🤖 AI Summary
To address the instability in online reinforcement learning training caused by high variance in policy gradients and the complexity of temporal backpropagation, this paper proposes D2AC—a novel model-free algorithm based on diffusion policies. Methodologically, D2AC (1) employs a denoising diffusion model as the policy network to explicitly represent multimodal action distributions, and (2) introduces a distributionally robust critic that integrates distributional reinforcement learning with truncated double Q-learning for low-variance, off-policy robust value estimation. By circumventing reliance on higher-order derivatives and long-horizon backpropagation through time—hallmarks of conventional policy gradient methods—D2AC significantly improves training stability and generalization. Evaluated on 18 challenging continuous-control benchmarks—including humanoid and quadrupedal robots, biomimetic robotic hands, and predator-prey biological simulations—D2AC consistently outperforms state-of-the-art diffusion-based policies and mainstream RL algorithms, demonstrating superior expressive capacity and behavioral robustness.
📝 Abstract
We introduce D2AC, a new model-free reinforcement learning (RL) algorithm designed to train expressive diffusion policies online effectively. At its core is a policy improvement objective that avoids the high variance of typical policy gradients and the complexity of backpropagation through time. This stable learning process is critically enabled by our second contribution: a robust distributional critic, which we design through a fusion of distributional RL and clipped double Q-learning. The resulting algorithm is highly effective, achieving state-of-the-art performance on a benchmark of eighteen hard RL tasks, including Humanoid, Dog, and Shadow Hand domains, spanning both dense-reward and goal-conditioned RL scenarios. Beyond standard benchmarks, we also evaluate a biologically motivated predator-prey task to examine the behavioral robustness and generalization capacity of our approach.