A study on reversible and lossless steganography

博士 === 國立交通大學 === 資訊科學與工程研究所 === 103 === Steganography is a research topic to protect the privacy communication. The techniques can be divided to two categories: lossy steganography and lossless steganography. Lossy steganography hides message in the content of cover media and distorts the real cont...

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Main Authors: Yang, Wen-Chao, 楊文超
Other Authors: Chen, Ling-Hwei
Format: Others
Language:en_US
Published: 2014
Online Access:http://ndltd.ncl.edu.tw/handle/36147379297188374822
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spelling ndltd-TW-103NCTU53940662016-08-28T04:12:41Z http://ndltd.ncl.edu.tw/handle/36147379297188374822 A study on reversible and lossless steganography 具回塑性及無失真資訊隱藏之研究 Yang, Wen-Chao 楊文超 博士 國立交通大學 資訊科學與工程研究所 103 Steganography is a research topic to protect the privacy communication. The techniques can be divided to two categories: lossy steganography and lossless steganography. Lossy steganography hides message in the content of cover media and distorts the real content. On the other hand, lossless steganography hides message in the cover media and keep the real content intact. For some applications such as medical images, military images, or forensic images (provided by law), reversible property, where the cover image can be perfectly recovered from the stego image, is an important issue. Therefore, lossy steganography can be divided into two categories: reversible steganography and irreversible steganography. Reversible steganography can perfectly recover the cover media in the extraction process, whereas irreversible steganography cannot. In this dissertation, we will propose two reversible and one lossless steganographic methods using different cover media. First, a difference expansion based reversible steganographic approach, which yields low distortion under the same embedding capacity, is proposed. An edge-oriented prediction method and a modified overflow/underflow prevention method are proposed to achieve the requirement. Experimental results have demonstrated that the proposed reversible steganographic method yields lower distortion than several well-known expansion-based reversible steganographic methods. Second, a novel DCT-based reversible steganographic method for stereo images is proposed. Stereo images captured from a pair of CCDs simultaneously are widely used to create the illusion of 3D depth. Every pair of stereo images has many similar block pairs. In this method, we embed secret data in those similar block pairs. Experimental results have shown that the proposed method is undetectable under Chi-square analysis and outperforms other methods in terms of embedding capacity and image quality. Finally, we propose a lossless steganographic method to embed message in a PowerPoint file. In the proposed method, we not only hide message naturally but also keep the content of the cover media intact. Furthermore, the proposed method can resist the format conversion attack. The experimental results demonstrate that the proposed method is undetectable under some visual and statistical attacks. Chen, Ling-Hwei Lee, Chang-Hsing 陳玲慧 李建興 2014 學位論文 ; thesis 73 en_US
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description 博士 === 國立交通大學 === 資訊科學與工程研究所 === 103 === Steganography is a research topic to protect the privacy communication. The techniques can be divided to two categories: lossy steganography and lossless steganography. Lossy steganography hides message in the content of cover media and distorts the real content. On the other hand, lossless steganography hides message in the cover media and keep the real content intact. For some applications such as medical images, military images, or forensic images (provided by law), reversible property, where the cover image can be perfectly recovered from the stego image, is an important issue. Therefore, lossy steganography can be divided into two categories: reversible steganography and irreversible steganography. Reversible steganography can perfectly recover the cover media in the extraction process, whereas irreversible steganography cannot. In this dissertation, we will propose two reversible and one lossless steganographic methods using different cover media. First, a difference expansion based reversible steganographic approach, which yields low distortion under the same embedding capacity, is proposed. An edge-oriented prediction method and a modified overflow/underflow prevention method are proposed to achieve the requirement. Experimental results have demonstrated that the proposed reversible steganographic method yields lower distortion than several well-known expansion-based reversible steganographic methods. Second, a novel DCT-based reversible steganographic method for stereo images is proposed. Stereo images captured from a pair of CCDs simultaneously are widely used to create the illusion of 3D depth. Every pair of stereo images has many similar block pairs. In this method, we embed secret data in those similar block pairs. Experimental results have shown that the proposed method is undetectable under Chi-square analysis and outperforms other methods in terms of embedding capacity and image quality. Finally, we propose a lossless steganographic method to embed message in a PowerPoint file. In the proposed method, we not only hide message naturally but also keep the content of the cover media intact. Furthermore, the proposed method can resist the format conversion attack. The experimental results demonstrate that the proposed method is undetectable under some visual and statistical attacks.
author2 Chen, Ling-Hwei
author_facet Chen, Ling-Hwei
Yang, Wen-Chao
楊文超
author Yang, Wen-Chao
楊文超
spellingShingle Yang, Wen-Chao
楊文超
A study on reversible and lossless steganography
author_sort Yang, Wen-Chao
title A study on reversible and lossless steganography
title_short A study on reversible and lossless steganography
title_full A study on reversible and lossless steganography
title_fullStr A study on reversible and lossless steganography
title_full_unstemmed A study on reversible and lossless steganography
title_sort study on reversible and lossless steganography
publishDate 2014
url http://ndltd.ncl.edu.tw/handle/36147379297188374822
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