FranckS / RingIdrisLinks
Ring solver for Idris
☆20Updated 6 years ago
Alternatives and similar repositories for RingIdris
Users that are interested in RingIdris are comparing it to the libraries listed below
Sorting:
- Interactive and object-oriented programming in Agda using coinductive types☆23Updated 4 months ago
- handouts and notes from the 2017 edition of the summer school☆39Updated 8 years ago
- being the programs and code for a paper about general recursion☆26Updated 10 years ago
- An implementation of Functional Reactive Programming☆40Updated 10 years ago
- Category theory and algebra☆26Updated 9 years ago
- Automatically exported from code.google.com/p/trellys☆47Updated 6 years ago
- Observational Type Theory as an Agda library☆56Updated 8 years ago
- Try Idris☆35Updated 10 years ago
- second-order abstract syntax☆31Updated 4 years ago
- Cryptographic Constructions in the Type Theory of Agda☆53Updated 10 years ago
- TODO☆23Updated 10 years ago
- Library classes for the Twelf Proof System☆23Updated 5 years ago
- A small library for tracking mutable state in Idris programs☆12Updated 8 years ago
- Work in progress☆38Updated 4 months ago
- Formal topology (and some probability) in Coq☆32Updated 6 years ago
- Idris, but it's C☆24Updated 7 years ago
- Experimental C++11 backend for Idris☆14Updated 10 years ago
- Cohesive type theory☆19Updated 3 years ago
- Translation of Agda code in A. Löh and J. P. Magalhães *Generic Programming with Indexed Functors* to Idris.☆14Updated 8 years ago
- a little category theory in Idris☆10Updated 9 years ago
- A hip inductive theorem prover!☆90Updated 3 years ago
- Agda proofs for some of the theorems in Robert Harper's Practical Foundations of Programming Languages.☆53Updated 6 years ago
- Homotopy Type Theory proofs in Idris☆22Updated 6 years ago
- being the materials for CS410 Advanced Functional Programming in the 2015/16 session☆40Updated 9 years ago
- System F in coq.☆19Updated 10 years ago
- Formalizing nbe in agda☆32Updated 12 years ago
- A type theory based theorem proving library☆25Updated 14 years ago
- ☆84Updated 8 years ago
- YUP is a proof checker that performs automatic checking of simple program-correctness proofs of functional programs through inductive and…☆36Updated 2 years ago
- A small bifunctor library for idris☆21Updated 4 years ago