D2C-HRHR: Discrete Actions with Double Distributional Critics for High-Risk-High-Return Tasks
On the map: Deep reinforcement learning methods → RL with diffusion and flow models
Abstract (arXiv)
Tasks involving high-risk-high-return (HRHR) actions, such as obstacle crossing, often exhibit multimodal action distributions and stochastic returns. Most reinforcement learning (RL) methods assume unimodal Gaussian policies and rely on scalar-valued critics, which limits their effectiveness in HRHR settings. We formally define HRHR tasks and theoretically show that Gaussian policies cannot guarantee convergence to the optimal solution. To address this, we propose a reinforcement learning framework that (i) discretizes continuous action spaces to approximate multimodal distributions, (ii) employs entropy-regularized exploration to improve coverage of risky but rewarding actions, and (iii) introduces a dual-critic architecture for more accurate discrete value distribution estimation. The framework scales to high-dimensional action spaces, supporting complex control domains. Experiments on locomotion and manipulation benchmarks with high risks of failure demonstrate that our method outperforms baselines, underscoring the importance of explicitly modeling multimodality and risk in RL.
Key facts. No citing papers in the map yet (data through 14 Oct 2026). Placed in RL with diffusion and flow models, one of 15 directions in Deep reinforcement learning methods. Builds on 19 of its 24 references that are in the map. First posted on arXiv 20 Oct 2025.
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References · 19
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7 more
- 2024Stop Regressing: Training Value Functions via Classification for Scalable Deep RLcited by 144
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- 2023Reparameterized Policy Learning for Multimodal Trajectory Optimization
- 2026Dual-Flow Reinforcement Learning with State-Aware Exploration
- 2025Distributions as Actions: A Unified Framework for Diverse Action Spaces
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- 2024Enhancing Exploration with Diffusion Policies in Hybrid Off-Policy RL: Application to Non-Prehensile Manipulation
- 2026How Does the Lagrangian Guide Safe Reinforcement Learning through Diffusion Models?