基于边缘的分割合并超像素分割

Li Li, Jian Yao, Jinge Tu, Xiaohu Lu, Kai Li, Yahui Liu
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引用次数: 11

摘要

超像素是图像的一种过度分割,在许多计算机视觉应用中被广泛用作预处理。许多最先进的超像素分割算法要么依赖于最小化特殊能量函数,要么依赖于有效距离空间中的聚类像素。而在本文中,我们引入了一种基于边缘图的新算法,利用分裂合并策略产生超像素。首先,获得尺寸和形状均匀的初始超像素;其次,在分割阶段,我们通过将每个超像素的边界与边缘图重叠,找到每个超像素的所有可能的分割轮廓,然后选择最优的一个进行分割,保证分割产生的超像素颜色不同,尺寸相似;第三,在合并阶段,计算每对相邻超像素在RGB空间中两个颜色直方图之间的Bhattacharyya距离,评估合并超像素的颜色相似度。最后,我们迭代分裂和合并步骤,直到没有超像素发生变化。在伯克利分割数据集(BSD)上的实验结果表明,与目前最先进的超像素分割算法相比,该算法可以取得良好的性能。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Edge-based split-and-merge superpixel segmentation
Superpixels are an oversegmentation of an image and popularly used as a preprocessing in many computer vision applications. Many state-of-the-art superpixel segmentation algorithms rely either on minimizing special energy functions or on clustering pixels in the effective distance space. While in this paper, we introduce a novel algorithm to produce superpixels based on the edge map by utilizing a split-andmerge strategy. Firstly, we obtain the initial superpixels with uniform size and shape. Secondly, in the splitting stage, we find all possible splitting contours for each superpixel by overlapping the boundaries of this superpixel with the edge map, and then choose the best one to split it which ensure the superpixels produced by this splitting are dissimilarity in color and similarity in size. Thirdly, in the merging stage, the Bhattacharyya distance between two color histograms in the RGB space for each pair of adjacent superpixels is computed to evaluate their color similarity for merging superpixels. At last, we iterate the split-and-merge steps until no superpixels have changed. Experimental results on the Berkeley Segmentation Dataset (BSD) show that the proposed algorithm can achieve a good performance compared with the state-of-the-art superpixel segmentation algorithms.
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