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On Characterization of Hypersurfaces of Degrees 2 and 3 in the Complex Projective Space
Published online by Cambridge University Press: 20 November 2018
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Le but de cette note est de proposer une caractérisation des espaces projectifs complexes, des hyperquadriques et des hypersurfaces du troisième degré dans Pnc à l'aide de leurs points d'intersection avec l'ensemble des zéros d'une section d'un fibre positif donné sur la variété ambiante. Ceci généralise et complète ainsi certains résultats présentés par Badescu et Itoh.
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- Copyright © Canadian Mathematical Society 1986
References
2.
Griffiths, Ph. A., Hermitian differential geometry, Chem classes and positive vector bundles, Global Analysis, Tokyo-Princeton
1969, pp. 185–251.Google Scholar
3.
Itoh, M., Characterizations of complex projective spaces by linear subspace sections, Tsukuba Math. Journ.
1 (1977), pp. 157–162.Google Scholar
4.
Kobayashi, S. and Ochiai, T., Characterizations of complex projective spaces and hyperquadrics, J. Math. Kyoto Univ.
13 (1973), pp. 41–47.Google Scholar
5.
Mori, Sh., On a generalization of complete intersection, Journ. Math. Kyoto Univ.
15 (1975), pp. 619–646.Google Scholar
6.
Szurek, M., Kàhlerian deformations of some complex structures, Bull. Acad. Polon. Sci. XXXVI, 1978, pp. 878–885.Google Scholar
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