基于分层矩形块分割的可逆水印

Yih-Chuan Lin, Tzung-Shian Li
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引用次数: 0

摘要

本文的目的是提供一种低复杂度的可逆水印算法,在嵌入信息后仍能保持较高的图像质量。该算法改进了传统的直方图移位方法,获得了更大的嵌入容量。该算法的思想是将原始图像递归分割为多个不重叠的像素块,并使用传统的直方图移位方法将秘密信息单独隐藏到单个块中。该算法采用递归分割方案,可以很容易地找到合适的图像不重叠分割,显著提高了嵌入容量。实验结果表明,该方法确实可以提供比传统直方图移位方法更大的嵌入容量,同时保持与不进行递归分块的传统方法相当的高视觉质量。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Reversible Watermarking Based on Hierarchical Rectangle Block Division
This paper is to provide a low complexity reversible watermarking algorithm that can keep a high image quality after embedding message. This algorithm improves the traditional histogram shifting method to get more embedding capacity. The idea behind the proposed algorithm is to recursively divide original image into several non-overlapped blocks of pixels and hides secret message separately into individual blocks using traditional histogram shifting method. Using the recursive division scheme, the algorithm can easily find a suitable non-overlapped partition of the image to significantly increase embedding capacity. Experimental results reveal that the proposed method can indeed provide larger embedding capacity than the traditional histogram shifting method while maintaining a high visual quality that is comparable to the traditional one without recursive block division.
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