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An Improved Image Thresholding Method Based On Two-Dimensional Histogram*

机译:一种基于二维直方图的改进图像阈值处理方法 *

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摘要

The traditional two-dimensional histogram thresholding method ignores the existence of noise, which may lead to misclassification problem. Moreover, the calculation of the optimal threshold by two-dimensional Renyi entropy is too complex. To avoid these drawbacks, an improved segmentation method which combining grayscale-gradient histogram and traditional two-dimensional histogram is proposed in this paper. First, the gray-gradient histogram is constructed by using the gray value of each pixel and the gray value of its neighborhood. The noise points can be removed according to the distance between the pixels and the horizontal axis in grayscale-gradient histogram. After de-noising, the pixels are located near the main diagonal in the traditional two-dimensional histogram. Then, the distance from each pixel to the origin can be used to select the optimal segmentation threshold, which reduces the computational complexity from O(L4) to O(L2). The experimental result shows that the improved method proposed in this paper is faster, more accurate and more robust than traditional two-dimensional method, thus especially suitable for low signal-to-noise ratio (SNR) images.
机译:传统的二维直方图阈值化方法忽略了噪声的存在,可能导致分类错误。而且,通过二维Renyi熵来计算最优阈值太复杂。为了避免这些弊端,提出了一种改进的分割方法,将灰度梯度直方图和传统的二维直方图相结合。首先,通过使用每个像素的灰度值及其附近的灰度值来构造灰度梯度直方图。可以根据灰度梯度直方图中像素与水平轴之间的距离来去除噪声点。去噪后,像素位于传统二维直方图中的主对角线附近。然后,可以使用从每个像素到原点的距离来选择最佳分割阈值,从而从O(L 4 ) 工具 2 )。实验结果表明,本文提出的改进方法比传统的二维方法更快,更准确,更鲁棒,特别适合于低信噪比的图像。

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