Lean 3's obsolete mathematical components library: please use mathlib4
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Updated
Jun 28, 2024 - Lean
Lean 3's obsolete mathematical components library: please use mathlib4
LLMs as Copilots for Theorem Proving in Lean
The Principia Rewrite
The matrix cookbook, proved in the Lean theorem prover
Template for blueprint-driven formalization projects in Lean.
The Slate Interactive Theorem Prover
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.
Repository hosting resources for the "Lean Tutorial in Vienna" at TU Wien from September 18 to 20, 2024.
rubikcubegroup魔方定理证明+视频分享。discuss here: https://lean4daydayup.zulipchat.com/join/45reytdk5yv7t7sheywhulw3/
A formalization of graded rings in Lean, corresponding to a CICM 2022 submission
Library for formalizing cryptography proofs in Lean 3 (Deprecated)
A formalised proof of Fermat's Last Theorem for exponent 3 in the Lean proof assistant.
HLM mathematical library for the Slate interactive theorem prover
mai: MAth Interpreter with Standard Foundations
matroids in lean
LLMs + Lean, on your laptop or in the cloud
Ongoing Lean formalisation of the proof of Fermat's Last Theorem
Repository hosting resources for the 2024 workshop "Computer-Verified Proofs: 48 Hours in Rome" organised by @oliver-butterley, @RafaelGreenblatt and @marcolenci.
Personal blog about formal mathematics.
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