New Hausdorff distances based on robust statistics for comparing images

Oh-K. Kwon, D. Sim, Rae-Hong Park
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引用次数: 15

Abstract

A Hausdorff distance (HD) is one of commonly used measures for object matching. It calculates the distance between two point sets of edges in two-dimensional binary images without establishing correspondences. This paper analyzes the conventional HD measures based on robust statistics, and proposes robust HD measures based on M-estimation, least trimmed square (LTS), and /spl alpha/-trimmed mean methods. The matching performance by the conventional and proposed HD measures is compared with synthetic and real images.
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基于鲁棒统计的图像比较新豪斯多夫距离
豪斯多夫距离(HD)是一种常用的目标匹配度量。它在不建立对应关系的情况下计算二维二值图像中两个边缘点集之间的距离。本文分析了传统的基于鲁棒统计量的HD测度,提出了基于m估计、最小裁剪平方(LTS)和/spl alpha/裁剪平均方法的鲁棒HD测度。将传统的和提出的高清方法的匹配性能与合成图像和真实图像进行了比较。
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