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Maximum Entropy Reinforcement Learning with Diffusion Policy

ICML 2025 · Reinforcement learning › Policy gradient and actor-critic · approach: Off-policy actor-critic with expressive policies · 0 citations (OpenAlex)

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Uses a diffusion model as the policy inside soft actor-critic for maximum-entropy RL, with a Q-weighted noise estimation training target and a numerical-integration log-probability estimate.

Problem

Gaussian policies in SAC are unimodal and explore only one mode in complex multi-goal RL tasks, so they can get stuck in local optima instead of approaching the optimal MaxEnt policy.

Approach

Train a diffusion policy to fit the Boltzmann distribution exp(Q/β) without target samples, using a weighted importance-sampling estimate of the score (Q-weighted Noise Estimation, which avoids Q-gradients), and compute the diffusion policy's log-probability via numerical integration over the noise-prediction error so that the soft Q-function can be used.

Key results

Measured effects reported in the paper

What was changedWhereMeasuredEffect
replace the Gaussian policy with a diffusion policyMaxEntDP · Mujoco benchmarksevaluation performanceHelped
replace the Gaussian policy with a diffusion policyMaxEntDP · Mujoco benchmarksevaluation varianceHelped
use Q-weighted Noise Estimation instead of QSMdiffusion policy training · HalfCheetah-v3performance stabilityHelped
use Q-weighted Noise Estimation instead of iDEMdiffusion policy training · HalfCheetah-v3performance stabilityHelped
use Q-weighted Noise Estimation instead of QSM or iDEMdiffusion policy training · HalfCheetah-v3score estimation varianceHelped
use MaxEntDP rather than competing diffusion-based online RL algorithmsonline RL · Mujoco benchmarksperformanceMixed
include policy entropy when computing the Q-function (ablation)MaxEntDP · Mujoco benchmarksperformanceHelped
include policy entropy when computing the Q-function (ablation)MaxEntDP · Mujoco benchmarkstraining varianceHelped

Limitations

Experimental setup

Benchmarks: MuJoCo 2-D multi-goal point-mass environment

Metrics: episode return score-estimation standard deviation

Baselines: SAC MEow TD3 QSM DIPO QVPO DACER iDEM

Builds on: soft actor-critic diffusion models QSM iDEM MEow

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