mikeshulman / dirttLinks
Directed type theory for formal category theory
☆17Updated 8 years ago
Alternatives and similar repositories for dirtt
Users that are interested in dirtt are comparing it to the libraries listed below
Sorting:
- Cohesive type theory☆19Updated 4 years ago
- Agda formalization of Intuitionistic Propositional Logic☆22Updated 2 months ago
- Domain theory and denotational semantics in Coq☆10Updated 11 years ago
- Self-contained repository for the eponymous paper☆30Updated 7 years ago
- The multimode presheaf proof-assistant☆37Updated 2 years ago
- I'm putting Palmgren's Constructive Sheaf Semantics into Agda. Defines sheaves via Grothendieck pretopologies.☆17Updated 11 years ago
- Work in progress☆39Updated 7 months ago
- A formalization of Pure Type Systems (PTS) in Agda☆27Updated 6 months ago
- Observational Type Theory as an Agda library☆56Updated 8 years ago
- wherein I implement several substructural logics in Agda☆24Updated 7 years ago
- Haskell implementation of the Edinburgh Logical Framework☆31Updated last week
- ☆28Updated 5 years ago
- Simply typed lambda calculus in cubical agda☆22Updated 5 years ago
- Implementation of Nuprl's type theory in Coq☆46Updated last year
- Revised Omega-categorical Typechecker☆27Updated last year
- Mtac in Agda☆29Updated 4 years ago
- An implementation of (some fragment of) cubical type theory using rewrite rules, based on a talk given by Conor McBride at the 23rd Agda'…☆12Updated 9 years ago
- ☆18Updated 3 years ago
- Coherence typechecker for Grothendieck/Maltsiniotis style infinity categories☆15Updated 8 years ago
- IO using sized types and copatterns☆36Updated 4 years ago
- being a collection of Agda-facilitated ramblings☆33Updated 5 years ago
- Syntax for Virtual Equipments: a natural syntax for doing synthetic and internal category theory☆32Updated 2 years ago
- A library and case-study for linear, intrinsically-typed interpreters in Agda☆36Updated 6 years ago
- Logical relations proof in Agda☆27Updated 10 years ago
- ☆16Updated 4 years ago
- All higher inductive types can be obtained from three simple HITs.☆17Updated 7 years ago
- Agda formalisation of dual-context constructive modal logics.☆20Updated 5 years ago
- ☆17Updated 3 years ago
- Formalizing nbe in agda☆32Updated 13 years ago
- Multimode simple type theory as an Agda library.☆23Updated last year