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Where can I learn about Cartesian closed functors between categories of simply typed lambda calculus?
I'll try to describe the subject I am looking for literature on, or concept names that I can Google.
For each $n \geq 1$, let $\mathbf{STLC}_n$ be the category where the objects are all simply typed ...
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Substructural types, the lambda calculus, and CCCs
It's well known that the simply-typed lambda calculus corresponds to a cartesian closed category. How would substructural type systems be characterized in category theory?
For example, linear type ...