基于数论变换的鲁棒完全可逆图像水印框架

IF 0.6 Q3 Engineering
L. Laouamer
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引用次数: 5

摘要

为了保证医学图像的安全共享和传输,提出了一种基于数论变换(NTT)的谱域水印方法。通过这种方法,我们还保证了医学图像中嵌入水印的鲁棒性。在图像无损传输和卷积快速计算方面证明了NTT的有效性。在这种方法中,水印嵌入到基于线性插值的NTT图像中,并通过一个特定的因子控制水印的可见性/不可见性。对被攻击的水印图像进行提取处理,提取被攻击的水印。我们对NTT特别感兴趣,因为在选择合适的参数时,它被认为是一个完全可逆的变换,没有任何损失。我们通过常用的指标来衡量所提出方法的鲁棒性,这些指标针对几种攻击场景(几何和非几何),如JPEG压缩、添加噪声、旋转、中值滤波等。这些测试是在几种类型的医学图像上进行的。得到的结果是非常令人鼓舞的,并且具有显著的鲁棒性,这将在本文中详细介绍。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Towards a robust and fully reversible image watermarking framework based on number theoretic transform
This paper presents a new watermarking approach in the spectral domain based on the number theoretic transform (NTT) to ensure sharing and transferring medical images in a secure way. Through this approach we ensure also the robustness of the embedded watermarks within the medical image to prove ownership. The NTT's effectiveness has been proven in the images lossless transmission and in convolution fast calculation. In this new approach, the watermark is embedded into the NTT image based on linear interpolation with a specific factor controlling the visibility/invisibility of the watermark. The extraction process will be performed on the attacked watermarked image in order to extract the attacked watermark. We are particularly interested in the NTT since it is considered as a fully reversible transform without any loss when choosing the suitable parameters. We measured the robustness of the proposed approach by the commonly used metrics against several scenarios of attacks (geometric and non-geometric) such as JPEG compression, adding noise, rotation, median filtering, etc. The tests are performed on several types of medical images. The obtained results are very encouraging and represent a remarkable robustness which will be detailed in this paper.
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CiteScore
2.10
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