Published August 17, 2022
| Version v1
Conference paper
Open
Applicative Intersection Types (Artifact)
Authors/Creators
- 1. The University of Hong Kong
- 2. University of Cambridge
Description
This is the folder of artifact for the paper Applicative Intersection Types, all lemmas and properties shown in the paper can be found in the artifact.
There are five Coq projects in our artifact and each is documented by coqdoc.
core: Coq proof of the first calculus
core+disjoint: Coq proof of the second calculus
subtyping/normal: Coq proof of properties of applicative subtyping WRT subtyping without distribuitivity.
subtyping/normal+distri: Coq proof of properties of applicative subtyping WRT subtyping with distribuivity.
subtyping/normal+distri+toplike: Coq proof of properties of applicative subtyping WRT subtyping with distribuivity and top-like rule.
Files
aplas2022-artifact.zip
Files
(843.9 kB)
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