Forgery-aware Adaptive Transformer for Generalizable Synthetic Image Detection
Huan Liu, Zichang Tan, Chuangchuang Tan, Yunchao Wei, Yao Zhao,, Jingdong Wang

TL;DR
This paper introduces FatFormer, a forgery-aware adaptive transformer that enhances generalizable synthetic image detection by leveraging image, frequency, and language-guided features, significantly improving detection accuracy across diverse generative models.
Contribution
The paper proposes a novel adaptive transformer architecture that incorporates forgery-aware adaptation and language-guided alignment, improving generalization in synthetic image detection.
Findings
Achieves 98% accuracy on unseen GANs.
Attains 95% accuracy on unseen diffusion models.
Outperforms existing fixed paradigms in forgery detection.
Abstract
In this paper, we study the problem of generalizable synthetic image detection, aiming to detect forgery images from diverse generative methods, e.g., GANs and diffusion models. Cutting-edge solutions start to explore the benefits of pre-trained models, and mainly follow the fixed paradigm of solely training an attached classifier, e.g., combining frozen CLIP-ViT with a learnable linear layer in UniFD. However, our analysis shows that such a fixed paradigm is prone to yield detectors with insufficient learning regarding forgery representations. We attribute the key challenge to the lack of forgery adaptation, and present a novel forgery-aware adaptive transformer approach, namely FatFormer. Based on the pre-trained vision-language spaces of CLIP, FatFormer introduces two core designs for the adaption to build generalized forgery representations. First, motivated by the fact that both…
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Taxonomy
TopicsGenerative Adversarial Networks and Image Synthesis · Digital Media Forensic Detection · Multimodal Machine Learning Applications
MethodsDense Connections · Local Response Normalization · HuMan(Expedia)||How do I get a human at Expedia? · Contrastive Language-Image Pre-training · 1x1 Convolution · Diffusion · WGAN-GP Loss · Adapter · Convolution · Linear Layer
