cu1ch3n / type-inference-zoo-wasmLinks
π¦ Implementations of various type inference algorithms. Online playground is at https://zoo.cuichen.cc/
β16Updated 3 weeks ago
Alternatives and similar repositories for type-inference-zoo-wasm
Users that are interested in type-inference-zoo-wasm are comparing it to the libraries listed below
Sorting:
- β38Updated 2 months ago
- a proof-of-concept programming language based on call-by-push-valueβ55Updated last month
- PL conference deadline countdownsβ62Updated last month
- β53Updated last month
- a tutorial implementation on an elaborator of a dependently typed language with pruningβ26Updated 2 years ago
- Rocqet proof languageβ22Updated 2 months ago
- β15Updated last year
- Lean 4 port of Iris, a higher-order concurrent separation logic frameworkβ124Updated this week
- Type Checking in Lean 4β32Updated 3 months ago
- βΎοΈ A library for universe levels and universe polymorphismβ35Updated 2 months ago
- A toy example of a verified compiler.β29Updated 5 months ago
- Benchmarking various normalization algorithms for the lambda calculusβ47Updated 3 years ago
- β56Updated last month
- high-performance cubical evaluationβ75Updated 5 months ago
- Learn Lean 4 with PLFA proofs.β89Updated 6 months ago
- Deadlock freedom by type checkingβ20Updated 2 years ago
- Building A Correct-By-Construction Proof Checkers For Type Theoriesβ26Updated last week
- Formalization of 2LTT in Agdaβ17Updated 2 months ago
- Separation Logic Proofs in Leanβ43Updated 6 months ago
- A prototype programming language with polymorphic reachability types that track freshness, sharing and separation.β45Updated 7 months ago
- Duo - A research language exploring duality in programming language designβ57Updated 2 years ago
- This aims to be the most pretentious implementation of stlc in existenceβ65Updated 3 years ago
- Mechanizations of Type Theoriesβ32Updated 2 months ago
- Logical Relation for MLTT in Coqβ27Updated last month
- Automation for de Bruijn syntax and substitution in Coq [maintainers=@RalfJung,@co-dan]β63Updated last year
- Demo for dependent types + runtime code generationβ71Updated 7 months ago
- MIRROR of https://codeberg.org/catseye/Philomath : An LCF-style theorem prover written in C89 (a.k.a ANSI C)β16Updated last year
- Elaboration with inductive typesβ16Updated 2 years ago
- A monadic library for symbolic evaluationβ69Updated 2 months ago
- β41Updated last month