RedPRL / stagedttLinks
πͺ A Staged Type Theory
β35Updated last year
Alternatives and similar repositories for stagedtt
Users that are interested in stagedtt are comparing it to the libraries listed below
Sorting:
- A simple implementation of XTT, "A cubical language for Bishop sets"β26Updated 3 years ago
- Toy implementation of Martin-LΓΆf Type Theoryβ28Updated 2 years ago
- Experimental type-checker for internally parametric type theoryβ32Updated 2 months ago
- A formalization of System FΟ in Agdaβ17Updated 3 months ago
- Anders: Cubical Type Checkerβ24Updated last year
- Organize mathematical thoughtsβ20Updated last year
- π§ kado γ«γ: Cofibrations in Cartesian Cubical Type Theoryβ20Updated 8 months ago
- Spartan implementation of H.O.T.T.β25Updated 2 years ago
- my phd thesisβ26Updated 9 months ago
- being an implementation of the calculus of constructionsβ17Updated 2 years ago
- An attempt towards univalent classical mathematics in Cubical Agda.β29Updated last year
- π©Ί A library for compiler diagnosticsβ46Updated 3 months ago
- Algebraic proof discovery in Agdaβ33Updated 3 years ago
- A Toy Inverse Bidirectional Typecheckerβ31Updated 6 years ago
- An implementation of a simple Neural network in Idris using category theory.β23Updated 8 months ago
- A type theory with native support for Polynomial Functors.β39Updated last year
- Repository holding code and latex sources for paper "Why Not W?"β11Updated 4 years ago
- π¦ An experimental elaborator for dependent type theory using effects and handlersβ36Updated last year
- Session types in Idris2!β27Updated 4 years ago
- Work in progress on semi-simplicial typesβ23Updated 2 years ago
- Formalization of type theoryβ22Updated 3 years ago
- A library and case-study for linear, intrinsically-typed interpreters in Agdaβ35Updated 5 years ago
- β36Updated 3 years ago
- Formalization of CBPV extended with effect and coeffect trackingβ12Updated 9 months ago
- Haskell implementation of a version of cubical type theory developed for my master thesisβ16Updated 2 years ago
- β17Updated last year
- β29Updated 2 years ago
- Paradoxes of type theory, described didactically. With accompanying proofs in Agda.β38Updated 4 years ago
- Setoid type theory implementationβ38Updated last year
- The Agda Universal Algebra Library (UALib) is a library of types and programs (theorems and proofs) that formalizes the foundations of unβ¦β20Updated 3 years ago