PrintForm Definitions exponent Sections AutomataTheory Doc

At: auto2 lemma 5


Alph:Type, n:. Fin(Alph) Fin({l:(Alph*)| ||l|| = n })

By:
Unfold `finite` 0
THEN
UnivCD


Generated subgoal:

11. Alph: Type
2. n:
3. n:, f:(nAlph). Bij(n; Alph; f)
n@0:, f:(n@0{l:(Alph*)| ||l|| = n }). Bij(n@0; {l:(Alph*)| ||l|| = n }; f)


About:
alluniverseimpliessetlist
equalintexistsfunctionnatural_number