Estimations du type Nevanlinna pour les applications holomorphes de $\bold C\sp n$ dans $\bold C\sp n$.
Résumé
We consider families of sets Ea,a ? n z: ?in = 1 zi = 0, which intersect the image of n by every non-degenerate holomorphic map and we show that the asymptotic growth of F?1 (Ea) ? B(0, r) when r tends to infinity is the same for every a ? n z: ?in = 1 zi = 0