By working on the symplectic blow-up, we show that the symplectic divisors produced by Donaldson in [D] may be chosen so that they contain a fixed symplectic submanifold or, in a complementary direction, so that they cut it transversally with a symplectic intersection.

Paoletti, R. (2001). Symplectic submanifolds in special position. ISRAEL JOURNAL OF MATHEMATICS, 123, 241-251 [10.1007/BF02784129].

Symplectic submanifolds in special position

PAOLETTI, ROBERTO
2001

Abstract

By working on the symplectic blow-up, we show that the symplectic divisors produced by Donaldson in [D] may be chosen so that they contain a fixed symplectic submanifold or, in a complementary direction, so that they cut it transversally with a symplectic intersection.
Articolo in rivista - Articolo scientifico
symplectic submanifold, symplectic divisor, symplectic blow-up
English
2001
123
241
251
none
Paoletti, R. (2001). Symplectic submanifolds in special position. ISRAEL JOURNAL OF MATHEMATICS, 123, 241-251 [10.1007/BF02784129].
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/10281/1846
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