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Nonexistence of Levi-degenerate hypersurfaces of constant signature in CP n |
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| Authors: | Alla Sargsyan |
| Institution: | 1. Institute of Mathematics, National Academy of Sciences, Yerevan, Armenia |
| Abstract: | Let M be a smooth hypersurface of constant signature in CP
n
, n≥3. We prove the regularity for  on M in bidegree (0,1). As a consequence, we show that there exists no smooth hypersurface in CP
n
, n≥3, whose Levi form has at least two zero-eigenvalues. |
| Keywords: | |
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