Topology of compact self-dual manifolds whose twistor space is of positive algebraic dimension
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概要
- 論文の詳細を見る
The topology of a compact self-dual manifold whose twistor space has positive algebraic dimension is studied. When the algebraic dimension equals three, it is known by Campana [{4}] that the original self-dual manifold is homeomorphic to a connected sum of copies of a complex projecitve plane. In the remaining cases where the algebraic dimension is equal to two or one, we similarly determine the topology of the self-dual manifold except in a certain exceptional case where the algebraic dimension equals one.
- 社団法人 日本数学会の論文
- 2002-07-01
著者
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Fujiki Akira
Department Of Mathematics Faculty Of General Education Kyoto University
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Fujiki Akira
Department Of Mathematics Osaka University
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Fujiki Akira
Department Of Cardiology Japanese Red Cross Shizuoka Hospital
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