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Currents, metrics and
Moishezon manifolds
Shanyu Ji |
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Vol. 158 (1993), No. 2, 335–351
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Abstract |
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A compact complex manifold M is Moishezon if and only if there exists an integral closed positive (1,1)-current ω such that ω ≥ 𝜀σ and ω is smooth outside an analytic subvariety. |
Mathematical Subject Classification 2000
Primary: 32J20
Secondary: 32C10, 32C17, 32C30, 32L07
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Milestones
Received: 27 June 1991
Published: 1 April 1993
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Authors |
| Shanyu Ji | |
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