基于熵的二维图像不相似度度量

P. Tsai, Meng-Hung Wu
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引用次数: 4

摘要

传统的基于直方图或统计的二维图像相似/不相似度度量由于测量中缺乏空间信息而无法处理共轭对的黑白图像。最近提出的基于Kolmogorov复杂度概念的基于压缩的不相似性度量(CDM)为相似性度量提供了一个不同的天堂。然而,由于对如何“拼接”两幅二维图像没有明确的定义,CDM很难直接应用于二维图像。在本文中,我们提出了一种基于熵的二维图像不相似度度量方法。我们的度量中嵌入了图像之间的空间关系,一旦获得熵值,就不需要对图像进行实际压缩。所提出的度量已经在场景变化检测应用中进行了测试,并给出了令人鼓舞的结果
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Entropy-Based 2D Image Dissimilarity Measure
Traditional histogram or statistics based 2D image similarity/dissimilarity metrics fail to handle conjugate pair of black and white images, due to the lack of spatial information in the measurement. Recently proposed compression-based dissimilarity measure (CDM) based on the concept of Kolmogorov complexity has provided a different paradise for similarity measurement. However, without a clear definition on how to "concatenate" two 2D images, CDM has difficulties applying with 2D images directly. In this paper, we propose an entropy-based 2D image dissimilarity measure within the same Kolmogorov complexity paradise. The spatial relationship between images is embedded in our metric, and the actual compression of images is not needed once the entropy values are obtained. The proposed metric has been tested for scene change detection application, and encouraging results are presented here
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