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基于各向异性高斯核和邻接图区域合并的混合图像分割方法

Hybrid image segmentation method based on anisotropic Gaussian kernels and adjacent graph region merging.

作者信息

Zhao Zhuo, Li Bing, Kang Xiaoqin, Chen Lei, Wei Xiang, Xin Meitin

机构信息

State Key Laboratory for Manufacturing System Engineering, Xi'an Jiaotong University, No. 99 Yanxiang Road, Yanta District, Xi'an 710054, Shaanxi, China.

出版信息

Rev Sci Instrum. 2020 Jan 1;91(1):015104. doi: 10.1063/1.5095557.

Abstract

Image segmentation is a key technique in image analysis for object identification. In this paper, a hybrid segmentation method is proposed, which is based on the Anisotropic Gaussian Kernel (ANGK) edge detector and region adjacent graph (RAG) merging algorithm. An anisotropic directional derivative filter is constructed by angled ANGK to detect the edge contour of original images. Based on the gradient magnitude pattern of the edge contour from ANGK processing, watershed transform is adopted to produce initial partition (coarse segmentation result). Finally, combined with the RAG region merging algorithm, the proposed method performs fine segmentation by merging similar fragmented regions (initial partition) iteratively. Additionally, statistic similarity measure and shape cost function in merging cost are also introduced. They provide quantitative criteria for region merging, which have critical influences on the detection result. A series of experiments are conducted to evaluate the performance of this method, and a preferable localization accuracy as well as noise robustness is proved. Compared with conventional edge and region based methods, the proposed one has a superior segmentation effect. Another advantage is that the problem of oversegmentation can be solved effectively.

摘要

图像分割是图像分析中用于目标识别的一项关键技术。本文提出了一种基于各向异性高斯核(ANGK)边缘检测器和区域邻接图(RAG)合并算法的混合分割方法。通过倾斜的ANGK构建各向异性方向导数滤波器来检测原始图像的边缘轮廓。基于ANGK处理后的边缘轮廓的梯度幅值模式,采用分水岭变换来生成初始分割(粗分割结果)。最后,结合RAG区域合并算法,该方法通过迭代合并相似的碎片化区域(初始分割)来进行精细分割。此外,还引入了合并代价中的统计相似性度量和形状代价函数。它们为区域合并提供了定量标准,对检测结果有至关重要的影响。进行了一系列实验来评估该方法的性能,结果证明其具有较好的定位精度和噪声鲁棒性。与传统的基于边缘和区域的方法相比,该方法具有更优的分割效果。另一个优点是可以有效解决过分割问题。

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