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arXiv Machine Learning · 2026/7/31 04:00:00

Kalman Meets Curriculum: Efficient Dynamic Prompt Selection for Adaptive RL Finetuning

AI 中文解读
核心亮点:AI训练中“选练习题”的难题被解决了,新方法像GPS一样动态追踪题目难度,又快又准。 通俗解读:大模型就像学生,训练时得挑难度合适的题,太难学不会,太简单没进步。但题目难度会随着模型变强而改变,老办法要么费时费力地试做,要么靠猜测却跟不上变化。这次研究人员用了一种叫“卡尔曼滤波”的技术——就是导航预测位置的那套逻辑,实时估算每道题对当前模型的挑战性,还能自动调整。整个过程不需要额外做题,不增加训练成本。 实际影响:这意味着AI能用更少的数据和计算资源,变得更会推理、更聪明。比如以后用AI辅导数学、规划行程或解决几何问题,响应更快、答案更准。对普通用户来说,AI服务的成本可能下降,能力反而提升,一些复杂任务(如自动解题、智能规划)会体验更流畅。这项技术也为未来更高效的AI训练提供了新思路。
arXiv:2607.27610v1 Announce Type: new Abstract: Reinforcement learning (RL) finetuning significantly enhances the reasoning capabilities of large language models (LLMs), yet its effectiveness critically depends on selecting prompts of appropriate difficulty for the current policy. This is challenging because prompt difficulty evolves throughout training. Existing online methods therefore face a trade-off: evaluation-based approaches are accurate but expensive, while prediction-based approaches are efficient but typically assume stationary difficulty, making them ill-suited to RL's non-stationary training dynamics. To address these issues, we propose a Kalman-Guided Prompt Selection method (KGPS), which reformulates prompt selection as a dynamic state estimation problem rather than static difficulty prediction. KGPS models each prompt's latent success rate in logit space using a linear-Gaussian state-space model, with process noise coupled to the magnitude of policy updates so that uncertainty increases when the policy changes more substantially. A Kalman filter then maintains a calibrated Gaussian posterior over prompt difficulty, and prompts are selected by maximizing a posterior-expected training utility that favors intermediate-difficulty prompts while naturally revisiting uncertain ones. The resulting procedure is adaptive to policy drift and requires no additional rollouts beyond standard policy training. Extensive experiments across mathematics, planning, and geometry reasoning benchmarks, as well as multiple RL algorithms, show that KGPS consistently improves both final accuracy and rollout efficiency over strong baselines, establishing state-of-the-art performance among online prompt selection methods. For example, on DeepSeek-R1-Distill-7B, KGPS uses 83% fewer rollouts than DS while even improving the average performance by 0.12 point across six math reasoning benchmarks.
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