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Find point correspondences on contour between template image and its target with SVD and Euclidean distance

机译:使用SVD和欧几里德距离查找模板图像与其目标之间轮廓的点对应关系

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A new algorithm is presented in this paper to determinate the point correspondences on contour between template image and its target after affine transformation. In the algorithm, the singular value decomposition (SVD) is applied to the contour point sets of the template and target image respectively for eliminating the influences of the shear and scale in the affine transformation. The Euclidean distance between the contour point and the center of the shape are taken as the feature to form the reference sequence and comparative sequences, and then grey relational analysis (GRA) is used to find the best correlation sequence. After two contour sequences with the best correlation are found, the corresponding points between the two contours can be decided also. Finally the affine transformation parameter can be calculated and image matching can be realized by this way. Compared with the similar methods, experiments show that the proposed method has lower computational complexity and better accurate for image matching.
机译:本文提出了一种新的算法,以确定在仿射变换之后模板图像和其目标之间的轮廓上的点对应关系。在算法中,分别将奇异值分解(SVD)分别应用于模板和目标图像的轮廓点组,以消除剪切和比例在仿射变换中的影响。等高点和形状中心之间的欧几里德距离被用作形成参考序列和比较序列的特征,然后使用灰色关系分析(GRA)来找到最佳的相关序列。在找到具有最佳相关性的两次轮廓序列之后,也可以确定两轮廓之间的相应点。最后,可以计算仿射变换参数,并且可以通过这种方式实现图像匹配。与类似的方法相比,实验表明,该方法的计算复杂性较低,更准确地进行图像匹配。

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