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Geometric-invariant robust watermarking through constellation matching in the frequency domain

机译:通过频域星座匹配实现几何不变鲁棒水印

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So far digital watermarking has been indicated as the most feasible answer for multimedia copyright protection issues, though many problems, especially regarding aspects of robustness against geometrical attacks, have not been completely and adequately solved yet. Robustness against geometric manipulations has been dealt with by inserting, together with the watermark, a synchronization template to be used later in the detection phase, to determine if a geometric distortion occurred and invert it before looking for the mark. A novel technique is presented, which, by exploiting the theory of geometric invariants, inserts a watermark intrinsically resistant to this sort of manipulations, thus avoiding the need of a synchronization pattern. Preliminary experimental results proving the goodness of the methodology are discussed along with some implementation problems due to the computational complexity.
机译:到目前为止,数字水印已被认为是多媒体版权保护问题的最可行答案,尽管许多问题,尤其是在抵抗几何攻击的鲁棒性方面,尚未完全而充分地解决。通过与水印一起插入一个同步模板来解决对几何操纵的鲁棒性,该模板将在检测阶段的稍后阶段使用,以确定是否发生了几何变形,并在寻找标记之前将其反转。提出了一种新技术,该技术通过利用几何不变性理论来插入固有地抵抗这种操纵的水印,从而避免了同步模式的需要。讨论了证明该方法的优越性的初步实验结果,以及由于计算复杂性而导致的一些实现问题。

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