Inheritable Fisher vector feature for kinship verification

Qingfeng Liu, Ajit Puthenputhussery, Chengjun Liu
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引用次数: 41

Abstract

An innovative inheritable Fisher vector feature (IFVF) method is presented in this paper for kinship verification. Specifically, Fisher vector is first derived for each image by aggregating the densely sampled SIFT features in the opponent color space. Second, a new inheritable transformation, which maximizes the similarity between kinship images while minimizes that between non-kinship images for each image pair simultaneously, is learned based on the Fisher vectors. As a result, the IFVF is derived by applying the inheritable transformation on the Fisher vector for each image. Finally, a novel fractional power cosine similarity measure, which shows its theoretical roots in the Bayes decision rule for minimum error, is proposed for kinship verification. Experimental results on two representative kinship data sets, namely the KinFaceW-I and the KinFaceW-II data sets, show the feasibility of the proposed method.
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用于亲属关系验证的可遗传Fisher向量特征
提出了一种基于遗传Fisher向量特征(IFVF)的亲属关系验证方法。具体而言,首先通过在对手颜色空间中聚集密集采样的SIFT特征来导出每张图像的Fisher向量。其次,基于Fisher向量学习一种新的可继承变换,使每对图像之间的亲缘关系图像之间的相似性最大化,同时使非亲缘关系图像之间的相似性最小化。因此,IFVF是通过对每个图像的Fisher向量应用可继承变换而得到的。最后,提出了一种新的分数阶幂余弦相似性度量,该度量的理论根源在于贝叶斯最小误差决策规则,用于亲属关系验证。在两个具有代表性的亲属数据集KinFaceW-I和KinFaceW-II数据集上的实验结果表明了所提出方法的可行性。
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