conal / paper-2021-language-derivativesLinks
Paper and talk
☆55Updated 2 years ago
Alternatives and similar repositories for paper-2021-language-derivatives
Users that are interested in paper-2021-language-derivatives are comparing it to the libraries listed below
Sorting:
- Prototype implementations of systems based on setoid type theory☆65Updated 5 years ago
- Where my everyday research happens☆55Updated 2 weeks ago
- being the materials for a paper I have in mind to write about the bidirectional discipline☆52Updated 4 months ago
- being bits and pieces I'm inclined to leave lying around☆54Updated 5 months ago
- Self-contained repository for the eponymous paper☆30Updated 6 years ago
- Type Your Matrices For Great Good☆29Updated 5 years ago
- Observational Type Theory as an Agda library☆56Updated 8 years ago
- Agda formalisation of second-order abstract syntax☆55Updated 3 years ago
- System F-omega normalization by hereditary substitution in Agda☆61Updated 6 years ago
- apkg - package manager for Agda☆38Updated 4 years ago
- NbE course @ Chalmers☆28Updated last year
- Paradoxes of type theory, described didactically. With accompanying proofs in Agda.☆41Updated 5 years ago
- A library for doing generic programming in Agda☆34Updated 4 years ago
- A formalization of the polymorphic lambda calculus extended with iso-recursive types☆74Updated 6 years ago
- A Logical Relation for Martin-Löf Type Theory in Agda☆55Updated 2 months ago
- being the teaching materials and exercises for CS410 in the 2018/19 session☆57Updated 6 years ago
- A non-interactive proof assistant using the Haskell type system☆38Updated 5 years ago
- ☆51Updated 3 months ago
- A Scope-and-Type Safe Universe of Syntaxes with Binding, Their Semantics and Proofs☆77Updated 3 years ago
- An experimental Haskell library for programming with effectful runners.☆30Updated 5 years ago
- A Haskell to Coq compiler that represents effectful programs with the free monad☆45Updated 3 years ago
- ☆30Updated 2 years ago
- I'm putting Palmgren's Constructive Sheaf Semantics into Agda. Defines sheaves via Grothendieck pretopologies.☆17Updated 10 years ago
- A quick reference for mapping Coq tactics to Lean tactics☆71Updated 4 years ago
- Learn the Agda basics in three 2-hour sessions.☆60Updated 2 months ago
- Formalizing nbe in agda☆32Updated 13 years ago
- Toy typechecker for Insanely Dependent Types☆82Updated last month
- An approach to higher algebra in type theory☆22Updated 5 years ago
- A showcase of interesting code and proof developments in Cedille☆36Updated 5 months ago
- Algebraic proof discovery in Agda☆35Updated 3 years ago