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An Enigma of Artificial Reason: Investigating the Production-Evaluation Gap in Large Reasoning Models
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Introduces the VAIR dataset of math solutions with trivial reasoning flaws but valid answers to show that large reasoning models fail to evaluate reasoning even though they produce it near-perfectly, and traces this to answer confirmation bias via CoT analysis, linear probes, and causal patching.
Problem
Large reasoning models excel at producing reasoning but it is unclear how well they evaluate reasoning when the final answer is valid; existing evaluations confound reasoning evaluation with answer correctness.
Approach
Decouple reasoning evaluation from production and answer validity using VAIR (valid final answer, invalid reasoning) solutions, then diagnose the failure with CoT annotation, dynamic linear probes, and causal activation patching of answer tokens, revealing an answer confirmation bias.
Key results
- Frontier LRMs score as low as 47.9% (GPT 5.4) and 52.5% (GPT 5) on VAIR evaluation while exceeding 94.7% on solving; Gemini 3.1 Pro reaches 78.6%.
- Human participants (n=195) show only a maximum 6.3% gap, with 74.5% VAIR accuracy vs 80.8% on solving.
- Causal patching of answer activations flips verdicts at rates of 80.5% (Qwen3-0.6B), 52.2% (Qwen3-4B), and 55.6% (GPT-oss-20B) when patching all layers.
Surprising findings
- Humans outperform most LRMs on VAIR evaluation in absolute terms despite lower solving accuracy than frontier models.
- Process reward model Qwen2.5-Math-PRM-7B shows similar VAIR failures (67.8% overall, 49.1% on Missing Reasoning).
Limitations
- Mechanistic analyses restricted to open-weight models under 20B parameters.
- Evaluation limited to mathematical reasoning where validity is clearly defined.
- Does not directly test the effect of LRM training objectives on the gap.
Experimental setup
Datasets: GSM8K MATH Process-Bench VAIR VAVR IAIR
Benchmarks: VAIR VAVR IAIR
Metrics: accuracy flip rate probe accuracy P(model represents solution as valid)
Baselines: Claude Sonnet 4.6 Claude Opus 4.7 DeepSeek R1 GPT 5 GPT 5.4 Gemini 3.1 Pro Qwen2.5-Math-PRM-7B
Builds on: GSM8K MATH Process-Bench process reward models
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