ROCM: RLHF on consistency models
Shivanshu Shekhar, Tong Zhang
TL;DR
This work addresses the slow sampling and training challenges of diffusion-based RLHF by leveraging consistency models with a direct reward-optimization framework. It introduces a regularized RLHF objective that uses distributional regularization across intermediate steps via $f$-divergences and exploits the reparameterization trick to backpropagate through the entire generation trajectory, replacing policy-gradient methods. Empirically, Regularized ROCM achieves competitive or superior results across multiple reward models and metrics, with faster training and improved human preferences, while analysis shows that regularization mitigates reward hacking and enhances generalization. The approach hinges on differentiable rewards and Gaussian-conditioned divergences, offering a practical, first-order alternative to PPO for RLHF on consistency models and suggesting avenues for further exploration of divergence choices and reward-model interactions.
Abstract
Diffusion models have revolutionized generative modeling in continuous domains like image, audio, and video synthesis. However, their iterative sampling process leads to slow generation and inefficient training, challenges that are further exacerbated when incorporating Reinforcement Learning from Human Feedback (RLHF) due to sparse rewards and long time horizons. Consistency models address these issues by enabling single-step or efficient multi-step generation, significantly reducing computational costs. In this work, we propose a direct reward optimization framework for applying RLHF to consistency models, incorporating distributional regularization to enhance training stability and prevent reward hacking. We investigate various $f$-divergences as regularization strategies, striking a balance between reward maximization and model consistency. Unlike policy gradient methods, our approach leverages first-order gradients, making it more efficient and less sensitive to hyperparameter tuning. Empirical results show that our method achieves competitive or superior performance compared to policy gradient based RLHF methods, across various automatic metrics and human evaluation. Additionally, our analysis demonstrates the impact of different regularization techniques in improving model generalization and preventing overfitting.
