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Korean–Russian
Algebraic Geometry Meeting
April 6, 2019 15:45–16:45, Moscow, Laboratory of Mirror Symmetry, NRU HSE, 6 Usacheva St., Room 427
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On Hirschowitz's conjecture on the formal prinicple
J.-M. Hwang KIAS
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Abstract:
A compact complex submanifold of a complex manifold satisfies the formal principle if its formal neighborhood determines its germ. Hirschowitz's conjecture predicts that the zero-section of a globally generated vector bundle on a compact complex manifold satisfies the formal principle. We discuss a new approach to the conjecture, which verifies the prediction on Fano manifolds.
Language: English
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