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A Steganography Embedding Method Based on Hamming Coding and Histogram-Preserving

机译:基于汉明编码和直方图保存的隐写方法

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This paper proposes an information hiding algorithm using matrix embedding with Hamming codes and histogram preservation in order to keep the histogram of the image unchanged before and after hiding information in digital media. First, the algorithm uses matrix embedding with Hamming codes to determine the rewriting bits of the original image, rewrite and flip them, and successfully embed the secret information. Then, according to the idea of a break-even point, a balanced pixel frequency adaptive algorithm is proposed and each embedded bit of secret information is detected and compensated by the adjacent bit of histogram data, so that the histogram change of the image before and after information hiding is minimized At present, most of the histogram distortion values after steganography are generally over 1000 or even higher. As a contrast, the method proposed in this paper can keep the histogram distortion values to be less than 1000. The feasibility and effectiveness of the algorithm are verified by relative entropy analysis as well. The experimental results also show that the algorithm performs well in steganographic analyses of images.
机译:为了保持图像在数字媒体中隐藏信息之前和之后的直方图不变,本文提出了一种使用汉明码矩阵嵌入和直方图保存的信息隐藏算法。首先,该算法使用带有汉明码的矩阵嵌入来确定原始图像的重写位,对其进行重写和翻转,然后成功嵌入机密信息。然后,根据收支平衡点的思想,提出了一种平衡的像素频率自适应算法,并通过直方图数据的相邻位检测和补偿秘密信息的每个嵌入位,从而使图像在前后的直方图发生变化。在最小化信息隐藏之后,目前,隐写术之后的大多数直方图失真值通常都超过1000甚至更高。相比之下,本文提出的方法可以使直方图失真值小于1000。该算法的可行性和有效性也通过相对熵分析得到了验证。实验结果还表明,该算法在图像的隐写分析中表现良好。

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