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Synthesis: A team of Yale physicists re-graded six widely used benchmarks with domain experts and found that the low scores commonly cited as evidence that frontier models "struggle with physics" are largely artifacts of broken benchmark materials and grading. Across 250 audited rejections in four benchmark subsets, 143 (57.20%) were benchmark errors, 95 (38.00%) were grader errors, and only 12 (4.80%) were genuine model errors. After correcting reference solutions and repairing or excluding defective questions, GPT-5.6-Sol's mean@4 rose from 47.3% to 78.7% on HLE-Physics and from 61.0% to 87.2% on CMT-Benchmark, with pass@4 of 94.4% on the 54 retained CritPt challenges. The result reframes AI evaluation as an assessment validity problem: when a model's true error rate falls below a benchmark's defect rate, the scorecard measures the benchmark, not the model. The authors argue that near-saturation on closed-ended problem-set physics makes existing instruments inadequate as evidence of scientific reasoning capability.

Key Findings

  1. Expert review of 250 audited rejections across HLE-Physics, PHYBench, PRISM-Physics, and UGPhysics attributed 238 (95.20%) to benchmark or grader defects and only 12 (4.80%) to genuine model errors, after conflict resolution.
  2. On HLE-Physics, GPT-5.6-Sol High's mean@4 rose from 47.28% pre-audit to 78.66% validated/repaired, and pass@4 from 55.94% to 91.38%, on the 116 questions retained after excluding 86 benchmark-error items.
  3. On CMT-Benchmark, expert correction raised GPT-5.6-Sol High's mean@4 from 61.00% to 87.24% and pass@4 from 72.00% to 97.96%; reviewers identified benchmark errors in 30 of the 50 questions, repairing 29 and excluding one.
  4. On CritPt, the pre-audit mean@5 of 32.29% for GPT-5.6-Sol Max on 70 challenges became a corrected mean@4 of 87.50% and pass@4 of 94.44% on the 54 challenges retained from 56 audited (21 benchmark errors found, 19 repaired, 2 excluded).
  5. Grader errors dominated the two benchmarks using rule-based evaluators: PHYBench recorded 40 grader errors, 13 benchmark errors, and 3 model errors among 56 rejections, while PRISM-Physics recorded 48 grader errors, 26 benchmark errors, and no model errors among 74 rejections.
  6. Corrected scores on the public-source benchmarks rose similarly: GPT-5.6-Sol High went from 26.50% to 90.23% mean@4 on PHYBench, 13.00% to 94.59% on PRISM-Physics, and 83.00% to 92.07% on UGPhysics.
  7. The HLE-adapted evaluation pipeline used for all corrected evaluations had the lowest grader error rate of the evaluators audited, at 4.08%, whereas per-question judgments were unavailable for CMT-Benchmark and CritPt, making their grader-error counts indeterminate.
  8. The pattern generalizes beyond physics: an audit of 138 SWE-bench Verified tasks found material problems in 59.4% of them, and a follow-up estimated roughly 30% of SWE-bench Pro tasks were broken.

Method: Attributing Errors Before Scoring Them

The paper's central move is procedural rather than statistical. Rather than reporting another leaderboard number, the authors combine benchmark evaluation with an expert audit that assigns each apparent failure to one of three categories: a model error (well-posed problem, correct reference solution, wrong model answer), a grader error (correct model answer marked wrong by the evaluator), or a benchmark error (defective problem statement or reference solution, including missing assumptions that cannot be inferred). Only the first category is a genuine capability signal.

The audit covers six closed-ended benchmarks in two groups. UGPhysics, PHYBench, and PRISM-Physics are drawn or adapted from public physics exercises and examinations, which creates a plausible route for training-data contamination; HLE-Physics, CMT-Benchmark, and CritPt are built from original expert-authored questions. The analysis leans on the expert-authored group because its lower presumed contamination risk makes measured performance a more informative signal, but the audit extends to all six. Three frontier models were evaluated — GPT-5.6-Sol, Claude Fable 5, and Gemini 3.1 Pro — with tools disabled on the three physics problem-set benchmarks and enabled for the two tool-using models on the expert-authored benchmarks. Every score is reported as mean@4 (average accuracy over four attempts) or pass@4 (solved in at least one of four attempts), except the pre-audit CritPt figures, which are Artificial Analysis's mean@5.

To bound the expert-review burden, the four pooled audits were restricted to questions that GPT-5.6-Sol High had failed on all attempts, yielding 502 questions of which 252 were accepted and 250 rejected and sent for review. Reviewers matched to each problem's subfield first checked whether the statement was well posed and the reference solution correct. For HLE-Physics, PHYBench, PRISM-Physics, and UGPhysics they then excluded defective questions; for CritPt and CMT-Benchmark they instead repaired the materials where a defensible repair existed, adding missing boundary conditions or clarifying conventions. CritPt is the sharpest example of why unrepaired items cannot be graded at all: because the official reference solutions were not public, reviewers independently solved each challenge to establish their own references, and they audited 56 challenges regardless of the model's pre-audit response, since the evaluation interface reports only aggregate scores. This is the design that underwrites every corrected number in the paper and is why the authors treat the corrected evaluations as the more valid measurement.

Evidence: How Much of the Reported Gap Is Real

The corrected numbers are large enough to invert the standard narrative. On the three expert-authored benchmarks, GPT-5.6-Sol High's mean@4 went from 47.28% to 78.66% on HLE-Physics and from 61.00% to 87.24% on CMT-Benchmark, while GPT-5.6-Sol Max's CritPt mean@4 reached 87.50% with pass@4 of 94.44%. Fable 5 High reached 78.24% mean@4 and 90.74% pass@4 on the same retained CritPt set. Gemini 3.1 Pro, which used no tools throughout, improved on HLE-Physics from 40.97% to 64.87% mean@4 and on CMT-Benchmark from 50.50% to 78.06% — clearly better than reported, but consistently behind the two tool-enabled models on the expert-authored instruments. The public-source benchmarks tell the same story with even wider gaps: PRISM-Physics moved from 13.00% to 94.59% and PHYBench from 26.50% to 90.23% for GPT-5.6-Sol High, and PRISM-Physics in particular produced no model errors at all among its 74 audited rejections, so every audited rejection there was a defect.

The measurement errors are concrete and inspectable. A PHYBench tension problem was graded zero by the Expression Edit Distance evaluator purely because the model rationalized a denominator differently, even though the two expressions are algebraically identical; a second PHYBench case failed over factor ordering; an HLE-Physics polymer force law was rejected although it reduces to the reference in the stated small-extension limit, up to a sign convention. Benchmark errors run from an erroneous HLE-Physics reference answer (√2 instead of 2−√2 after correct algebra) to a PRISM-Physics multiple-choice time-of-flight question with no timing or distance data given, to a CritPt Kitaev-honeycomb challenge where the unspecified normalization changed the ground-state energy by a factor of four, to a CMT-Benchmark Ising question whose reference answer was itself wrong and had to be changed from (a; c) to (a; b; c). These are not edge cases; they are the items the models were scored on.

The authors are careful about what the corrected scores do not show. Near-saturation on closed-ended tasks does not imply end-to-end research capability: they report that GPT-based agentic harnesses of the kind used successfully on open mathematics conjectures made considerably less progress on theoretical physics and have not fully solved a single open problem they attacked. Unsolved failure modes persist — in CritPt Challenge 18, all four GPT-5.6-Sol Max attempts silently assumed real particle polarizabilities that the problem never stipulated, recovering the reference only in that special case and dropping the polarizability-phase contributions of the general result.

Connection to the broader knowledge base

The related work places the finding in a familiar trajectory. Bowman and Dahl's criteria for adequate benchmarks — validity, reliable annotation, adequate statistical power, and disincentives for biased models — bear directly on the case: at high accuracy, a fixed benchmark loses the statistical power to distinguish 98% from 98.1% at any reasonable cost, and reliable annotation requires separating mislabeled items from items that have no clear right answer. The SWE-bench precedent is the closest analogue: expert review motivated the Verified subset, yet a later audit still found material problems in 59.4% of 138 Verified tasks, and defects survived two rounds of curation even in a domain where every task ships with an executable test. Physics benchmarks, graded against written reference solutions with no comparable check, have no structural reason to be cleaner. Anthropic's separate audit of CritPt — expert revisions to 31 of 71 problem statements, with Fable 5.1 reaching 88.4% mean@16 on CritPt-Corrected — independently corroborates that correction changes the measured result.

What this means for practice

  • Assessment professionals. Audit the items before citing a benchmark score as evidence of capability — of 250 expert-reviewed rejections, 238 (95.20 percent) were benchmark or grader defects and only 12 (4.80 percent) were genuine model errors — and prefer expert-authored instruments when the question is whether a model can reason: PHYBench, PRISM-Physics and UGPhysics are drawn or adapted from publicly available physics exercises and carry a plausible route to training-data contamination.
  • Researchers. Re-grade the questions a model fails on every attempt instead of trusting aggregate scores — restricting the audit this way captured 502 questions, and on CMT-Benchmark reviewers found benchmark errors in 30 of the 50 questions.
  • Researchers. Treat instrument validation as an ongoing, expert-driven activity rather than a one-time construction step — even the HLE-adapted pipeline used for every corrected evaluation carried a 4.08 percent grader error rate — check whether any AI tutor, grader or problem generator built on these items inherits their defect rate, and press for a new class of benchmark built from genuinely hard physics tasks with verified reference solutions, adequately resourced for high-quality expert curation.
  • Researchers. Read near-saturation on closed-ended problem sets as a limit of the instrument, not as general physics ability: every benchmark contains some fraction of defective items and a model's measured error rate cannot fall below that defect rate, so as capability grows and correct answers become common, accumulating grader errors widen the gap — GPT-based agentic harnesses that made progress on open mathematics conjectures made considerably less progress on theoretical physics and had not fully solved a single open problem they attacked.

Limitations

  • The audit was restricted to questions where all of GPT-5.6-Sol High's attempts were evaluated as incorrect, so defects sitting on items that model happened to answer correctly are invisible by construction; of the 502 questions captured, only 250 were rejected and sent for expert review.
  • Only three frontier models were scored (GPT-5.6-Sol, Claude Fable 5, Gemini 3.1 Pro), and the corrected figures rest on one evaluation pipeline whose own grader error rate was 4.08 percent.
  • Per-question grader judgments were unavailable for CMT-Benchmark and CritPt, leaving their grader-error counts indeterminate, and because CritPt's official reference solutions were not public, reviewers solved the 56 audited challenges themselves to establish references of their own making.
  • Reference solutions are public for only 100 of PHYBench's 500 questions, which restricts that analysis, and the benchmarks drawn from public examinations stay exposed to training-data contamination regardless of the repairs.

Connected Concepts

Connected Articles

Citation

Ansari, A., Sun, H., Liu, A. Z., et al. (2026). How Good Are Frontier Models at Physics? Expert Re-Grading Reveals Broken Evaluations and Near-Saturation of Leading Benchmarks. arXiv preprint.

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