blob: 0da4313063621506de99012663a3418730dc81a9 (
plain)
1
2
3
4
5
6
7
8
|
Definition UU := Type.
Definition dirprodpair {X Y : UU} := existT (fun x : X => Y).
Definition funtoprodtoprod {X Y Z : UU} : { a : X -> Y & X -> Z }.
Proof.
refine (dirprodpair _ (fun x => _)).
Abort.
|