🤖 AI Summary
This work addresses the high computational cost and poor scalability of existing large language model agents in complex decision-making tasks, which typically rely on full interaction histories. The authors propose STEP-HRL, a novel hierarchical reinforcement learning framework that operates solely on single-step transitions. By decomposing tasks into subtasks to form a hierarchical structure, the method leverages representations of completed subtasks to capture global progress and incorporates a local progress module to compress intra-subtask history, thereby generating enriched step-level transition information. This approach substantially reduces dependence on long-horizon histories and achieves superior performance over current baselines on the ScienceWorld and ALFWorld benchmarks, demonstrating notable improvements in task success rate, generalization capability, and token efficiency.
📝 Abstract
Large language model (LLM) agents have demonstrated strong capabilities in complex interactive decision-making tasks. However, existing LLM agents typically rely on increasingly long interaction histories, resulting in high computational cost and limited scalability. In this paper, we propose STEP-HRL, a hierarchical reinforcement learning (HRL) framework that enables step-level learning by conditioning only on single-step transitions rather than full interaction histories. STEP-HRL structures tasks hierarchically, using completed subtasks to represent global progress of overall task. By introducing a local progress module, it also iteratively and selectively summarizes interaction history within each subtask to produce a compact summary of local progress. Together, these components yield augmented step-level transitions for both high-level and low-level policies. Experimental results on ScienceWorld and ALFWorld benchmarks consistently demonstrate that STEP-HRL substantially outperforms baselines in terms of performance and generalization while reducing token usage. Our code is available at https://github.com/TonyStark042/STEP-HRL.