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Reviews and mentions
Homotopy Type Theory
news.ycombinator.com | 2021-06-23
Cubical Type Theory?
reddit.com/r/dependent_types | 2021-02-11
In the case of transpension, it seems like one of the uses is proving something about a path in inductive types by cases on an abstract point along that path. For instance, right now, the way that you prove that a path in A + B is either a path in A or a path in B is to define a family by cases and then transport like here. But I think transpension might let you just do cases on a formal intermediate point directly, which would be much simpler.
agda/cubical is an open source project licensed under MIT License which is an OSI approved license.
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