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Quantile Geometry Regularization for Distributional Reinforcement Learning

NeurIPS 2026 · Reinforcement learning › Policy gradient and actor-critic · approach: Distributional value learning · 0 citations (OpenAlex)

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Proposes RQIQN, an IQN variant that adds a closed-form Wasserstein distributionally robust quantile correction to the TD residual, evaluated on risk-sensitive surface-vehicle navigation and Atari.

Problem

Quantile-based distributional RL (e.g., IQN) learns return distributions via bootstrapped quantile regression, but finite quantile statistics are not Bellman-closed, so target quantiles can distort or collapse the learned return distribution.

Approach

Interprets each IQN loss slot as a local empirical quantile estimation problem and robustifies it against a type-p Wasserstein ambiguity set, yielding a closed-form, fraction-dependent, median-antisymmetric and monotone location correction added to the TD residual, with the radius decayed over training by a reverse-logistic schedule.

Key results

Surprising findings

Limitations

Experimental setup

Datasets: Atari-5 subbenchmark Atari games (ALE, sticky actions) custom marine navigation simulator with vortex flows

Benchmarks: Atari-5 / Atari games (9 games) ASV navigation hard-mode (10 obstacles, 8 vortex cores)

Metrics: score / return success rate collision rate timeout rate time to success energy to success

Baselines: DQN IQN C51 QR-DQN Rainbow IEQN ER-DQN

Builds on: IQN QR-DQN WDRQR (Wasserstein distributionally robust quantile regression) Dopamine

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