Kodaira embedding theorem

E2097588 UNEXPLORED

The Kodaira embedding theorem is a fundamental result in complex geometry stating that a compact complex manifold with a positive (ample) line bundle can be holomorphically embedded into complex projective space, thereby characterizing projective manifolds.

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Label	Occurrences
Kodaira embedding theorem canonical	2

Referenced by (2)

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Serre’s theorem on projective embeddings via ample line bundles → relatedTo → Kodaira embedding theorem ⓘ

Kähler geometry → hasTheorem → Kodaira embedding theorem ⓘ