Aplikace samoopravných kódů v steganografii
Applications of error-correcting codes in steganography
Aplikace samoopravných kódů v steganografii
diploma thesis (DEFENDED)
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http://hdl.handle.net/20.500.11956/27422Identifiers
Study Information System: 63969
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- Kvalifikační práce [11264]
Author
Advisor
Referee
Lisoněk, Petr
Faculty / Institute
Faculty of Mathematics and Physics
Discipline
Mathematical methods of information security
Department
Department of Algebra
Date of defense
22. 9. 2009
Publisher
Univerzita Karlova, Matematicko-fyzikální fakultaLanguage
Slovak
Grade
Very good
Modern steganography is a relatively new discipline with many applications in information security. Contrary to the cryptography which is trying to make a message unreadable to third party using cryptographic algorithms, the aim of steganography is to hide a communication between parties. Applications of error-correcting codes and covering functions markedly increases abilities and security of steganographic algorithms. This thesis is attended to steganography using error-correcting codes which has the best results nowadays regarding embedding efficiency. New constructions will help us to work with non-linear codes and providing new steganographic algorithms. We will see that these algorithms have a better ability to hide communication, resp. a message in a digital medium. Further improvements can be made using applications of general q-ary codes. Many new questions are coming out with that which need to be answered. Several comparisons are showing that the area of steganography is in a beginning and we will be participants of such a progress as cryptography experienced in the last two decades.