A hypersurface defect relation for a family of meromorphic maps on a generalized $p$-parabolic manifold
Volume 139 / 2015
Colloquium Mathematicum 139 (2015), 95-110
MSC: Primary 32H30; Secondary 32Q15, 32H25.
DOI: 10.4064/cm139-1-5
Abstract
This paper establishes a hypersurface defect relation, that is, $ \sum_{j=1}^q \delta(D_j, f) \leq(n+1)/d$, for a family of meromorphic maps from a generalized $p$-parabolic manifold $M$ to the projective space $\mathbb P^n$, under some weak non-degeneracy assumptions.
