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Gauge theory for embedded surfaces
 I, Topology
, 1993
"... (i) Topology of embedded surfaces. Let X be a smooth, simplyconnected 4manifold, and ξ a 2dimensional homology class in X. One of the features of topology in dimension 4 is the fact that, although one may always represent ξ as the fundamental class of some smoothly ..."
Abstract

Cited by 67 (6 self)
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(i) Topology of embedded surfaces. Let X be a smooth, simplyconnected 4manifold, and ξ a 2dimensional homology class in X. One of the features of topology in dimension 4 is the fact that, although one may always represent ξ as the fundamental class of some smoothly
Gauge theory for embedded surfaces, II
"... (i) The theorem and an outline of the proof. This paper is the second in a series of two, aimed at developing results about the topology of embedded surfaces Σ in a 4manifold X using some new YangMills moduli spaces associated to such pairs (X,Σ). The moduli spaces were ..."
Abstract
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(i) The theorem and an outline of the proof. This paper is the second in a series of two, aimed at developing results about the topology of embedded surfaces Σ in a 4manifold X using some new YangMills moduli spaces associated to such pairs (X,Σ). The moduli spaces were