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A Subsampling and Interpolation Technique for Reversible Histogram Shift Data Hiding

机译:可逆直方图偏移数据隐藏的分载和插值技术

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This paper proposes a novel reversible data hiding algorithm for images, which the original host image can be exactly recovered from the marked image after the hidden data has been extracted. The proposed algorithm considers shifting the histogram of the difference values between the sub-sampled target pixel intensities and their interpolated counterparts to hide secret data. The shifting of the histogram of difference values is carried out by modifying the target pixel values. As compared to other schemes, the proposed method can make more utilization of the correlation between nearby pixels in an image via simple interpolation techniques to increase embedding capacity without sacrificing much distortion for data hiding. The reason of the feasibility is that the difference histogram derived in the paper renders so highly centralized distribution around zero that much more embedding capacity than before can be thus obtained. The experimental results demonstrate that the proposed method not only provides larger embedding capacity than other histogram shifting methods but also maintains a high visual quality. Moreover the computational complexity of the proposed method is low since only simple arithmetic computations are needed.
机译:本文提出了一种用于图像的图像的新型可逆数据隐藏算法,在提取隐藏数据之后可以从标记的图像精确地恢复原始主机图像。所提出的算法考虑了转换子采样目标像素强度和其内插对应物之间的差值的直方图以隐藏秘密数据。通过修改目标像素值来执行差值直方图的转换。与其他方案相比,所提出的方法可以通过简单的插值技术使图象中的附近像素之间的相关性进行更多利用,以增加嵌入容量而不牺牲数据隐藏的多大失真。可行性的原因是纸张中得出的差异直方图呈现出比以前更高的零嵌入容量的高度集中分布。实验结果表明,所提出的方法不仅提供比其他直方图变速方法更大的嵌入能力,而且还保持高视觉质量。此外,所提出的方法的计算复杂性很低,因为只需要简单的算术计算。

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