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Scalable Maximum Entropy Reinforcement Learning for Diffusion Policies via Adjoint Matching

NeurIPS 2026 · Reinforcement learning › Policy gradient and actor-critic · approach: Model-based RL with guarantees · 0 citations (OpenAlex)

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Proposes AMDP, which trains diffusion policies for maximum-entropy RL via reciprocal adjoint matching with simulation-free regression on stored terminal actions, plus erf squashing and a trust-region loss.

Problem

Training diffusion policies for online maximum-entropy RL is hard without ground-truth action data; reverse-KL methods require backpropagation through the full diffusion chain, and Q-score/importance-weighted methods lack guarantees or scale poorly.

Approach

Frames diffusion policy optimization for MaxEnt-RL as stochastic optimal control and uses reciprocal adjoint matching, a fixed-point regression on the Q-score of terminal actions that can be trained simulation-free from a replay buffer; adds erf squashing whose Jacobian cancels the reference density and a Lagrangian trust-region update.</îcore_idea>

Key results

Surprising findings

Limitations

Experimental setup

Datasets: MuJoCo Playground DMC MuJoCo Playground humanoid ManiSkill3 HumanoidBench DMC dog and humanoid

Benchmarks: MuJoCo Playground DMC MuJoCo Playground humanoid ManiSkill3 HumanoidBench DMC dog and humanoid

Metrics: IQM return wallclock time per iteration

Baselines: REPPO PPO SPO DPPO FPO DIME QSM Diff-QL Consistency-AC

Builds on: adjoint matching reciprocal adjoint matching DIME REPPO QSM

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