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Cho, K., Miyaoka, Y. and Shepherd-Barron, N.I. (2002) Characterizations of Projective Space and Applications to Complex Symplectic Manifolds. Advanced Studies in Pure Mathematics, 35, 1-89.

has been cited by the following article:

• TITLE: A Characterization of Complex Projective Spaces by Sections of Line Bundles

  AUTHORS: Shuyu Liang, Yanan Gao, Yicai Zhao

  KEYWORDS: Complex Space, Projective Space, Line Bundle, Complete Intersected

  JOURNAL NAME: Advances in Pure Mathematics, Vol.5 No.8, June 16, 2015

  ABSTRACT: Let M be a n-dimensional compact irreducible complex space with a line bundle L. It is shown that if M is completely intersected with respect to L and dimH0(M, L) = n + 1, then M is biholomorphic to a complex projective space Pn of dimension n.