The algebraic dimension of compact complex threefolds with vanishing second Betti number
The algebraic dimension of compact complex threefolds with vanishing second Betti number
复制标题
具有消失的第二贝蒂数的紧复三重的代数维数
作者：
F. Campana;J. Demailly;T. Peternell
我们研究了二阶Betti数为零的紧致复三维流形。特别地，我们证明了与六维球面同胚的紧致复流形具有任意非常数亚纯函数。
We study compact complex three-dimensional manifolds with vanishing second Betti number. In particular, we show that a compact complex manifold homeomorphic to the six-dimensional sphere does carry any non-constant meromorphic function.