Kodaira embedding theorem

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This article is about an embedding theorem, viz about sufficient conditions for a given manifold (with some additional structure) to be realized as an embedded submanifold of a standard space (real or complex projective or affine space)
View a complete list of embedding theorems


if a compact complex manifold admits a closed form of type (1,1) which is positive definite and represents an integral class in H62, then it is isomorphic to a submanifold of some complex projective space.