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Abstract: The problem of information hiding or watermarking is investigated. Based in an information theoretic analysis of the watermarking task we investigate a strategy to employ binary codes to robustly hide data in a given host signal. The central theme of the problem is the interplay of a vector quantization and a channel coding task. Turbo codes and other coding schemes are compared in terms of their performance in a watermarking application. (Update)
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BibTeX entry: (Update)
@misc{ kesal-iteratively,
author = "Applications Mustafa Kesal",
title = "Iteratively Decodable Codes For Watermarking",
url = "citeseer.ist.psu.edu/711651.html" }
Citations (may not include all citations):2319 Elements of Information Theory (context) - Cover, Thomas - 1991
258 Lattices and Groups (context) - Conway, Sloane et al. - 1988
142 Factor Graphs and the Sum-Product Algorithm - Kschischang, Loeliger et al.
83 InformationTheoretic Analysis of Information Hiding - Moulin, O'Sullivan - 1999
59 Coding for Channel with Random Parameters (context) - Gelfand, Pinsker - 1980
14 An Information- Theoretic Approach to the Design of Robust D.. - Chen, Wornell - 1999
13 The Parallel-Gaussian Watermarking Game - Moulin - 2000
11 The Role of Information Theory in Watermarking and Its Appli.. (context) - Moulin - 2001
8 The Data-Hiding Capacity of Image Sources - Moulin, Mhcak - 2000
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