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Bag of Tricks for Inference-time Computation of LLM Reasoning
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Benchmarks inference-time computation methods for LLM reasoning and studies "tricks" (prompt type, temperature, top-p, reward model type, self-evaluation) across eight reasoning tasks using Llama, Qwen, and Mistral models.
Problem
Inference-time computation methods (Best-of-N, beam search, MCTS, self-consistency, self-refine) are sensitive to implementation details and have inconsistent effectiveness across reasoning tasks, lacking standardized evaluation.
Approach
Systematically ablates low-attention configuration choices (instruction prompt, temperature, top-p, reward type, self-evaluation) and benchmarks six inference-time computation methods under a fixed token budget on a common set of tasks, reporting that simple tricks such as temperature tuning can shift accuracy by several points.
Key results
- Tuning temperature to 0.8 improves reasoning accuracy by roughly 2.32% to 4.83% across four datasets relative to other settings, per the authors.
- Under a fixed token budget, Self-Consistency and Best-of-N achieve the highest accuracy on several tasks; e.g., Llama-3.1-8B Best-of-N reaches 94.0% on PrOntoQA and Qwen-2.5-7B Self-Consistency reaches 70.2% on MATH.
- Self-Refine underperforms Self-Consistency broadly; e.g., Self-Refine on FEVER drops to 19.1% (Llama-3.1-8B) and 16.8% (Qwen-2.5-7B).
Measured effects reported in the paper
| What was changed | Where | Measured | Effect |
|---|---|---|---|
| Tune inference temperature to 0.8 (ablation) | Best-of-N reasoning · four reasoning datasets | accuracy: 2.32% to 4.83% | Helped |
| Tune top-p to 0.9 (ablation) | Best-of-N reasoning · reasoning tasks | accuracy: 2.32%–5.88% | Helped |
| Use CoT instead of IO prompting (ablation) | LLM inference-time reasoning · Bamboogle and MATH | accuracy (%): 42.7 -> 52.4; 11.8 -> 58.4 | Helped |
| Add reflection-based CoT instead of standard CoT (ablation) | LLM inference-time reasoning · Bamboogle and MATH | accuracy (%): 52.4 -> 56.4; 58.4 -> 58.6 | Mixed |
| Use self-evaluation to select candidates instead of random selection or majority voting (ablation) | LLM inference-time reasoning · four benchmark tasks | accuracy | Mixed |
| Use process-based LLM-as-Judge rewards (ablation) | inference-time reasoning · complex reasoning, mathematics, and code generation | accuracy / pass@1 | Helped |
| Use Proof-Critical Reward while scaling test-time computation (ablation) | LLM reasoning · MATH | accuracy | Hurt |
| Combine Reflect CoT with temperature 0.8 and top-p 0.9 (ablation) | LLM inference-time reasoning · Bamboogle and MATH | accuracy | No clear effect |
| Use Self-Refine rather than Self-Consistency | LLM reasoning under fixed token budget · reasoning tasks | accuracy | Hurt |
| Increase completion tokens with Beam Search | LLM reasoning · reasoning tasks | accuracy | No clear effect |
| Use Best-of-N instead of other inference-time methods | LLM reasoning · knowledge-based reasoning tasks | accuracy | Helped |
Surprising findings
- Self-evaluation can perform worse than random selection in some settings.
- Improvements from combining tricks are not additive; Reflect CoT with temperature 0.8 did not help on Bamboogle and MATH.
Limitations
- Findings may not generalize to all datasets and models, as the authors note.
- Reward models show generalization issues, producing inconsistent gains across tasks and performance inflation.
- Combined tricks are not reliably additive.
Experimental setup
Datasets: GSM8K GSM-Hard MATH500 PrOntoQA HumanEval Bamboogle FEVER HotpotQA
Benchmarks: GSM8K GSM-Hard MATH500 PrOntoQA HumanEval Bamboogle FEVER HotpotQA
Metrics: accuracy pass@1 token consumption
Baselines: Best-of-N Step-Level Best-of-N Beam Search MCTS Self-Consistency Self-Refine
Builds on: Best-of-N Self-Consistency Monte Carlo Tree Search Self-Refine Chain-of-Thought
Closest papers by meaning
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- A Theoretical Study on Bridging Internal Probability and Self-Consistency for LLM Reasoning (NeurIPS 2025 · similarity 0.91)
- Towards Thinking-Optimal Scaling of Test-Time Compute for LLM Reasoning (NeurIPS 2025 · similarity 0.91)
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- RL of Thoughts: Navigating LLM Reasoning with Inference-time Reinforcement Learning (ICLR 2026 · similarity 0.91)
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