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Calculus of Constructions (CoC) is a dependent type system. It's on the lambda cube and is implemented in the Coq proof assistant.

1 vote

Yet another constructive (Coq) proof that `nat -> nat -> nat` is not bijective. How to expla...

To answer very directly: You have a constructive proof in Coq but it is not the case that the enum : nat -> nat is assumed (in Coq) to be computable. In a sense, it's a constructive proof about a larg …
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