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- From: Vladimir Voevodsky <vladimir AT ias.edu>
- To: coq-club AT inria.fr
- Subject: [Coq-Club] an inductive definition? (correction)
- Date: Sat, 18 Sep 2010 14:14:29 -0400
Sorry, the definition was supposed to be of the form:
Inductive U (T:Type) :Type := gen: U | prod: forall X:U, forall P: elem X ->
U, U
with
fixpoint elem (X:U) : Type :=
match X with
| gen => T
| prod Y P => forall y: elem Y, elem (P y)
end.
.
Then it would be reasonable to expect that if T:Type(0) then U(T):Type(0).
Vladimir.
- [Coq-Club] Machine checked proof of replacement lemma, Sunil Kothari
- [Coq-Club] an inductive definition?,
Vladimir Voevodsky
- Re: [Coq-Club] an inductive definition?, Guilhem Moulin
- [Coq-Club] an inductive definition? (correction), Vladimir Voevodsky
- [Coq-Club] an inductive definition?,
Vladimir Voevodsky
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