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Application of EARLYBREAK for Line Segment Hausdorff Distance for Face Recognition

机译:初期划线豪索左右的应用初识

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The Hausdorff distance (HD) is defined as MAX-MIN distance between two geometric objects for measuring the dissimilarity between two objects. Because MAX-MIN distance is sensitive with the outliers, in face recognition field, average Hausdorff distance is used for measuring the dissimilarity between two sets of features. The computational complexity of HD, and also average HD, is high. Various methods have been proposed in recent decades for reducing the computational complexity of HD computing. However, these methods could not be used for reducing the computational complexity of average HD. Line Hausdorff distance (LHD) is a face recognition method, which uses weighted average HD for measuring the distance between two line edge maps of face images. In this paper, the Least Trimmed Square Line Hausdorff Distance method, LTS-LHD, is proposed for face recognition. The LTS-LHD, which is a modification of the weighted average HD, is used for measuring the distance between two line edge maps. The state – of – art algorithm, the EARLYBREAK method, is used for reducing the computational complexity of the LTS-LHD. The experimental results show that the accuracy of proposed method and LHD method are equivalent while the runtime of proposed method is 68% lower than LHD method.
机译:Hausdorff距离(HD)定义为两个几何对象之间的最大距离,用于测量两个对象之间的异构性。由于MAX-MIN距离与异常值敏感,因此在面部识别场中,平均HAUSDORFF距离用于测量两组特征之间的异化。 HD的计算复杂性,以及平均HD,高。近几十年来提出了各种方法来降低高清计算的计算复杂性。然而,这些方法不能用于降低平均HD的计算复杂性。 LINE HAUSDORFF距离(LHD)是一种面部识别方法,它使用加权平均HD来测量面部图像的两个线边缘图之间的距离。在本文中,提出了最沉积的方形线LTSDorff距离方法LTS-LHD用于人脸识别。 LTS-LHD是加权平均HD的修改,用于测量两个线边缘图之间的距离。最先进的算法,早期破坏方法,用于降低LTS-LHD的计算复杂性。实验结果表明,所提出的方法和LHD方法的准确性是等同的,而提出方法的运行时间比LHD方法低68%。

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