Minimum square distance thresholding method applying gray-gradient co-occurrence matrix

Hong Zhang, Qiang Zhi, Fan Yang
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引用次数: 0

Abstract

In image thresholding segmentation, gray level of pixels is the basic element to describe images. Besides, the gradient information of pixels is also a key feature to represent image space distribution. Therefore, the co-occurrence probability of gray and gradient of pixels is an effective information to describe image. In this paper, gray-gradient asymmetrical co-occurrence matrix is constructed, uniformity probability of image region is produced, and a minimum square distance criterion function based on gray-gradient co-occurrence matrix is proposed to measure the deviation between original and binary images. Comparing with gray-gray asymmetrical co-occurrence matrix and relative entropy-based symmetrical co-occurrence matrix method, the proposed method can obtain more complete segmentation results, especially for small-size object extraction. The peak signal to noise ratio probability also shows the better segmentation performance of our proposed method.
应用灰度梯度共现矩阵的最小二乘距离阈值法
在图像阈值分割中,像素的灰度值是描述图像的基本要素。此外,像素的梯度信息也是表示图像空间分布的关键特征。因此,像素的灰度和梯度的共现概率是描述图像的有效信息。本文构造了灰度梯度非对称共现矩阵,生成了图像区域的均匀性概率,并提出了基于灰度梯度共现矩阵的最小二乘距离判据函数来度量原始图像与二值图像之间的偏差。与灰-灰非对称共现矩阵和基于相对熵的对称共现矩阵方法相比,该方法可以获得更完整的分割结果,尤其适用于小尺寸目标的提取。峰值信噪比概率也表明本文方法具有较好的分割性能。
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