Abstract
We give a characterization of hyperbolic Kato surfaces in terms of the existence of an automorphic Green function on a cyclic covering. This is achieved by analysing a naturally defined Levi-flat foliation, and by perturbing certain Levi-flat leaves to strictly pseudoconvex hypersurfaces.
Citation
Marco Brunella. "A characterization of hyperbolic Kato surfaces." Publ. Mat. 58 (1) 251 - 261, 2014.
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