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Robust Watermarking Scheme in Finite Ridgelet Transform Domain

机译:有限ridgelet变换域中的鲁棒水印方案

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How to select the finite ridgelet transform (FRIT) coefficients which were suitable to embed watermark data was an interesting problem. Digital watermarking algorithms in FRIT domain were accomplished by modulating the transform coefficients, which represented the most energetic direction of an image. However, these coefficients which were the most suitable for embedding watermark were short of study. Based on Laplacian probability distribution function (PDF), the FRIT coefficients which were particularly important for the perceptual effect of the embedded watermarks were analyzed by adopting Maximum A Posterior (MAP) estimate. The embedded watermark could be detected blindly by correlation coefficients between the watermarked image and the watermark sequence. Experimental results prove the robustness and transparency.
机译:如何选择适合嵌入水印数据的有限ridgelet变换(FRIT)系数是一个有趣的问题。通过调制变换系数来实现玻璃料域中的数字水印算法,该变换系数表示图像最有能量方向的图像。然而,这些是最适合嵌入水印的系数是短暂的研究。基于拉普拉斯概率分布函数(PDF),通过采用最大后(MAP)估计来分析对嵌入水印感知效果特别重要的玻璃料系数。可以通过水印图像和水印序列之间的相关系数盲目地检测嵌入水印。实验结果证明了鲁棒性和透明度。

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