On a hyperconvex manifold without non-constant bounded holomorphic functions
arXiv:1804.09569 · doi:10.1007/978-981-13-1672-2_1
Abstract
An example is given of a hyperconvex manifold without non-constant bounded holomorphic functions, which is realized as a domain with real-analytic Levi-flat boundary in a projective surface.
10 pages, final version, to appear in "Geometric Complex Analysis", Springer Proceedings in Mathematics & Statistics