
theorem
for p being Prime
for n being non zero Nat
for F1,F2 being GaloisField of p|^n holds F1,F2 are_isomorphic_over Z/p
proof
let p be Prime, n be non zero Nat, F1, F2 be GaloisField of p|^n;
A: F1 is SplittingField of X^(p|^n,Z/p) by Gsplit;
   F2 is SplittingField of X^(p|^n,Z/p) by Gsplit;
hence thesis by A,FIELD_8:58;
end;
