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Top Answers
Can any additional axiom make Coq Turing complete?
6 votes
Is it possible to prove `forall n: nat, le n 0 -> n = 0.` in Coq without using inversion?
4 votes
Coq: goal is just a type (when using theorems with unnecessary arguments)
4 votes
Can I safely assume that isomorphic types are equal?
4 votes
Using a theorem on integer numbers for proving a theorem on natural numbers
3 votes
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