Extending divisors from complete intersection surfaces
AbstractThe aim of this paper is to extend a theorem of Griffiths, Harris and Hulek ,  on the extendability of divisors of a smooth complete intersection surface in P^n to the case when the ambient space is a product of projective spaces or a Grassmannian. The proofs generalize the proof of the result of Griffiths-Harris-Hulek given by Ellingsrud-Gruson-Peskine-Strømme in .
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