
TL;DR
Hugging Face's open challenge used 1,200+ participants and their coding agents to attempt 2,226 ICML 2026 papers claim by claim. 51% had claims independently verified, 23% had a falsified or contested claim, and four documented falsifications include a spotlight theorem that fails after step 224.
ICML 2026 accepted 6,352 papers from 23,918 submissions, roughly double the previous year. Reviewers are volunteers. One accepted spotlight paper carried a reviewer note that reads, "My low confidence score is because I did not check all the proofs carefully." That paper is central to what happened next.
Between July 15 and August 2, Hugging Face and alphaXiv ran the ICML 2026 Open Reproductions challenge: 1,221 community members brought their own coding agents (Claude Code, Codex, Cursor, OpenResearch's orx, and others) and tried to reproduce the conference claim by claim. The result is the largest claim-level audit of a machine learning conference on record, and it forces a reckoning: on 23% of the papers examined, at least one claim was falsified or contested.
In 19 days the participants published 6,816 Trackio logbooks covering 2,226 papers, about 34% of the conference. A total of 35,908 individual claims were judged, with verdicts frozen in a public dataset at challenge close. Every run produced a logbook (write-up, code, artifacts, and optionally the full agent trace), and an automated Logbook Judge running GLM-5.2 re-read each one and issued per-claim verdicts, instructed to treat every self-assessment as untrusted.
Aggregating per paper:
35 participants formally claimed falsifications. Hugging Face re-verified every one adversarially, re-reading paper and logbook, re-deriving the math or re-implementing the experiment from the paper's text. Four confirmed cases show how varied these failures are:
The spotlight paging paper. "Towards Optimal Robustness in Learning-Augmented Paging" claims its algorithm achieves robustness H_k + O(1). One participant's logbook measured the additive term growing like 0.38 ln k and located the exact step of the proof that breaks. Hugging Face's own re-implementation extended the sweep to k = 1,024 and confirmed the growth at roughly nine sigma. The true robustness is H_k + Theta(log k). A theorem that falls after step 224, in the paper whose reviewer did not check the proofs carefully.
Counterexamples stop too early. "Attention's forward pass and Frank-Wolfe" proves token particles collapse to the origin when the origin starts inside their convex hull. Three independent teams found counterexamples, with violations first appearing at steps 224, ~3,800, and 6,416. That is why everyone else "verified" the claim: finite-horizon checks stop too early. The cleanest counterexample is stated in exact rational arithmetic, so there is no floating-point ambiguity to hide behind. The authors confirmed the same day and are working on a fix.
The code does not match the theory. In "Self-Distillation Enables Continual Learning," the central equation and the entire theory section analyze reverse KL divergence, but the released code's default computes forward KL. The logbook also failed to reproduce the paper's headline +4pp result under the authors' own code and data. The authors uploaded a clarified version to arXiv.
An evaluation diluted by padding. In "Do Transformers Need Three Projections?", a participant found that roughly 66% of evaluated label positions were EOS padding tokens that train to near-zero loss, deflating perplexity about threefold. The abstract's "3.1% quality cost for 50% cache reduction" becomes roughly 9.4% once corrected.
The adversarial pass caught false falsifications too. One logbook claimed a method was "2x slower than the baseline"; it was an arithmetic bug, per-trajectory time compared against per-batch-of-50 time. Correctly normalized, the participant's own data confirms the paper's claimed 8x speedup. That is the audit process working: every self-assessment treated as untrusted.
Author responses are already arriving. Two arXiv corrections are in flight, and one author had quietly fixed the error in a new arXiv version a month before the challenge found it, counted as independent convergence.
From the archive
Aug 14, 2026 • 11 min read
Aug 14, 2026 • 11 min read
Aug 13, 2026 • 7 min read
Aug 13, 2026 • 9 min read
This is not a curiosity about academic culture. The same agent fleets that reproduced these papers are running your CI, your code reviews, and your evals. The failure modes are the production ones:
The bar this sets is useful against the alternatives. Lean-formalized proofs, like the ten decade-open results OpenAI published in August, clear a bar no agent audit reaches, machine-checkable end to end. Agent reproduction clears a lower but far wider bar: it scales to an entire conference, catches theorem-level failures, and tells you where the uncertainty is. For most claims, most days, that is the bar the industry actually needs.
Every logbook, verdict, trace, and artifact is public, and the challenge Space can reproduce any paper with your own agent. If 1,221 people audited a third of a major conference in 19 days, the honest question for every team that trusts a benchmark table is why the same discipline is not applied to the claims they build on.
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