最大分割图像信息阈值

C.K. Leung , F.K. Lam
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引用次数: 39

摘要

利用信息理论并从通信的角度考虑图像分割,图像分割过程被解释为在灰度图像上操作并产生分割图像的数据处理步骤。结果表明,分割后的图像中包含一定量的场景信息,这些信息被定义为分段图像信息(assegmented image information, SII)。本文提出在对图像进行阈值处理时SII值应最大化,这被称为最大分割图像信息(MSII)阈值准则。与最小误差(MINE)和均匀误差(UNFE)阈值准则相比,MSII阈值准则具有更好的性能。基于MSII阈值分割准则,提出了一种用于真实图像阈值分割的MSII阈值分割算法。MSII阈值算法与几种著名的阈值算法进行了比较。合成图像和真实图像的阈值分割效果都很好,验证了所提出的MSII阈值分割算法的能力。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Maximum Segmented Image Information Thresholding

Utilizing information theory and considering image segmentation from a communication perspective, the image segmentation process is interpreted as a data processing step that operates on a gray-scale image and produces a segmented image. It is shown that the segmented image contains a certain amount of information about the scene, which is defined assegmented image information(SII). It is proposed that the SII should be maximized when an image is thresholded, and this is known as themaximum segmented image information(MSII) thresholding criterion. The MSII thresholding criterion possesses better properties as compared with theminimum error(MINE) and theuniform error(UNFE) thresholding criteria. Based on the MSII thresholding criterion, an MSII thresholding algorithm is proposed for the thresholding of real images. The MSII thresholding algorithm is evaluated against several well-known thresholding algorithms. The good thresholding results of both synthetic and real images confirm the capabilities of the proposed MSII thresholding algorithm.

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