比较可逆数据隐藏技术中整数小波变换与Haar小波变换的PSNR

S. Jeba, Pon Elizabeth
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引用次数: 0

摘要

摘要:提出了一种利用加密预留空间概念恢复数据和封面图像的新方法。在这里,由于使用了加密的预留空间概念,因此可以在没有任何损失的情况下提取数据。在前面的方法中,数据被加密,然后被存储。但是,在这种方法中,数据在加密过程之前被存储在特定的位置。这有助于防止系统中发生的数据丢失。通常,变换是一种压缩技术,在图像中进行变换以提高其质量。本文采用整数小波变换和哈尔变换来提高图像质量。将整数小波变换与Haar变换进行比较,Haar变换的PSNR大于整数小波变换的PSNR。与整数小波变换相比,哈尔变换的均方误差也有所减小。实验结果表明,该方法与传统的算法相比,可以嵌入大量的数据
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Comparing PSNR by using Integer and Haar Wavelet Transform in Reversible Data Hiding Technique 
2 .Abstract - A novel approach to recover data and cover image was introduced here by using reserve room concept of encryption. Here, data can be extracted without any loss, since reserve room concept of encryption is being used. In the previous methods, data are encrypted and are then being stored. But, in this method, data are stored in a particular place before the process of encryption. This helps in preventing the loss of data occurring in the system. Usually, transformation is a compression technique, takes place in the image to improve its quality. Integer wavelet transform and Haar transform are used here to improve the quality of the image. Comparison of integer wavelet transform and Haar transformation takes place and the PSNR achieved by Haar transform is greater than the PSNR achieved by integer wavelet transform. The mean square error also gets decreases in Haar transformation when compares with the integer wavelet transformation. Experimental results show that this method can embed large amount of data comparing to the
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