The pluripolar hull of the graph of a holomorphic function with polar singularities
arXiv:math/0208016
Abstract
We study the pluripolar hull of the graph of a holomorphic function f, defined on a domain D in the complex plane outside a polar set A of D. This leads to a theorem that describes under what conditions f is nowhere extendable over A, while the graph of f over D \ A is NOT complete pluripolar.
15 pages