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Article overview
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The Singular Set of 1-1 Integral Currents | Tristan Riviere
; Gang Tian
; | Date: |
4 Oct 2003 | Subject: | Analysis of PDEs; Differential Geometry MSC-class: 49Q05; 49Q15; 32Q65 | math.AP math.DG | Abstract: | We prove that 2 dimensional Integral currents (i.e. integer multiplicity 2 dimensional rectifiable currents) which are almost complex cycles in an almost complex manifold admitting locally a compatible symplectic form are smooth surfaces aside from isolated points and therefore are J-holomorphic curves. | Source: | arXiv, math.AP/0310052 | Services: | Forum | Review | PDF | Favorites |
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