TL;DR
Gaussian Shannon introduces a watermarking framework for diffusion models that enables lossless, bit-exact watermark recovery by modeling the process as a noisy communication channel and employing error correction.
Contribution
It proposes a novel watermarking method that embeds watermarks in initial noise and ensures exact bit recovery without fine-tuning or quality loss.
Findings
Achieves state-of-the-art bit-level accuracy across multiple diffusion models.
Maintains high true positive rates for watermark detection.
Effectively resists local and global distortions in real-world scenarios.
Abstract
Diffusion models generate high-quality images but pose serious risks like copyright violation and disinformation. Watermarking is a key defense for tracing and authenticating AI-generated content. However, existing methods rely on threshold-based detection, which only supports fuzzy matching and cannot recover structured watermark data bit-exactly, making them unsuitable for offline verification or applications requiring lossless metadata (e.g., licensing instructions). To address this problem, in this paper, we propose Gaussian Shannon, a watermarking framework that treats the diffusion process as a noisy communication channel and enables both robust tracing and exact bit recovery. Our method embeds watermarks in the initial Gaussian noise without fine-tuning or quality loss. We identify two types of channel interference, namely local bit flips and global stochastic distortions, and…
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