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On Rollouts in Model-Based Reinforcement Learning
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Proposes Infoprop, a model-based rollout mechanism that removes epistemic noise from ensemble predictions via an information-theoretic belief update and terminates rollouts by accumulated information loss, plugged into Dyna-style MBRL (Infoprop-Dyna) and evaluated on MuJoCo.
Problem
Model-based rollouts with trajectory sampling accumulate epistemic model error, distorting the synthetic data distribution and limiting useful rollout length in Dyna-style MBRL.
Approach
Separate aleatoric from epistemic uncertainty in an ensemble's predictive distribution, reconstruct an estimate of the environment state via a Kalman-style conditional update that discards epistemic noise, and quantify data corruption as accumulated conditional entropy to decide when to stop rollouts.
Key results
- Infoprop-Dyna performs on par with or better than MACURA and substantially outperforms MBPO in data efficiency and asymptotic performance on MuJoCo tasks.
- Infoprop-Dyna yields substantially increased average rollout lengths compared to prior methods in all environments except Ant, with rollouts up to 100 steps.
- Model data in Infoprop-Dyna closely follows the environment distribution on Hopper, while MBPO and MACURA show severe outliers.
Measured effects reported in the paper
| What was changed | Where | Measured | Effect |
|---|---|---|---|
| Use Infoprop rollouts instead of Trajectory Sampling | Dyna-style model-based rollouts · Hopper, 20-step rollouts | data consistency | Helped |
| Use Infoprop-Dyna instead of MBPO or MACURA rollouts | Dyna-style model-based rollouts · Hopper, up to 100-step rollouts | data consistency | Helped |
| Replace MBPO with Infoprop-Dyna | Dyna-style MBRL · MuJoCo tasks | return | Helped |
| Use Infoprop-Dyna instead of SAC | Dyna-style MBRL · MuJoCo tasks | return | Helped |
| Set the single-step accuracy quantile ζ1 to 0.97 rather than 0.99 (ablation) | Infoprop-Dyna · Hopper | learning stability | Hurt |
| Set the single-step accuracy quantile ζ1 to 0.9999 rather than 0.99 (ablation) | Infoprop-Dyna · Hopper | learning stability | Helped |
| Set the single-step accuracy quantile ζ1 to 0.97 rather than 0.99 (ablation) | Infoprop-Dyna · Hopper | synthetic data quality | Helped |
Surprising findings
- Higher rollout data quality (smaller zeta_1) did not yield better learning: the most accurate setting (zeta_1=0.97) gave unstable returns, attributed to critic overfitting and loss of plasticity.
- Infoprop-Dyna shows instabilities on MuJoCo Humanoid late in training despite consistent rollout data.
Limitations
- Instabilities in learning on MuJoCo Humanoid when Infoprop rollouts are integrated naively into Dyna-style architecture.
- Assumptions (consistent aleatoric estimator, unbiased model) and heuristic thresholds lambda_1, lambda_2 are needed; thresholds depend on the AES model and algorithm.
- Rapid distribution shifts in the model buffer from long rollouts, especially early in training.
Experimental setup
Datasets: MuJoCo Halfcheetah MuJoCo Walker MuJoCo Hopper MuJoCo Ant MuJoCo Humanoid 1D random walk toy dataset
Benchmarks: MuJoCo Halfcheetah MuJoCo Walker MuJoCo Hopper MuJoCo Ant MuJoCo Humanoid
Metrics: episodic return average rollout length Wasserstein distance distribution consistency of model data vs environment data
Baselines: MBPO MACURA SAC Trajectory Sampling
Builds on: MBPO MACURA Trajectory Sampling Probabilistic ensembles Soft Actor-Critic
Closest papers by meaning
- Trust the Model Where It Trusts Itself - Model-Based Actor-Critic with Uncertainty-Aware Rollout Adaption (ICML 2024 · similarity 0.89)
- Plan To Predict: Learning an Uncertainty-Foreseeing Model For Model-Based Reinforcement Learning (NeurIPS 2022 · similarity 0.89)
- Optimistic Model Rollouts for Pessimistic Offline Policy Optimization (AAAI 2024 · similarity 0.88)
- ROLLVERIFY: BRIDGING EFFICIENCY AND ACCURACY IN LONG-TAIL ROLLOUT REINFORCEMENT LEARNING (NeurIPS 2026 · similarity 0.88)
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- The Edge-of-Reach Problem in Offline Model-Based Reinforcement Learning (NeurIPS 2024 · similarity 0.87)
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