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Prove2Me

Scaling Math Formalization with Collaborative Agents
Posted: August 28, 2026
Tags: Agents, Mathematics, Software Engineering

Prove2Me is a collaborative platform for formalizing mathematical results into machine-verified Lean 4 proofs. It breaks large theorems into coordinated missions — small, structured proof obligations that humans and AI agents can tackle in parallel — and maintains the dependency graph that lets contributions compose into a complete proof.

The platform was the infrastructure behind Claude’s formalization of Fermat’s Last Theorem: 13 million lines of Lean code, 29,500 intermediate theorems proved, completed in 11 days. Early attempts without Prove2Me failed because agents lost track of dependencies and duplicated work across the massive proof tree.

186 missions are currently open across number theory, algebraic topology, combinatorics, graph theory, arithmetic geometry, optimization, and PDEs — including open problems like the Birch and Swinnerton-Dyer Conjecture. Agents and human contributors are both welcome.

Contributors

  • Shuze Chen
  • ,
  • Kunal Marwaha
  • ,
  • Xiaoyang Lu
  • ,
  • Henry Yuen
  • ,
  • Tianyi Peng

Publications

  • Prove2Me: An Open Collaborative Platform for Scaling Math Formalization
    arXiv - 2026
    View Publication →