arXiv:2606.04355cs.RO2026-06被引 1

提出快速采样方法,解决长期不确定性下的机器人规划难题

Think Fast and Far: Long-Horizon Online POMDP Planning via Rapid State Sampling

论文配图:Think Fast and Far: Long-Horizon Online POMDP Planning via Rapid State Sampling
图 1 · 摘自论文原文
  • 通过快速状态采样生成多样动作,避免穷举动作空间
  • 在3000步前瞻、35维状态空间上成功率超现有方法数倍
  • 适合复杂动态环境中的实时机器人路径规划

部分可观测马尔可夫决策过程(POMDP)是不确定性下运动规划的通用框架。尽管近年来POMDP求解器的可扩展性大幅提升,但长期视野的POMDP仍难求解。本文提出一种新型近似在线POMDP求解器——基于参考的快速状态采样在线规划(ROP-RAS3)。该方法利用极快的采样式运动规划技术,在线生成多样化的宏观动作,用于引导信念空间采样并推断高质量策略,无需对动作空间进行穷举枚举——这是现代在线POMDP求解器的核心限制。ROP-RAS3收敛至近似最优参考解的速度取决于采样动作数量,而非动作空间大小。在具有最多3000步前瞻、35维状态空间的多种长期视野POMDP问题上进行了评估,状态、动作和观测空间可为连续、离散或混合型。尽管参考最优解未必等同于最优POMDP解,但实验表明,在所有问题中,以成功率衡量,ROP-RAS3均优于其他先进方法,最高提升数倍。我们还在真实机器人上验证了该方法的有效性。本工作扩展了我们在ISRR24论文中的理论与实证结果。代码见: exttt{https://github.com/RDLLab/ROPRAS3}。

原文摘要 · Abstract (English)

Partially Observable Markov Decision Processes (POMDPs) are a general and principled framework for motion planning under uncertainty. Despite tremendous improvement in the scalability of POMDP solvers, long-horizon POMDPs remain difficult to solve. To alleviate the difficulty, this paper proposes a new approximate online POMDP solver, called Reference-Based Online POMDP Planning via Rapid State Space Sampling (ROP-RAS3). ROP-RAS3 uses novel extremely fast sampling-based motion planning techniques to sample the state space and generate a diverse set of macro actions online, which are then used to bias belief-space sampling and infer high-quality policies without requiring exhaustive enumeration of the action space -- a fundamental constraint for modern online POMDP solvers. ROP-RAS3 converges to a near-optimal reference-based solution at a rate that depends on the number of sampled actions, rather than the size of the action space. ROP-RAS3 is evaluated on various long-horizon POMDPs with up to 3000 lookahead steps and 35-dimensional state spaces, where the state, action and observation spaces can be continuous, discrete, or a hybrid of discrete and continuous. Although the reference-based optimal solution may not be the same as the optimal POMDP solution, empirical results indicate that in all of these problems, in terms of success rate, ROP-RAS3 outperforms other state-of-the-art methods by up to multiple folds. We also demonstrate the capability of our approach on a physical robot demonstration. This work extends the theory and empirical results of our ISRR24 paper. Code can be found at \texttt{https://github.com/RDLLab/ROPRAS3}.

机器人规划POMDP在线决策状态采样

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