Level: Lib Thy Top: 1
Hypotheses:- Alph :

- R : Alph List

Alph List 

- n :


- (
x:Alph List. R x x)
(
x,y:Alph List. R x y 
R y x)
(
x,y,z:Alph List. R x y
R y z 
R x z)
(
x,y,z:Alph List. R x y 
R (z @ x) (z @ y))
(
w:
n 
Alph List.
l:Alph List.
i:
n. R l (w i)) - a : Alph List
- b : Alph List
- c : Alph List
Conclusion:
a':Alph List. ||a'|| < n * n
R (a @ b) (a' @ b)
R (a @ c) (a' @ c)
Applied Tactic: InstLemma `auto2_list_ind` []
THENA Auto
Generated subgoals:1.
a':Alph List. ||a'|| < n * n
R (a @ b) (a' @ b)
R (a @ c) (a' @ c)