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Abstract
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We correct the main theorem in ‘Open books and configurations of symplectic
surfaces’ [Alg. Geom. Top. 3 (2003) 569–586] and its proof. As originally stated, the
theorem gave conditions on a configuration of symplectic surfaces in a symplectic
4–manifold under which we could construct a model neighborhood with concave
boundary and describe explicitly the open book supporting the contact structure on
the boundary. The statement should have included constraints on the areas of the
surfaces.
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Keywords
symplectic, contact, concave, open book, plumbing, fillable
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Mathematical Subject Classification 2000
Primary: 57R17
Secondary: 57N10, 57N13
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Publication
Received: 1 December 2003
Published: 20 December 2003
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