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Cite Journal: Kyoto Journal of Mathematics |  Publication Date: Jan 1, 2014 |
 Citations: 6 |  License type: other-oa |
A compact Levi flat hypersurface in a complex manifold is said to be of q-concave type if it admits a neighborhood system consisting of q-concave manifolds in the sense of Andreotti and Grauert. The real analytic Levi flat hypersurfaces of 1-concave type in Hopf surfaces are classified.
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