sorear / smm
sorear's Metamath system engine
☆13Updated 8 years ago
Alternatives and similar repositories for smm:
Users that are interested in smm are comparing it to the libraries listed below
- sorear's Metamath system engine - version 3 Rust☆24Updated last year
- Superposition prover☆17Updated 2 years ago
- Automatically exported from code.google.com/p/ghilbert☆48Updated 7 years ago
- Plain-text declaration export for Lean 4☆13Updated 4 months ago
- An embedding and formalization of GAP (groups, algorithms, Programming) in LEAN4☆15Updated 2 years ago
- Reference type checker for the Lean theorem prover☆61Updated 7 years ago
- ☆13Updated 3 years ago
- An LLVM interface for Lean 4. (WIP)☆20Updated last year
- A place to put our 2018 Xena project UROP thoughts and programs.☆25Updated 4 years ago
- ☆22Updated 2 years ago
- Multinomials for the Mathematical Components library.☆14Updated 2 weeks ago
- ☆11Updated last year
- Formalisations for simplicial HoTT and synthetic ∞-categories.☆48Updated 5 months ago
- LeanSSR: an SSReflect-Like Tactic Language for Lean☆34Updated this week
- Metamath verifier in Python☆38Updated 11 months ago
- A development of homotopy theory in the Lean formal theorem prover.☆15Updated 4 years ago
- Parallel Environment for optimal Lambda Calculus Reduction☆28Updated 2 years ago
- Lean type-checker written in Scala.☆35Updated 2 years ago
- A formalization of bitset operations in Coq and the corresponding axiomatization and extraction to OCaml native integers [maintainer=@ant…☆23Updated 3 weeks ago
- Matroids in Lean☆18Updated last year
- lean-related presentations☆16Updated last year
- formalization of theorems of higher algebraic K-theory☆8Updated 10 years ago
- ☆14Updated last year
- ☆31Updated last year
- HoTT in Lean 3☆78Updated 4 years ago
- ☆17Updated last year
- A date and time library for Lean 4☆11Updated 10 months ago
- Metamath-knife can rapidly verify Metamath proofs, providing strong confidence that the proofs are correct.☆32Updated last month
- Voevodsky's original development of the univalent foundations of mathematics in Coq☆54Updated 10 years ago
- Alg is a program that generates all finite models of a first-order theory. It is optimized for equational theories.☆82Updated 4 years ago