google-deepmind / cartesian-framesLinks
A formalisation of Cartesian Frames, a perspective on embedded agency, in the HOL theorem prover.
☆19Updated 3 years ago
Alternatives and similar repositories for cartesian-frames
Users that are interested in cartesian-frames are comparing it to the libraries listed below
Sorting:
- ☆50Updated 3 years ago
- Formalizing stochastic doubly-efficient debate☆107Updated 10 months ago
- Metamath verifier in Python☆40Updated 2 months ago
- Interactive neural theorem proving in Lean☆123Updated 3 years ago
- a datastructure for scalable combinatorial syntax☆18Updated 5 months ago
- ☆43Updated 2 weeks ago
- Python talking to the Lean theorem prover☆45Updated 3 years ago
- Holophrasm: a neural Automated Theorem Prover for higher-order logic☆55Updated 5 years ago
- ☆21Updated last year
- Building group theory from scratch in Lean☆60Updated 4 years ago
- Reversible programming in Agda☆12Updated 2 years ago
- program synthesis with neuro-symbolic differentiable interpreters☆14Updated last year
- Code and dataset for the paper "IsarStep: a Benchmark for High-level Mathematical Reasoning"☆12Updated 4 years ago
- Very controlled natural language tactics for Lean☆64Updated last year
- Formalizing results about the Mandelbrot set in Lean☆21Updated this week
- IMO Grand Challenge for Artificial Intelligence☆46Updated 3 years ago
- A Learning Environment for Theorem Proving☆75Updated 3 years ago
- A toolkit for higher-dimensional diagram rewriting.☆17Updated 2 years ago
- deep learning for math☆29Updated 6 years ago
- How to read Lean☆17Updated 6 months ago
- Bonn Lean course for winter 24/25☆33Updated this week
- Pedagogical first-order prover in Python☆76Updated last month
- Probabilistic Answer Set Programming and Probabilistic SAT solving, based on Differentiable Satisfiability☆66Updated last year
- Formalization of category theory in Agda☆17Updated 2 years ago
- Theory and Applications of Lenses and Optics☆56Updated 3 years ago
- A Lean formalisation of parts of Martin Liebeck's "A concise introduction to pure mathematics"☆13Updated 2 years ago
- Rust bindings to GAP (Groups, Algorithms, Programming)☆28Updated 2 years ago
- A simple REPL for Lean 4, returning information about errors and sorries.☆11Updated 2 years ago
- Lean 4 as a scripting language in Houdini☆20Updated last year
- Interfacing with Large Language Models (remote and local) from Lean.☆27Updated last year