Soonad / Moonad
An upcoming operating system built on Type-Theory
☆43Updated 4 years ago
Related projects ⓘ
Alternatives and complementary repositories for Moonad
- Specification of the Formality proof and programming language☆40Updated last year
- Specification of the Cedilleum language, a dependently typed language with pattern matching that compiles to Cedille Core☆26Updated 5 years ago
- Minimal, efficient proof language☆14Updated 5 years ago
- Standard library for the Formality language☆18Updated 4 years ago
- A pedagogic implementation of abstract bidirectional elaboration for dependent type theory.☆82Updated 3 years ago
- Minimalistic dependent type theory with syntactic metaprogramming☆55Updated 5 months ago
- ☆36Updated 3 years ago
- Specification of the Cedille Core language☆29Updated 4 years ago
- A simple, untyped, terminating functional language that is fully compatible with optimal reductions.☆17Updated 5 years ago
- Quantitative Type Theory implementation☆54Updated 3 years ago
- Paradoxes of type theory, described didactically. With accompanying proofs in Agda.☆38Updated 4 years ago
- ☆36Updated 6 years ago
- Observational Type Theory as an Agda library☆50Updated 7 years ago
- Basics of the dependently-typed functional language Agda ^_^☆38Updated 2 years ago
- Agda libraries relevant to Moonad☆14Updated 5 years ago
- WebAssembly Code Generation Backend for Idris Compiler☆84Updated 6 years ago
- Toy typechecker for Insanely Dependent Types☆79Updated 11 years ago
- A prototype programming language for programming with runners☆88Updated 3 years ago
- "operating system" based on the calculus of constructions☆18Updated 2 years ago
- A showcase of interesting code and proof developments in Cedille☆36Updated last year
- Macro Lambda Calculus☆45Updated 5 years ago
- Agda category theory library for denotational design☆48Updated 5 months ago
- Like "Write Yourself a Scheme in 48 Hours", but in Agda☆51Updated 6 years ago
- A dependent type theory with user defined data types☆45Updated 3 years ago
- A tiny language for teaching and experimenting with Refinement Types☆47Updated 3 years ago
- Prototype implementations of systems based on setoid type theory☆64Updated 3 years ago
- An implementation of the Formality language in JavaScript☆72Updated 5 years ago
- A nano "theorem prover".☆61Updated 5 years ago
- A pure type system implemented in OCaml☆77Updated 3 years ago
- Absal ex☆55Updated last year