🤖 AI Summary
This work addresses the instability in current language model preference optimization methods, which rely on token-level regularization and fail to capture semantic or behavioral similarity. To overcome this limitation, the authors propose a latent-space adversarial regularization approach that, for the first time, integrates adversarial training into offline preference optimization. By minimizing the distributional discrepancy between the policy and reference models in the latent space, the method constructs a regularizer that does not require explicit density estimation. This approach effectively mitigates the semantic shortcomings of token-level regularization, significantly enhancing robustness to distributional shift and noisy feedback. It consistently yields performance improvements across diverse model architectures and tasks while introducing only minimal computational overhead.
📝 Abstract
Learning from human feedback typically relies on preference optimization that constrains policy updates through token-level regularization. However, preference optimization for language models is particularly challenging because token-space similarity does not imply semantic or behavioral similarity. To address this challenge, we leverage latent-space regularization for language model preference optimization. We introduce GANPO, which achieves latent-space regularization by penalizing divergence between the internal representations of a policy model and a reference model. Given that latent representations are not associated with explicit probability densities, we adopt an adversarial approach inspired by GANs to minimize latent-space divergence. We integrate GANPO as a regularizer into existing offline preference optimization objectives. Experiments across multiple model architectures and tasks show consistent improvements from latent-space regularization. Further, by comparing GANPO-induced inferential biases with those from token-level regularization, we find that GANPO provides more robust structural feedback under distributional shift and noise while maintaining comparable downstream performance with minor computational overhead.