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 Date: 2012-07-18 02:47:563-manifolds Symplectic topology Homology theory 4-manifolds Floer homology Peter B. Kronheimer Heegaard splitting Seiberg–Witten invariant Pseudoholomorphic curve Topology Differential topology Geometric topology |
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Combinatorial Heegaard Floer Theory Ciprian Manolescu UCLA July 2, 2012 | Contact topology and holomorphic invariants via elementary combinatorics∗ Daniel V. Mathews School of Mathematical Sciences Monash UniversityDocID: 1musH - View Document |
![HEEGAARD FLOER HOMOLOGY, DOUBLE POINTS AND NICE DIAGRAMS ROBERT LIPSHITZ Abstract. The Heegaard Floer chain complexes are defined by counting embedded curves in Σ×[0, 1]×R. In [Lip06], it was shown d can be elaborated](https://www.pdfsearch.io/img/d0aaae8b0c2a5a194bbcc0764a328ddb.jpg "HEEGAARD FLOER HOMOLOGY, DOUBLE POINTS AND NICE DIAGRAMS ROBERT LIPSHITZ Abstract. The Heegaard Floer chain complexes are defined by counting embedded curves in Σ×[0, 1]×R. In [Lip06], it was shown d can be elaborated") | HEEGAARD FLOER HOMOLOGY, DOUBLE POINTS AND NICE DIAGRAMS ROBERT LIPSHITZ Abstract. The Heegaard Floer chain complexes are defined by counting embedded curves in Σ×[0, 1]×R. In [Lip06], it was shown d can be elaboratedDocID: 13QYA - View Document |
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