Privacy Attacks on Image AutoRegressive Models
Keywords: image autoregressive models, diffusion models, dataset inference, membership inference, data extraction
TL;DR: We design new methods to assess the privacy leakage from the image autoregressive models and show that they provide better performance, however, also leak more private information than diffusion models.
Abstract: Image AutoRegressive generation has emerged as a new powerful paradigm with
image autoregressive models (IARs) matching state-of-the-art diffusion models
(DMs) in image quality (FID: 1.48 vs. 1.58) while allowing for a higher generation
speed. However, the privacy risks associated with IARs remain unexplored, raising
concerns regarding their responsible deployment. To address this gap, we conduct a
comprehensive privacy analysis of IARs, comparing their privacy risks to the ones
of DMs as reference points. Concretely, we develop a novel membership inference
attack (MIA) that achieves a remarkably high success rate in detecting training
images (with a True Positive Rate at False Positive Rate = 1%–TPR@FPR=1%–of
86.38% vs. 6.38% for DMs with comparable attacks). We leverage our novel MIA
to provide dataset inference (DI) for IARs, and show that it requires as few as 6
samples to detect dataset membership (compared to 200 for DI in DMs), confirming
a higher information leakage in IARs. Finally, we are able to extract hundreds of
training data points from an IAR (e.g., 698 from VAR-d30). Our results suggest a
fundamental privacy-utility trade-off: while IARs excel in image generation quality
and speed, they are empirically significantly more vulnerable to privacy attacks
compared to DMs that achieve similar performance. This trend hints that utilizing
techniques from DMs within IARs, such as modeling the per-token probability
distribution using a diffusion procedure, holds potential to help mitigating IARs’
vulnerability to privacy attacks. We make our code available at https://github.com/sprintml/privacy_attacks_against_iars.
Submission Number: 27
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