matroids in lean
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Updated
Dec 21, 2020 - Lean
matroids in lean
A style guide for Coq
Solutions to Imperial College London's Natural Number Game, a gamified formal mathematics course on the Peano axioms using an interactive + automated theorem prover developed by Microsoft Research called Lean.
A formalization of graded rings in Lean, corresponding to a CICM 2022 submission
HLM mathematical library for the Slate interactive theorem prover
The Slate Interactive Theorem Prover
Repository hosting resources for the 2024 workshop "Computer-Verified Proofs: 48 Hours in Rome" organised by @oliver-butterley, @RafaelGreenblatt and @marcolenci.
Library for formalizing cryptography proofs in Lean 3 (Deprecated)
rubikcubegroup魔方定理证明+视频分享。discuss here: https://lean4daydayup.zulipchat.com/join/45reytdk5yv7t7sheywhulw3/
LLMs + Lean, on your laptop or in the cloud
Lean 3's obsolete mathematical components library: please use mathlib4
[WIP] A formalised proof of a generalised Carleson's Theorem in the Lean proof assistant.
A formalised proof of Fermat's Last Theorem for exponent 3 in the Lean proof assistant.
Repository hosting resources for the 2024 course in Formal Mathematics at @ImperialCollegeLondon taught by Kevin Buzzard (@kbuzzard).
mai: MAth Interpreter with Standard Foundations
Ongoing Lean formalisation of the proof of Fermat's Last Theorem
Repository hosting resources for the "Lean Tutorial in Vienna" at TU Wien from September 18 to 20, 2024.
構成的素数構造(6n±1)と除去関数により、Goldbach予想・Bertrand仮説・Catalan予想を共通基盤から再構成。非構成的証明とも形式整合し、論理強度と実行再現性の両立を実現。GitHubにて統合証明パッケージとして公開。 Using the 6n±1 prime structure and composite exclusion, we reconstruct and unify constructive proofs of Goldbach, Bertrand, and Catalan conjectures, demonstrating formal alignment with classical non-constructive methods.
The matrix cookbook, proved in the Lean theorem prover
Lean formalizations of IMO problem statements
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