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Robust image watermarking using fractional Krawtchouk transform with optimization

机译:使用分数krawtchouk变换进行鲁棒图像水印,优化

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摘要

Fractional Krawtchouk Transform is a generalization of the Krawtchouk transforms which has two fractional orders. By adjusting these fractional orders in the weighted two dimensional Krawtchouk polynomials, local image features can be located. This paper proposes a robust image watermarking method using FrKT with firefly and cuckoo search optimization algorithms. The frequency domain image is obtained by applying FrKT for the input image blocks. The optimal fractional parameters of the transform improve the imperceptibility of the secret data in the host images. The fractional parameter selection for the image transformation is performed by Firefly optimization algorithm. Also, the optimal location in each block to hide the secret data is identified by the cuckoo search algorithm. The histogram shifting technique is used to embed the secret data in the optimal locations due to its less computational complexity. The parameters like Peak Signal to Noise Ratio, Normalized Correlation Coefficient, Structural SIMilarity index, Bit Error Rate are used for comparison of the proposed method using the optimization algorithms. The experimental results of the proposed method FrKT with combination of both Firefly and cuckoo search optimization shows better quality of the watermark, robustness and imperceptibility against various attacks. It can be concluded that the proposed FrKT + CS + FA provides an average of 0.92 for most of the attacks that prove the robustness of the proposed scheme.
机译:分数Krawtchouk变换是具有两个分数订单的Krawtchouk变换的概括。通过调整加权二维Krawtchouk多项式中的这些分数令,可以定位本地图像特征。本文提出了一种使用FRKT与Firefly和Cuckoo搜索优化算法的鲁棒图像水印方法。通过对输入图像块应用FRKT获得频域图像。变换的最佳分数参数改善了主机图像中秘密数据的难忘性。通过Firefly优化算法执行图像变换的分数参数选择。此外,每个块中隐藏秘密数据的最佳位置由Cuckoo搜索算法识别。直方图转换技术用于由于其计算复杂性较小而在最佳位置中嵌入秘密数据。峰值信号相对于噪声比,归一化相关系数,结构相似度指数,误码率的参数用于比较使用优化算法的所提出的方法。萤火虫和杜鹃搜索优化组合的建议方法FRKT的实验结果表明了对各种攻击的水印,鲁棒性和难以察觉的更好的质量。可以得出结论,建议的FRKT + CS + FA为大多数攻击提供了平均0.92,以证明提出的计划的稳健性。

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