Abstract
In this paper we show that the pluripolar hull of E={(z, ω)∈C2:ω=e−1/z, z≠0} is equal to E. This implies that E is plurithin at 0, which answers a question of Sadullaev. The result remains valid if e−1/z is replaced by certain other holomorphic functions with an essential singularity at 0.
Citation
Jan Wiegerinck. "The pluripolar hull of {w=e−1/z}." Ark. Mat. 38 (1) 201 - 208, March 2000. https://doi.org/10.1007/BF02384498
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