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RST invariant digital image watermarking based on a new phase-only filtering method

机译:基于新的仅相位滤波方法的RST不变数字图像水印

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摘要

Watermarked image may undergo geometric transforms which make watermark detection difficult or impossible. This paper presents a new rotation, scaling, and translation (RST) invariant digital image watermarking scheme based on log-polar mapping and a new phase-only filtering method. Watermark is embedded in the spatial domain imperceptibly based on the human perceptual model. Because of the log-polar mapping, the rotation and scaling in the spatial domain result in shifts in the log-polar mapping domain. Based on the new phase-only filtering method, the shift parameters in the log-polar mapping domain can be computed, and then the rotation degree and scaling ratio in the spatial domain can be successfully obtained through inverse log-polar mapping computation. The translation parameters in the spatial domain can also be calculated through the phase-only filtering method. After obtaining the RST parameters, the watermarked image can be transformed back to its original orientation, size, and position. Then the watermark can be detected easily and accurately. This scheme does not need an original image to detect the watermark. Only two templates derived from the original image are needed for the watermark detection. The size of each template is 64 x 64 bytes and can be compressed to 1 K bytes without loss of computation accuracy. Experiments show that the proposed scheme is robust against various attacks including geometric attacks. The method of inverting RST transforms can also be used in other watermarking algorithms.
机译:带水印的图像可能会经历几何变换,从而使水印检测变得困难或不可能。本文提出了一种新的基于对数极坐标映射的旋转,缩放和平移(RST)不变数字图像水印方案和一种新的仅相位滤波方法。基于人类感知模型,水印潜移默化地嵌入了空间域。由于对数极性映射,空间域中的旋转和缩放导致对数极性映射域发生偏移。基于新的仅相位滤波方法,可以计算出对数极坐标映射域中的偏移参数,然后通过逆对数极坐标映射计算可以成功获得空间域中的旋转度和缩放比例。还可以通过仅相位滤波方法来计算空间域中的转换参数。获得RST参数后,可以将加水印的图像转换回其原始方向,大小和位置。然后,可以轻松,准确地检测到水印。该方案不需要原始图像来检测水印。水印检测仅需要从原始图像派生的两个模板。每个模板的大小为64 x 64字节,可以压缩为1 K字节而不会降低计算精度。实验表明,该方案对包括几何攻击在内的各种攻击均具有较强的鲁棒性。反转RST变换的方法也可以在其他水印算法中使用。

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