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Reversible secret image sharing scheme in encrypted images

机译:加密图像中的可逆秘密图像共享方案

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摘要

The previous secret image sharing schemes did not provide a copyright and privacy for cover images. The reason is that a dealer selects a cover image by itself and embeds directly the secret data into the cover image. In this paper, a reversible secret image sharing scheme in encrypted images is proposed in order to provide the copyright and privacy of the cover image. We divide a role of the dealer into an image provider and a data hider. The image provider encrypts the cover image and transmits the encrypted image to the data hider, and the standard stream cipher as one-time pad (OTP) with a random secret key is used. The data hider embeds the secret data into the encrypted image, and the encrypted shadow images are transmitted to the corresponding participant. We utilize the polynomial arithmetic operation over GF(28) during the sharing of the encrypted shadow images, and the coefficient of the highest-order term is fixed to one in order to prevent the overflow and the security problem. In the reconstruction procedure, the secret data can be extracted and the cover image can be reconstructed exactly from t or more encrypted shadow images with Lagrange interpolation. In experimental results, the proposed method shows that the PSNR is sustained close to 44 dB regardless of the embedding capacity, where the embedding capacity is 524,288 bits on average.
机译:以前的秘密图像共享方案未提供封面图像的版权和隐私权。原因是经销商自己选择封面图像并将秘密数据直接嵌入到封面图像中。为了提供封面图像的版权和私密性,本文提出了一种可逆的秘密图像共享方案。我们将经销商的角色划分为图像提供者和数据隐藏者。图像提供者对封面图像进行加密,然后将加密的图像发送到数据隐藏器,并使用带有随机密钥的一次性密钥(OTP)的标准流密码。数据隐藏器将机密数据嵌入加密的图像中,并将加密的阴影图像发送到相应的参与者。在共享加密阴影图像的过程中,我们利用GF(28)的多项式算术运算,并且为了防止溢出和安全问题,将最高阶项的系数固定为1。在重建过程中,可以提取秘密数据,并且可以使用Lagrange插值从t个或更多个加密的阴影图像中精确重建封面图像。在实验结果中,所提出的方法表明,无论嵌入能力如何,PSNR都保持接近44 dB,其中嵌入能力平均为524,288位。

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