LLM4Rocq / nlirLinks
Automatic theorem proving via natural language reasoning with LLMs
☆17Updated 6 months ago
Alternatives and similar repositories for nlir
Users that are interested in nlir are comparing it to the libraries listed below
Sorting:
- ☆24Updated this week
- A modular parametricity plugin for proof transfer in Coq [maintainers=@CohenCyril,@ecranceMERCE,@amahboubi,@lweqx]☆26Updated last month
- The Waterproof plugin for the Coq proof assistant allows you to write Coq proofs in a style that resembles handwritten mathematical proof…☆45Updated this week
- Some programs from Rustan Leino's "Program Proofs", in Why3.☆16Updated 2 years ago
- LeanSSR: an SSReflect-Like Tactic Language for Lean☆39Updated last month
- ☆38Updated 7 months ago
- A Seamless, Interactive Tactic Learner and Prover for Coq☆77Updated this week
- Separation Logic Proofs in Lean☆45Updated 7 months ago
- A Rocq version of the miniF2F dataset☆20Updated 3 weeks ago
- This package provides an interface and foundation for verified SAT reasoning☆55Updated 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
- Beginner's guide to Tactic Programming in Lean☆64Updated 2 months ago
- ☆69Updated this week
- EGraphs in OCaml☆77Updated last year
- Experiments with SAT solvers with proofs in Lean 4☆62Updated last year
- Formalizing convex polyhedra in Coq☆24Updated last year
- VCFloat: A Unified Coq Framework for Verifying C Programs with Floating-Point Computations☆32Updated last week
- A formatter/linter for Coq source☆14Updated 3 years ago
- Experiments with some ways of automating reasoning in lean 4☆17Updated last year
- WIP collections library for Lean 4☆32Updated 6 months ago
- A generic goal preprocessing tool for proof automation tactics in Coq☆15Updated 2 months ago
- Python bindings for the Coq interactive proof assistant☆56Updated 3 years ago
- Materials for the course "theorem prover lab: applications in programming languages" at KIT, SS2021 edition☆51Updated 4 years ago
- A modular library for CDCL(T) SMT solvers, with [wip] proof generation.☆25Updated 9 months ago
- A Coq tactic for proving multivariate inequalities using SDP solvers☆11Updated 2 weeks ago
- Ltac2 tutorial☆46Updated 3 years ago
- A fornalisation of Grobner basis in ssreflect☆12Updated this week
- A parser based on the ALL(*) algorithm, implemented and verified in Coq.☆13Updated 2 years ago
- Python client to interact with the lean4 language server.☆29Updated this week
- Tools based on AI for helping with Lean 4☆104Updated this week