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Rethinking Inference-Time Scaling: Efficiency Limits and Linguistic Signals
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There is intense interest in investigating how inference time compute (ITC) (e.g. repeated sampling, refinements, etc) can improve large language model (LLM) capabilities. While breakthroughs like DeepSeek-R1 highlight the power of reinforcement learning for reasoning, the interaction between ITC and reasoning-optimized weights remains poorly understood. This work conducts a comprehensive analysis of inference-time scaling methods for both reasoning and non-reasoning models on challenging reasoning tasks. While prior work suggests that scaling test-time compute can optimally substitute for model parameter scaling, we identify a fundamental limit to this compute-equivalence, the reasoning floor, a performance plateau that non-reasoning models cannot escape, no matter how much inference compute is spent. We demonstrate that general-purpose models fail to match the accuracy of reasoning-optimized models even with an order of magnitude more inference compute, suggesting that internalizing reasoning protocols is a prerequisite for effective test-time scaling. Within reasoning models, we find that the complexity of the scaling method often yields diminishing returns; simple majority voting consistently outperforms sophisticated sequential revision and mixture-of-agents frameworks. Crucially, we identify a Linguistic Signal of Correctness - correct responses are significantly more concise and exhibit a lower density of hedging and thinking markers. We demonstrate that these intrinsic linguistic features can serve as zero-compute proxies for response quality, providing a pathway to more efficient, self-diagnostic reasoning agents.
Forward citations
Cited by 4 Pith papers
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DynScaling: Efficient Verifier-free Inference Scaling via Dynamic and Integrated Sampling
DynScaling improves verifier-free inference-time scaling by merging parallel and sequential sampling and allocating budget across queries with a UCB-based uncertainty rule.
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