Abstract
A real hypersurface $M$ in a complex manifold $X$ is said to be Levi flat if it separates $X$ locally into two Stein pieces. It is proved that there exist no real analytic Levi flat hypersurfaces in ${\Bbb P}^2$.
Citation
Takeo Ohsawa. "Nonexistence of real analytic Levi flat hypersurfaces in {${\bf P}\sp 2$}." Nagoya Math. J. 158 95 - 98, 2000.
Information
Published: 2000
First available in Project Euclid: 27 April 2005
zbMATH: 1023.32026
MathSciNet: MR1766572
Subjects:
Primary:
32V40
Rights: Copyright © 2000 Editorial Board, Nagoya Mathematical Journal
