medovina / natty
Natty is a natural-language proof assistant with an embedded automatic prover for higher-order logic. It is in an early stage of development.
☆35Updated this week
Alternatives and similar repositories for natty:
Users that are interested in natty are comparing it to the libraries listed below
- A Lean tactic for Canonical, a search procedure for terms in dependent type theory.☆35Updated this week
- comparative formalizations of the Yoneda lemma for 1-categories and infinity-categories☆63Updated 6 months ago
- A toy example of a verified compiler.☆28Updated 2 weeks ago
- SDL2 bindings for lean☆22Updated last year
- ☆30Updated 2 months ago
- Demo for dependent types + runtime code generation☆69Updated 2 months ago
- An implementation of a simple Neural network in Idris using category theory.☆23Updated 7 months ago
- Type Checking in Lean 4☆28Updated 2 months ago
- Lecture notes and exercises for the introductory course on domain theory and denotational semantics at the Midlands Graduate School (MGS)…☆44Updated last year
- Experiments with SAT solvers with proofs in Lean 4☆57Updated 10 months ago
- A tool to auto-generate and render slides from Markdown comments in the Lean editor.☆18Updated 3 weeks ago
- Latex documentation of our understanding of the synthetic /internal theory of the Zariski-Topos☆59Updated last week
- Programming Language Foundations in Lean☆36Updated 3 weeks ago
- A Logical Relation for Martin-Löf Type Theory in Agda☆52Updated 7 months ago
- An attempt towards univalent classical mathematics in Cubical Agda.☆29Updated last year
- ☆30Updated 7 months ago
- Synthetic geometry. Probably mostly algebraic geometry.☆24Updated last year
- Formalisations for simplicial HoTT and synthetic ∞-categories.☆49Updated 7 months ago
- Mechanizations of Type Theories☆28Updated 2 months ago
- Lean 4 formalization of Rubik's cubes☆30Updated 2 months ago
- Graphical rewriting for diagrammatic reasoning in monoidal categories in Lean4☆25Updated 10 months ago
- Reference sheet for people who know Lean 3 and want to write tactic-based proofs in Lean 4☆27Updated 5 months ago
- A complete proof in Agda of the Church-Rosser theorem for untyped λ-calculus formalizing the methods by Komori-Matsuda-Yamakawa (2014) an…☆27Updated 2 years ago
- Ground Zero: Lean 4 HoTT Library☆60Updated last month
- Eventually a practical 2-level TT-based compiler☆27Updated last month
- Write C shims from within Lean code.☆55Updated 5 months ago
- WIP collections library for Lean 4☆32Updated this week
- A graduate course on formalized mathematics at the Faculty of Mathematics and Physics, University of Ljubljana, Fall semester 2024/25☆25Updated 4 months ago
- A WIP definitional (co)datatype package for Lean4☆36Updated 4 months ago
- A verified tensor library in Lean☆23Updated this week