基于非下采样Contourlet变换和奇异值分解的可逆图像水印图像压缩

Hasniuj Zahan, Md. Foisal Hossain
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引用次数: 0

摘要

图像压缩适用于存储空间较小,在互联网上发送图像,通常用于健康行业的医学成像,技术图纸或漫画。由于共享媒体在互联网上的广泛普及,压缩在水印算法中起着重要的作用。提出了一种基于非下采样Contourlet变换和奇异值分解的图像水印压缩技术。研究了NSCT和SVD在图像水印中的应用。对于图像压缩,只使用奇异值分解。NSCT可以给出更精确的图像边缘和轮廓系数,且具有平移不变性。在得到NSCT分解的系数后,利用SVD方便地对矩阵进行分解,从而在不丢失有意义数据的情况下进行图像压缩。将覆盖图像NSCT分解系数的压缩奇异值与灰度键图像NSCT分解系数的压缩奇异值相加。这有助于提高使用水印方法的压缩性能。从信噪比和压缩比两方面分析了该方案的性能。该算法具有较强的鲁棒性,适合于版权保护和抗压缩应用的数据传输。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Image Compression with Reversible Image Watermarking Scheme Based on Non-subsampled Contourlet Transform and Singular Value Decomposition
Image compression is preferred for less storage space, sending image on the internet and often for medical imaging in health industry, technical drawings or comics. Because of wide popularity of sharing media in internet, compression plays a major role in the watermarking algorithm. This paper presents a compression technique through image watermarking algorithm based on Non-subsampled Contourlet Transform (NSCT) and Singular Value Decomposition (SVD). NSCT and SVD both are explored for image watermarking. For image compression, only Singular Value Decomposition is used. The NSCT can give more accurate coefficients of the edges and contours in image which is shift invariant. After getting the coefficients from NSCT decomposition SVD is applied to break the matrix in a convenient way so that image compression can be done without losing meaningful data. The compressed singular values of NSCT decomposed coefficients of cover image are added with the compressed singular values of NSCT decomposed coefficient of gray key image. This helps to improve the performance of the compression using watermarking method. In terms of PSNR and compression ratio, the performance of this scheme is analyzed. The proposed algorithm is robust and suitable for copyright protection and data transmission against compression applications.
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