qedbot

Show your work.

qed.bot records each claim that an AI system contributed to a mathematical problem, and grades it for who did the work, how it has been checked, and whether its formal statement says what was claimed.

The register holds 1,857 statements from 19 collections and 77 record targets, with 650 claims of AI contribution; 31 results have been machine-checked. How the grades work.

DateEntryGrades
Fidelity regraded: Erdős Problem 120 The fidelity grade for Erdős Problem 120 moved from F2 to F1.
Machine-checked: Erdős Problem 274 Erdős Problem 274 is now machine-checked, by Palomar.
Fidelity regraded: Erdős Problem 274 The fidelity grade for Erdős Problem 274 moved from F2 to F3.
Palomar registration: Erdős Problem 274 Palomar registered a rebuild of Erdős Problem 274, attached here as a check.
Formal status changed: Normality of Irrational Algebraic Numbers The formal record now marks Normality of Irrational Algebraic Numbers as mixed, previously open.
Full resolution claimed: Erdős Problem 477 GPT: Answered yes, against the expectation of Erdős and Graham: such a set exists for f(n) = n^d for every even d ≥ 6. Autonomy A?, evidence V2.
Full resolution claimed: Erdős Problem 74 GPT-6 Astra: Disproved for f(n) of order log n / log log n; such a graph has chromatic number at most 3. Autonomy A?, evidence V2.
Full resolution claimed: Erdős Problem 571 GPT-6 Astra: Proved that for every rational α in [1, 2) there is a bipartite graph G with ex(n; G) of order n^α. Autonomy A?, evidence V2.

Contents

Register
Every problem, conjecture and theorem held, with its claims, formal statements and checks.
Breaking
New claims, announcements and changes, and what the monitors have seen since the last refresh.
Formal record
What formalisation projects declare about their proofs, and what independent rebuilds found.
Discoveries
Bounds and constructions, with the history of each record and who holds it.
Activity
Every graded claim of AI contribution, by system, grade and outcome.
Millennium problems
The seven Clay problems: their histories, what would count, and what has been claimed.
Registries
How other registries record the same work, and where they differ from this one.
Systems
Each AI system, with the record computed from its claims.
Method
How autonomy, evidence and fidelity are graded, and what each grade requires.