tlringer / ml-for-proofsLinks
An open bibliography of machine learning for formal proof papers
☆32Updated 2 years ago
Alternatives and similar repositories for ml-for-proofs
Users that are interested in ml-for-proofs are comparing it to the libraries listed below
Sorting:
- Repository where I'll collect some demos of proof assistants that I show to various people in order to spread the magic☆38Updated 2 years ago
- ☆24Updated last month
- A Seamless, Interactive Tactic Learner and Prover for Coq☆78Updated last week
- A monadic library for symbolic evaluation☆71Updated 4 months ago
- A Probability Theory Library for the Coq Theorem Prover☆54Updated 2 years ago
- Experiments with SAT solvers with proofs in Lean 4☆62Updated last year
- Yet another plugin tutorial, this time as an exercise for 598☆38Updated 2 years ago
- Convert Haskell source code to Coq source code.☆91Updated 4 months ago
- Python bindings for the Coq interactive proof assistant☆56Updated 3 years ago
- WIP collections library for Lean 4☆32Updated 6 months ago
- Refreshing automation for inductive equational proofs using e-graphs☆24Updated last year
- Experiments with some ways of automating reasoning in lean 4☆17Updated last year
- Logical relation for predicative CC omega with booleans and an intensional identity type☆12Updated 6 months ago
- ☆32Updated 2 years ago
- The TacTok automated Coq proof script synthesis tool☆17Updated last year
- LeanSSR: an SSReflect-Like Tactic Language for Lean☆39Updated 3 weeks ago
- maze game encoded in Lean 4 syntax☆65Updated 4 months ago
- Very controlled natural language tactics for Lean☆64Updated last year
- Lean4 port of Arduino balance car controller☆48Updated 4 years ago
- Coq library for tactics, basic definitions, sets, maps☆49Updated last month
- Separation Logic Proofs in Lean☆45Updated 7 months ago
- Gallina to Bedrock2 compilation toolkit☆64Updated this week
- embedding MLIR in LEAN☆48Updated last year
- A (WIP) equality saturation tactic for Lean based on egg.☆74Updated last month
- A Testing Framework for Lean☆64Updated 2 weeks ago
- Implementation of higher-order logic in Python☆65Updated 2 years ago
- ☆69Updated last week
- A Rocq version of the miniF2F dataset☆20Updated 2 weeks ago
- Formalizing convex polyhedra in Coq☆24Updated last year
- A prototype for a monadic program logic in Lean that has since been upstreamed into the Lean 4 repo☆37Updated 4 months ago