SABER: Switchable and Balanced Training for Efficient LLM Reasoning
- URL: http://arxiv.org/abs/2508.10026v1
- Date: Fri, 08 Aug 2025 11:27:48 GMT
- Title: SABER: Switchable and Balanced Training for Efficient LLM Reasoning
- Authors: Kai Zhao, Yanjun Zhao, Jiaming Song, Shien He, Lusheng Zhang, Qiang Zhang, Tianjiao Li,
- Abstract summary: Large language models (LLMs) empowered by chain-of-thought reasoning have achieved impressive accuracy on complex tasks.<n>But they suffer from excessive inference costs and latency when applied uniformly to all problems.<n>We propose SABER, a reinforcement learning framework that endows LLMs with user-controllable, token-budgeted reasoning.
- Score: 33.99585074045295
- License: http://arxiv.org/licenses/nonexclusive-distrib/1.0/
- Abstract: Large language models (LLMs) empowered by chain-of-thought reasoning have achieved impressive accuracy on complex tasks but suffer from excessive inference costs and latency when applied uniformly to all problems. We propose SABER (Switchable and Balanced Training for Efficient LLM Reasoning), a reinforcement learning framework that endows LLMs with user-controllable, token-budgeted reasoning. SABER first profiles each training example's base-model thinking token usage and assigns it to one of the predefined budget tiers. During fine-tuning, the model is guided by system prompts and length-aware rewards to respect its assigned budget. In parallel, we incorporate no-think examples to ensure the model remains reliable even when explicit reasoning is turned off. SABER further supports four discrete inference modes - NoThink, FastThink, CoreThink, and DeepThink, enabling flexible trade-offs between latency and reasoning depth. Extensive evaluations on math reasoning (MATH, GSM8K), code generation (MBPP), and logical reasoning (LiveBench-Reasoning) demonstrate that SABER achieves high accuracy under tight budgets, graceful degradation, and effective cross-scale and cross-domain generalization. In particular, SABER-FastThink cuts reasoning length by 65.4% and yields a 3.6% accuracy gain compared with the base model on the MATH benchmark.
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