Negative sectional curvature and the product complex structure
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TextPublication details: Bangalore: Department of Mathematics, Indian Institute of Science: 2006Description: Let M = M1 × M2 be a product of complex manifolds. We prove that M cannot admit a complete K¨ahler metric with sectional curvature K < c < 0 and Ricci curvature Ric > d, where c and d are arbitrary constants. In particular, a product domain in Cn cannot cISBN: - NULL
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MATH-LiB General Stack | MATH-LiB | NFIC | MathPP4 (Browse shelf(Opens below)) | Not for loan | MathPP4 |
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