... ) k) k) +∞) Sometimes we write N f (r, H) for N1,f (r, H), Nl,f (r, H) for Nl,f (r, H) and +∞) Nf (r, H) for N+∞,f (r, H) An Extension of Uniqueness Theorems Set ψf (H) := 75 |a0 |2 + · · · + ... k+1 n+ nq k An Extension of Uniqueness Theorems 93 This contradicts q = 5(n+1) , k ≥ (65n + 171)n Thus, we get that αij = for all i = j q − For s < v 3, denote by Lsv the set of all j ∈ {1, , ... cases, An Extension of Uniqueness Theorems 77 Case If v(f1 ,Hj0 ) (a) ≥ p, then v(fi ,Hj0 ) (a) ≥ p, i ∈ {1, 2, 3} This means that j a is a zero point of Fic0 with multiplicity ≥ p for i ∈ {1,...