There exist Kobayashi hyperbolic hypersurfaces of all degrees $\geqslant 2N$ in the $N$-dimensional projective space
【2018.4.17 4:20pm, N913】 |
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2018-4-13
Colloquia & Seminars
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Speaker |
Dr. Xie Songyan, Max Planck Institute for Mathematics, Bonn |
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Title |
There exist Kobayashi hyperbolic hypersurfaces of all degrees $\geqslant 2N$ in the $N$-dimensional projective space |
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Time |
2018.4.17 16:20-17:20 |
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Venue |
N913 |
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Abstract |
We construct families of Kobayashi hyperbolic hypersurfaces for alldegrees $\geqslant 2N$ in $\mathbb{CP}^N$, thus confirm the Kobayashi hyperbolicity conjecture in all the low degree cases except the uncertain case of degree 2N-1.This is a joint work with Dihn Tuan Huynh. |
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Affiliation |
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