。因此,基于数据的马哈拉诺比斯距离,可以使用相似度矩阵(即,核矩阵)获得另一个判别性亲和力矩阵。观察到这两个亲和度矩阵包含互补信息,我们进一步将它们组合以获得融合的亲和度矩阵,在此基础上,我们开发了一种新的迭代方案来推断每个面孔的名称。全面的实验证明了我们方法的有效性。

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