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exponent
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AutomataTheory
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At:
auto2
lemma
5
1
1
1
1
1
1
2
2
1
1
1.
Alph:
Type
2.
n:
3.
n1:
4.
f:
n1
Alph
5.
Bij(
n1; Alph; f)
6.
f:((
n
n1)
(n1
n)). Bij(
n
n1;
(n1
n); f)
7.
f1:
(
n
n1)
(n1
n)
8.
g:
(n1
n)
n
n1
9.
InvFuns(
n
n1;
(n1
n); f1; g)
10.
b:
{l:(Alph*)| ||l|| = n }
a:
(n1
n). ((f o g(a))[
n]) = b
{l:(Alph*)| ||l|| = n }
By:
Assert (
a:
(n1
n). f o g(a) = (
z:
||b||. b[z]))
Generated subgoals:
1
a:
(n1
n). f o g(a) = (
z:
||b||. b[z])
n
Alph
2
11.
a:
(n1
n). f o g(a) = (
z:
||b||. b[z])
n
Alph
a:
(n1
n). ((f o g(a))[
n]) = b
{l:(Alph*)| ||l|| = n }
About: