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SLAT: Segment-Level Adaptive Trimming for Efficient CoT Reasoning

About

Recent advances in Large Reasoning Models have significantly improved chain-of-thought (CoT) capabilities via reinforcement learning (RL). However, generated reasoning chains frequently suffer from structural redundancy (i.e., \emph{overthinking}), incurring high computational overhead without improving answer correctness. Existing mitigation strategies typically rely on token-uniform length penalties, which provide coarse, segment-agnostic pressure toward shorter outputs and can inadvertently suppress useful reasoning alongside redundancy. To address this, we demonstrate that inefficiency concentrates in high-probability segments with low marginal utility. We derive a theoretical characterization of segment suboptimality under the correctness-length trade-off objective and propose \textsc{SLAT} (Segment-Level Adaptive Trimming), an RL framework that selectively suppresses redundant segments based on this criterion. Empirical results on standard benchmarks indicate that \textsc{SLAT} establishes a superior accuracy-efficiency Pareto frontier, reducing reasoning length by $50\%$ relative to uncompressed baselines while maintaining competitive accuracy. Overall, our results suggest that theoretically grounded, segment-aware trimming is a promising direction for efficient CoT reasoning in large language models.

Jian Yao, Xiongcai Luo, Ran Cheng, Kay Chen Tan• 2026

Related benchmarks

TaskDatasetResultRank
Mathematical ReasoningMATH 500
Accuracy92.8
589
Mathematical ReasoningOlympiad Bench
Accuracy59.6
254
Mathematical ReasoningAIME 24
Accuracy45
78
Mathematical ReasoningAIME24
Accuracy52.9
70
Mathematical ReasoningAIME 25
Accuracy31.6
48
Mathematical ReasoningAMC23
Accuracy89.1
41
Mathematical ReasoningMATH 500
Accuracy86.2
18
Language UnderstandingMMLU
Accuracy58.3
6
Science Question AnsweringGPQA
Accuracy50.6
6
Mathematical ReasoningMathematical Reasonings Average
Accuracy60.6
3
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