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theorem
Alph:Type, S:ActionSet(Alph), N:
, s:S.car. #(S.car)=N
(
A:Alph*. N < ||A||
(
a,b,c:Alph*. 0 < ||b|| & A = ((a @ b) @ c) & (
k:
. (S:(a @ (b
k)) @ c
s) = (S:A
s))))
By:
GenUnivCD
Generated subgoal:
1
1.
Alph:
Type
2.
S:
ActionSet(Alph)
3.
N:
4.
s:
S.car
5.
#(S.car)=N
6.
A:
Alph*
7.
N < ||A||
a,b,c:Alph*. 0 < ||b|| & A = ((a @ b) @ c) & (
k:
. (S:(a @ (b
k)) @ c
s) = (S:A
s))
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