jtristan / stump-learnable
☆16Updated 4 years ago
Alternatives and similar repositories for stump-learnable:
Users that are interested in stump-learnable are comparing it to the libraries listed below
- A Probability Theory Library for the Coq Theorem Prover☆52Updated last year
- Certified Machine Learning☆41Updated 3 years ago
- A (formalised) general definition of type theories☆57Updated 3 years ago
- Formalizing convex polyhedra in Coq☆22Updated 7 months ago
- Write C shims from within Lean code.☆51Updated 2 months ago
- WIP collections library for Lean 4☆32Updated 2 weeks ago
- A tool for building Lean4 .olean files from Lean3 export data☆10Updated 3 years ago
- Algebraic Combinatorics in Coq☆38Updated last month
- This project contains various supporting libraries for lean to reason about protocols.☆42Updated 7 years ago
- Formal verification of parts of the Stacks Project in Lean☆21Updated 3 years ago
- ☆14Updated 4 years ago
- maze game encoded in Lean 4 syntax☆53Updated 2 months ago
- Advent of Code 2020 solutions in Lean 4☆26Updated 4 years ago
- Experiments with SAT solvers with proofs in Lean 4☆55Updated 7 months ago
- ☆13Updated 3 years ago
- A Lean4 Formalization of Polynomial Functors☆19Updated 3 weeks ago
- ☆21Updated last year
- LeanSSR: an SSReflect-Like Tactic Language for Lean☆34Updated 2 weeks ago
- Materials for the course "theorem prover lab: applications in programming languages" at KIT, SS2021 edition☆50Updated 3 years ago
- ☆30Updated 2 weeks ago
- A Coq tactic for proving multivariate inequalities using SDP solvers☆10Updated last week
- Intuitive, type-safe expression quotations for Lean 4.☆79Updated 2 weeks ago
- Reference sheet for people who know Lean 3 and want to write tactic-based proofs in Lean 4☆26Updated 3 months ago
- Mathport is a tool for porting Lean3 projects to Lean4☆43Updated 2 months ago
- LeanInk is a command line helper tool for Alectryon which aims to ease the integration of Lean 4.☆60Updated 7 months ago
- Automated Reasoning for the Working Mathematician☆11Updated 5 years ago
- Verifying encodings into propositional logic in Lean☆12Updated last year
- Research material of Erik Palmgren (1963–2019)☆20Updated last year
- An experimental category theory library for Lean☆49Updated last year