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SVM correction based geometrically invariant digital watermarking algorithm

机译:基于支持向量机校正的几何不变数字水印算法

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摘要

Geometric distortion is known as one of the most difficult attacks to resist, for it can desynchronize the location of the watermark and hence causes incorrect watermark detection. It is a challenging work to design a robust image watermarking scheme against geometric distortions. Based on the Support Vector Machine (SVM) geometric distortions correction, we propose a new image watermarking algorithm with good visual quality and reasonable resistance toward geometric distortions in this paper. Firstly, the significant bitplane image is extracted from original host, and DWT is performed on the significant bitplane image. Then, the corresponding low-pass subband is divided into small blocks. Finally, the digital watermark is embedded into host image by adaptively modulating the selected wavelet coefficients in small blocks. The main steps of digital watermark detecting procedure include: (1) the significant bitplane image is extracted from test image, and some low-order pseudo-Zernike moments of the significant bitplane image are computed, which are regarded as the effective feature vectors; (2) the appropriate kernel function is selected for training, and a SVM training model can be obtained; (3) the test image is corrected with the well trained SVM model; (4) the digital watermark is extracted from the corrected test image. Experimental results show that the proposed image watermarking is not only invisible and robust against common image processing operations such as filtering, noise adding, and JPEG compression etc., but also robust against the geometrical distortions.
机译:几何失真是最难抵抗的攻击之一,因为它会使水印的位置不同步,从而导致错误的水印检测。设计针对几何失真的鲁棒图像水印方案是一项艰巨的工作。基于支持向量机(SVM)的几何失真校正,本文提出了一种新的图像水印算法,该算法具有良好的视觉质量和合理的抗几何失真能力。首先,从原始主机提取有效位平面图像,并对有效位平面图像进行DWT。然后,将相应的低通子带划分为小块。最后,通过在小块中自适应地调制选定的小波系数,将数字水印嵌入到主机图像中。数字水印检测过程的主要步骤包括:(1)从测试图像中提取有效位平面图像,并计算出有效位平面图像的一些低阶伪Zernike矩,将其作为有效特征向量; (2)选择合适的内核函数进行训练,并获得SVM训练模型; (3)用训练有素的SVM模型校正测试图像; (4)从校正后的测试图像中提取数字水印。实验结果表明,所提出的图像水印不仅对常见的图像处理操作(如滤波,噪声添加和JPEG压缩等)不可见且鲁棒,而且对几何失真也很鲁棒。

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