TensorX
返回文献探索

Paper · arXiv 2508.09726

Sample More to Think Less: Group Filtered Policy Optimization for Concise Reasoning

Vaishnavi Shrivastava, Ahmed Awadallah, Vidhisha Balachandran, Shivam Garg, Harkirat Behl, Dimitris Papailiopoulos

15 upvotesAugust 13, 2025arXiv 预印本
AI 摘要

GFPO reduces length inflation in large language models by sampling larger groups and filtering responses based on length and token efficiency, maintaining accuracy and improving computational efficiency.

reinforcement learningverifiable rewardslength explosiontoken efficiencyGroup Filtered Policy OptimizationGFPOGRPOPhi-4-reasoning modelAIMEGPQAOmni-MATHLiveCodeBenchAdaptive Difficulty GFPO

Abstract

Large language models trained with reinforcement learning with verifiable rewards tend to trade accuracy for length--inflating response lengths to achieve gains in accuracy. While longer answers may be warranted for harder problems, many tokens are merely "filler": repetitive, verbose text that makes no real progress. We introduce GFPO (Group Filtered Policy Optimization), which curbs this length explosion by sampling larger groups per problem during training and filtering responses to train on based on two key metrics: (1) response length and (2) token efficiency: reward per token ratio. By sampling more at training time, we teach models to think less at inference time. On the Phi-4-reasoning model, GFPO cuts GRPO's length inflation by 46-71% across challenging STEM and coding benchmarks (AIME 24/25, GPQA, Omni-MATH, LiveCodeBench) while maintaining accuracy. Optimizing for reward per token further increases reductions in length inflation to 71-85%. We also propose Adaptive Difficulty GFPO, which dynamically allocates more training resources to harder problems based on real-time difficulty estimates, improving the balance between computational efficiency and accuracy especially on difficult questions. GFPO demonstrates that increased training-time compute directly translates to reduced test-time compute--a simple yet effective trade-off for efficient reasoning.

北京市昌平区探索星信息技术及软件开发工作室

京ICP备2026059466号