Blockwise Policy-Drift Gating for On-Policy Distillation

📅 2026-06-22
📈 Citations: 0
Influential: 0
📄 PDF
🤖 AI Summary
This work addresses the instability of policy distillation in long-horizon reasoning tasks when relying on student-sampled trajectories. To mitigate this issue, the authors propose a lightweight, block-level policy drift gating mechanism that dynamically reweights position-wise losses without altering the teacher targets or rollout policies. The method computes the log-probability divergence between the behavioral and current policies over fixed-length token blocks, then applies mean normalization to generate a gating signal. Notably, it leverages local policy drift—measured as the discrepancy between old and new policies—as a practical control signal, substantially enhancing distillation robustness. Evaluated on the Qwen3 mathematical reasoning benchmark, the approach with 64-token blocks improves average pass@8 from 0.4978 to 0.5160 and achieves state-of-the-art average performance across four benchmarks under the Teacher-TopK/LSM setting.
📝 Abstract
On-policy distillation (OPD) trains a student policy using teacher signals computed on trajectories sampled by the student itself. Recent work shows that sampled-token OPD can be fragile on long-horizon reasoning tasks and that local teacher-support matching is a simple and effective repair. This paper introduces blockwise policy-drift gating, a lightweight student-only old-current drift controller for OPD under rollout reuse. The method computes log-probability shifts between the behavior student and the current student on the sampled token path, aggregates these shifts over fixed blocks or spans, and uses the resulting detached, mean-normalized gates to reweight OPD position losses. It does not change teacher targets, teacher top-K supports, or the rollout policy. In a six-variant Qwen3 math reasoning benchmark with a uniform 200-step training budget for all trained variants, we use pass@8 as the primary problem-level solve-rate metric. Fixed 64-token block gating improves sampled-token OPD mean pass@8 from 0.4978 to 0.5160 across AIME24, AIME25, MATH500, and AMC23. On Teacher-TopK/LSM, Block64 gives the best four-benchmark mean pass@8 among trained students. The results identify local old-current policy drift as a practical control signal for reused OPD rollouts and motivate block-level gating as a simple default for improving solve-rate robustness.
Problem

Research questions and friction points this paper is trying to address.

on-policy distillation
policy drift
long-horizon reasoning
rollout reuse
student policy
Innovation

Methods, ideas, or system contributions that make the work stand out.

blockwise gating
policy drift
on-policy distillation
rollout reuse
log-probability shift
🔎 Similar Papers
2024-07-21arXiv.orgCitations: 1