@inproceedings{
miaoxin2024ganbased,
title={{GAN}-based Symmetric Embedding Costs Adjustment for Enhancing Image Steganographic Security},
author={Ye Miaoxin and Zhou Saixing and Weiqi Luo and Shunquan Tan and Jiwu Huang},
booktitle={ACM Multimedia 2024},
year={2024},
url={https://openreview.net/forum?id=NLB1zvVf2I}
}
Designing embedding costs is pivotal in modern image steganography. Many studies have shown adjusting symmetric embedding costs to asymmetric ones can enhance steganographic security. However, most existing methods heavily depend on manually defined parameters or rules, limiting security performance improvements. To overcome this limitation, we introduce an advanced GAN-based framework that transitions symmetric costs to asymmetric ones without the need for the manual intervention seen in existing approaches, such as the detailed specification of cost modulation directions and magnitudes. In our framework, we firstly achieve symmetric costs for a cover image, which is randomly split into two sub-images, with part of the secret information embedded into one. Subsequently, we design a GAN model to adjust the embedding costs of the second sub-image to asymmetric, facilitating the secure embedding of the remaining secret information. To support our phased embedding approach, our GAN's discriminator incorporates two steganalyers with different tasks: distinguishing the generator's final output, i.e., the stego image, from both the input cover image and the partially embedded stego image, providing diverse guidance to the generator. In addition, we introduce a simple yet effective update strategy to ensure a stable training process. Comprehensive experiments demonstrate that our method significantly enhances security over existing symmetric steganography techniques, achieving state-of-the-art levels compared to other methods focused on embedding costs adjustments. Additionally, detailed ablation studies validate our approach's effectiveness.
GAN-based Symmetric Embedding Costs Adjustment for Enhancing Image Steganographic Security
Ye Miaoxin Zhou Saixing Weiqi Luo Shunquan Tan Jiwu Huang