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A reversible data hiding method without rounding based on Haar wavelet transform: NON-R

机译:基于Haar小波变换的无舍入可逆数据隐藏方法:NON-R

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摘要

The techniques that allow to obtain hidden data and recover the image has recently been much sought after. The basic objective of the method provided in this study was to analyse coefficients of digital images achieved by wavelet transform in the frequency space, to hide data, and to recover original image without loss. Wavelet transform is an efficient method to find pixel coefficient characteristic of digital images. The proposed method (NON-R) hides data using shifted histogram high-frequency Haar coefficients without rounding into integer. Thus, both hidden data and cover image can be easily recovered. Reversibility is provided by retrieving the cover image after hiding into high-frequency wavelet coefficients and extracting the message from wavelet coefficients. Experimental results show that the NON-R has a better performance than its counterparts in terms of statistical and perceptual outcomes.
机译:近年来,寻求获得隐藏数据并恢复图像的技术受到了广泛的追捧。本研究提供的方法的基本目标是分析在频率空间中通过小波变换获得的数字图像的系数,隐藏数据并恢复原始图像而不会造成损失。小波变换是一种找到数字图像像素系数特征的有效方法。所提出的方法(NON-R)使用移位的直方图高频Haar系数隐藏数据,而无需四舍五入为整数。因此,可以容易地恢复隐藏数据和封面图像。通过隐藏在高频小波系数中并从小波系数中提取消息后检索封面图像,可以提供可逆性。实验结果表明,就统计和感知结果而言,NON-R的性能优于同类产品。

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