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Vector Bundles on Certain Non-algebraic Surfaces
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作者 赵玲 李庆忠 周向宇 《数学进展》 CSCD 北大核心 2003年第2期243-245,共3页
It is well-known that every holomorphic vector bundle is filtrable on a projective algebraicmanifold, and any complex vector bundle E of rank 2 on a projective algebraic surface admits aholomorphic structure iff c1 (E... It is well-known that every holomorphic vector bundle is filtrable on a projective algebraicmanifold, and any complex vector bundle E of rank 2 on a projective algebraic surface admits aholomorphic structure iff c1 (E) = c1 (L) for some holomorphic line bundle L. And this is not truefor the non-algebraic case. 展开更多
关键词 向量从 确定非代数曲面 解析函数 同构类 紧复曲面 Neron-Seven群 滤过性
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