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    • A toolbox providing Rocq environment generation, an inference server, and project-parsing tools for ML-oriented interaction with the Rocq prover.
      Python
      0000Updated Dec 20, 2025Dec 20, 2025
    • pytanque

      Public
      Python API for lightweight communication with the Rocq proof assistant
      Python
      31010Updated Dec 19, 2025Dec 19, 2025
    • coq-lsp

      Public
      Visual Studio Code Extension and Language Server Protocol for Coq
      OCaml
      51000Updated Nov 27, 2025Nov 27, 2025
    • The goal of this repository is to explore an agentic approach for theorem proving in Rocq.
      Jupyter Notebook
      1000Updated Nov 24, 2025Nov 24, 2025
    • The goal of this repository is to explore the translation from Rocq/Coq and Lean 4 terms to sequence of tactics in the same language
      Python
      0100Updated Nov 18, 2025Nov 18, 2025
    • .github

      Public
      Publications
      0000Updated Nov 6, 2025Nov 6, 2025
    • The goal of this repository is to work collaboratively on MathComp documentation for LLM4Docq.
      1000Updated Oct 30, 2025Oct 30, 2025
    • A Rocq version of the miniF2F dataset
      Rocq Prover
      02200Updated Oct 27, 2025Oct 27, 2025
    • The goal of this repository is to explore an agentic approach for premise selections in Lean 4 and Rocq codebase.
      Python
      0000Updated Oct 24, 2025Oct 24, 2025
    • LLM4Docq

      Public
      Automatic docstring generation of mathcomp using LLMs.
      Python
      0100Updated Oct 13, 2025Oct 13, 2025
    • crrrocq

      Public
      Python
      1510Updated Oct 7, 2025Oct 7, 2025
    • rocq-mcp

      Public
      MCP server for the Rocq prover
      Python
      01100Updated Sep 15, 2025Sep 15, 2025
    • nlir

      Public
      Automatic theorem proving via natural language reasoning with LLMs
      Python
      11911Updated May 16, 2025May 16, 2025
    • S1-mini

      Public
      Python
      0000Updated Apr 18, 2025Apr 18, 2025
    • RL-rocq

      Public
      Exploring RL methods for writing proofs in Rocq.
      Python
      0100Updated Apr 14, 2025Apr 14, 2025
    • coq

      Public
      Coq is a formal proof management system. It provides a formal language to write mathematical definitions, executable algorithms and theorems together with an environment for semi-interactive development of machine-checked proofs.
      OCaml
      704000Updated Mar 28, 2024Mar 28, 2024
    • ReProver

      Public
      Retrieval-Augmented Theorem Provers for Lean
      Python
      68100Updated Jan 17, 2024Jan 17, 2024