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Abstract: This paper extends our recent game-theoretic approach [1] to design and embed watermarks in Gaussian signals in the presence of an adversary. The detector solves a binary hypothesis testing problem. The system is designed to minimize probability of error under the worst-case attack in a prescribed class of attacks. In this paper, the embedder is allowed to filter the host signal and add a watermark, thereby making the scheme nonadditive. The theory is applied to wavelet-based image... (Update)
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0.3: The Data-Hiding Capacity of Image Sources - Moulin, Kivan (2000) (Correct)
0.2: Game-Theoretic Analysis Of Watermark Detection - Moulin, Ivanovic (2001) (Correct)
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BibTeX entry: (Update)
@misc{ moulin-nonadditive,
author = "Pierre Moulin and Aleksandar Ivanovic",
title = "Nonadditive Gaussian Watermarking And Its Application To Wavelet-Based
Image Watermarking",
url = "citeseer.ist.psu.edu/563632.html" }
Citations (may not include all citations):109 Image Coding based on Mixture Modeling of Wavelet Coefficien.. - LoPresto, Ramchandran et al. - 1997
15 An InformationTheoretic Model for Image Watermarking - Moulin, Mhcak et al. - 2000
14 Inability of Humans to Discriminate Between Visual Textures .. (context) - Julesz - 1973
13 The Parallel-Gaussian Watermarking Game - Moulin, Mhcak - 2001
11 Low-Complexity Image Denoising Based on Statistical Modeling.. (context) - Mhcak, Kozintsev et al. - 1999
4 An Introduction to Detection and Estimation Theory (context) - Poor - 1994
1 The Spread-Spectrum Watermark Embedding Game (context) - Moulin, Ivanovic - 2002
1 Game-Theoretic Analysis of Watermark Detection - Moulin, Ivanovic - 2001
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