theorem
for
R being
Ring for
n,
i,
k,
i2,
k2 being
Nat st
[i2,k2] in Indices (canMat (i,k,n,R)) holds
( (
i <> i2 implies
(canMat (i,k,n,R)) * (
i2,
k2)
= 0. R ) & (
k <> k2 implies
(canMat (i,k,n,R)) * (
i2,
k2)
= 0. R ) & (
i = i2 &
k = k2 implies
(canMat (i,k,n,R)) * (
i2,
k2)
= 1. R ) )
by Th40;