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Hamiltonian decomposition of Z_m^3 Cayley digraphs for all m > 2 — a complete solution to Knuth's "Claude's Cycles," found by LLM agents under a structured exploration prompt. Constructions, proofs, Lean formalization, and a verification suite.
A source-linked index of open math problems solved, refuted, or settled with AI — tracking the July 2026 wave. Verification-status badges, Lean/DRAT certificates, priority caveats.
A verifier-guided mathematical reasoning agent that converts informal mathematics into a typed theorem hypergraph, learns reusable proof strategies, and uses Lean 4 as the correctness oracle. Sage computes; Lean certifies.
AI-generated solutions to two research-level math problems from the First Proof community experiment: a Yang-Mills gauge-fixing heat-flow estimate on the 2-torus, and sharp fatness of geodesic triangles in sparse random graphs. Produced autonomously in Claude Code, offered for human validation.
Retrieval-grounded reviewer-memory tool over closed-PR review history of leanprover-community/mathlib4. Indexes ~158k past reviewer comments across ~35k closed PRs to flag concerns past reviewers have raised before.
A computational and formal workbench around the Riemann zeta function: kernel-checked Lean proofs, ball-arithmetic enclosures, structure-matched negative controls, and the dead ends published beside the results. Makes no claim of progress toward RH.
Weighted Erdős–Szekeres (Erdős #1026) in Lean 4 / Mathlib — human-scale proof plus a referee report, failure atlas, and extracted benchmarks for AI theorem-proving