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上交/腾讯 GIFT 论文:蒸馏梯度与 RL 的冲突与解决

蒸馏梯度会跟 RL 打架:上交/腾讯 GIFT,难数学相对最高约 +9.5%

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AI 导读

用梯度几何过滤蒸馏–RL 冲突 token。

一手信源
学术论文·arXiv:2610.30796

上交/腾讯 GIFT 论文 (arXiv:2610.30796)

MIT

“View PDF HTML (experimental) Abstract: Training large language models for complex reasoning tasks relies on two complementary signals: spars”

正文

View PDF HTML (experimental)

Abstract:Training large language models for complex reasoning tasks relies on two complementary signals: sparse, outcome-grounded reinforcement learning (RL) for correctness, and dense, token-level distillation for guidance. However, complementarity in supervision does not guarantee compatibility in optimization; imitation-focused distillation can conflict with the outcome-driven RL objective, and existing hybrids lack a principled resolution. We propose \textbf{GIFT} (\textbf{G}radient-\textbf{I}nformed \textbf{F}il\textbf{T}ering for Distillation-Augmented Reasoning RL), a novel method that directly addresses the allocation problem of which teacher updates to apply. GIFT performs a token-level geometric analysis, decomposing the distillation gradient into a component \textbf{parallel} to the RL gradient, which measures first-order conflict and provides a \textbf{safety} filter, and a component \textbf{orthogonal} to it, which quantifies novel directional guidance and provides a measure of \textbf{value}. This decomposition yields a principled scoring rule to rank token-level guidance. We combine this with a progressive \textbf{coverage annealing} schedule that shrinks the budget of tokens receiving distillation, ensuring that the most conflicting updates are discarded first while the most complementary ones are retained at full strength. This facilitates a smooth transition from dense, geometrically-filtered guidance to a pure, outcome-grounded objective at convergence. Extensive experiments on mathematical and logical reasoning benchmarks show that GIFT consistently outperforms strong baselines across multiple model scales, achieving relative gains of up to 9.5\% on difficult mathematical reasoning tasks. Code: this https URL
Subjects: Machine Learning (cs.LG)
Cite as: arXiv:2610.30796 [cs.LG]
  (or arXiv:2610.30796v1 [cs.LG] for this version)
  https://doi.org/10.48550/arXiv.2610.30796

arXiv-issued DOI via DataCite (pending registration)

Submission history

From: Shijie Li [view email]
[v1] Thu, 22 Oct 2026 06:22:45 UTC (1,792 KB)

来源:Agent Control Flash News · arxiv.org

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