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Smooth structure of some symplectic surfaces

2001/03/31 by Stefano Vidussi
Mathematics · #math.GT #math.SG #msc:57R57 #msc:57R17

paper · pdf

published as Michigan Math.J 49 (2001) · Published version

arxiv created 2002/04/15 · arxiv updated 2009/11/30

Abstract

In this note we present a new definition of the 4-manifold admitting inequivalent symplectic structures constructed by McMullen-Taubes which leads to the identification of a new symplectic structure. We prove moreover that it is diffeomorphic to one of the link surgery manifolds introduced by Fintushel-Stern.

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