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This paper introduces LSTAE, a reinforcement learning algorithm designed to reduce the computational cost of training long-horizon agents by leveraging historical experience instead of repeated trajectory sampling. By utilizing a two-timescale design that tracks moving success frontiers and exploits recurrent states, the method significantly lowers rollout requirements while maintaining performance on agentic and mathematical reasoning benchmarks. The work addresses a key efficiency bottleneck in advanced AI agent development, offering a practical path toward more scalable training regimes.
Tracking the Moving Frontier: Long-Short Term Advantage Estimator
arXiv:2609.06671v1 Announce Type: new Abstract: Group-based RLVR methods estimate advantages by repeatedly sampling multiple trajectories for each prompt, making long-horizon agent training expensive and discarding useful experience accumulated across iterations. We ask whether historical experience can replace these repeated within-iteration comparisons without directly optimizing on stale trajectories. We introduce Long-Short Term Advantage Estimator (LSTAE), a single-stream RL algorithm that uses history for advantage estimation while updating the policy only with the current rollout. LSTAE maintains a persistent tracker for each task anchor. At the trajectory level (long term), a drift-aware historical baseline tracks the anchor's moving success frontier and measures the relative contribution of each new trajectory. At the step level (short term), a recent state-experience buffer exploits recurrent states to estimate localized action advantages. This two-timescale design converts accumulated experience into multi-granular credit signals, requiring only one rollout per anchor. Across agentic and mathematical reasoning benchmarks, LSTAE matches or improves upon strong group-based baselines while substantially reducing rollout cost.
Abstract:Group-based RLVR methods estimate advantages by repeatedly sampling multiple trajectories for each prompt, making long-horizon agent training expensive and discarding useful experience accumulated across iterations. We ask whether historical experience can replace these repeated within-iteration comparisons without directly optimizing on stale trajectories. We introduce Long-Short Term Advantage Estimator (LSTAE), a single-stream RL algorithm that uses history for advantage estimation while updating the policy only with the current rollout. LSTAE maintains a persistent tracker for each task anchor. At the trajectory level (long term), a drift-aware historical baseline tracks the anchor's moving success frontier and measures the relative contribution of each new trajectory. At the step level (short term), a recent state-experience buffer exploits recurrent states to estimate localized action advantages. This two-timescale design converts accumulated experience into multi-granular credit signals, requiring only one rollout per anchor. Across agentic and mathematical reasoning benchmarks, LSTAE matches or improves upon strong group-based baselines while substantially reducing rollout cost.
Machine Learning (cs.LG); Artificial Intelligence (cs.AI)
arXiv:2609.06671 [cs.LG]
(or arXiv:2609.06671v1 [cs.LG] for this version)
https://doi.org/10.48550/arXiv.2609.06671 Focus to learn more arXiv-issued DOI via DataCite (pending registration)
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