Deficient divisors in the Valiron sense

In this article the author proves that for any holomorphic mapping $f\colon\mathbf C^n\to\mathbf P^m$ the set
$$ E_V(f)=\biggl\{A\colon\varliminf_{r\to\infty}\frac{N_f(r,A)}{T_f(r)}<1\biggr\} $$
of hyperplanes deficient in the Valiron sense forms a polar set. This gives a positive answer to a question posed by Griffiths and King.
Bibliography: 16 titles.