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    12 repositories

    • gdm-formal-conjectures

      Public
      Axiom artifacts related to Google DeepMind Formal Conjectures
      Lean
      •
      MIT License
      •0•2•0•0•Updated Mar 26, 2026Mar 26, 2026

    • lattice-triangle

      Public
      Lean formalizations for the paper "On the paucity of lattice triangles"
      mathlean4
      mathlean4
      Lean
      •
      MIT License
      •0•2•0•0•Updated Mar 26, 2026Mar 26, 2026

    • partial-regularity

      Public
      Lean formalizations for the paper "Almost all primes are partially regular"
      Lean
      •
      MIT License
      •1•4•0•0•Updated Mar 25, 2026Mar 25, 2026

    • parity-differential

      Public
      Lean formalizations for the paper "Parity of k-differentials in genus zero and one"
      mathlean4
      mathlean4
      Lean
      •
      MIT License
      •2•23•2•0•Updated Mar 25, 2026Mar 25, 2026

    • fel-polynomial

      Public
      Lean formalizations for the paper "Fel's conjecture on syzigies of numerical semigroups"
      mathlean4
      mathlean4
      Lean
      •
      MIT License
      •4•38•0•0•Updated Mar 25, 2026Mar 25, 2026

    • dead-ends

      Public
      Lean
      •
      MIT License
      •1•10•0•0•Updated Mar 25, 2026Mar 25, 2026

    • axplorer

      Public
      Python
      •
      Apache License 2.0
      •10•61•0•0•Updated Mar 23, 2026Mar 23, 2026

    • axolver

      Public
      Jupyter Notebook
      •
      Apache License 2.0
      •0•1•0•0•Updated Mar 22, 2026Mar 22, 2026

    • axiom-lean-engine

      Public
      Lean evaluation and metaprogramming utilities for provers.
      Python
      •
      MIT License
      •7•50•2•0•Updated Mar 18, 2026Mar 18, 2026

    • axle-mcp-server

      Public
      MCP Server for AI agents to interact with our Lean infrastructure
      Python
      •
      MIT License
      •1•21•0•0•Updated Mar 6, 2026Mar 6, 2026

    • Putnam2025

      Public
      Our solutions to Putnam 2025.
      Lean
      •
      MIT License
      •4•85•0•0•Updated Jan 9, 2026Jan 9, 2026

    • PutnamBench

      Public
      An evaluation benchmark for undergraduate competition math in Lean4, Isabelle, Coq, and natural language.
      Lean
      •33•3•0•0•Updated Dec 9, 2025Dec 9, 2025
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