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Robust reversible watermarking using integration of histogram shifting and patchwork algorithm to improve quality and capacity

机译:使用直方图转换和拼凑算法的集成来提高质量和容量的鲁棒可逆水印

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摘要

In this paper Histogram Shifting Patch Work method is proposed. It is a hybrid method generated from histogram shifting method and patchwork method. Additional security has been given by chaotic neural network. Quality of Histogram Shifting method is better while capacity is less. Embedding capacity of PW method is better at the cost of quality. CNN adds security in a reversible watermarking. Integration of HS and PW method, grabs advantages such as high quality and high embedding capacity respectively. The chaotic neural network is influenced by several factors, which affect the ability of solving problems. The chaotic random sequence is encrypted with LSBs of image pixels, to get additional security. Robustness of extracted watermark using histogram shifting patchwork method, for geometric attack is verified and PW method found inherently more robust to geometric attack than any other method. Robustness increases if it is passed through distortion correction method. HS method is not suitable for geometric attack. If it is combined with distortion correction then it improves robustness. Ultimately, proposed method becomes more robust to geometric attacks.
机译:在本文中,提出了直方图转换补丁工作方法。它是一种从直方图转换方法和拼接方法产生的混合方法。混乱神经网络已经提供了额外的安全性。直方图变速方法的质量较好,而容量较少。 PW方法的嵌入容量以质量成本更好。 CNN在可逆的水印中增加了安全性。 HS和PW方法的集成,分别抓住高质量和高嵌入容量等优点。混沌神经网络受到几个因素的影响,这影响了解决问题的能力。混沌随机序列用图像像素的LSB加密,以获得额外的安全性。使用直方图转换拼接方法提取水印的鲁棒性,用于几何攻击,验证,PW方法发现与任何其他方法的几何攻击固有更强大。如果通过失真校正方法,鲁棒性会增加。 HS方法不适合几何攻击。如果它与失真校正组合,那么它会提高鲁棒性。最终,提出的方法对几何攻击变得更加坚固。

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