Instanton Floer homology for sutured manifolds with tangles
Floer Homology
Instanton
Homology
Khovanov homology
DOI:
10.48550/arxiv.1907.00547
Publication Date:
2019-01-01
AUTHORS (2)
ABSTRACT
We prove an excision theorem for the singular instanton Floer homology that allows surfaces to intersect locus. This is extension of non-singular by Kronheimer and Mrowka genus-zero Street. use define theory sutured manifolds with tangles. As applications, we annular Khovanov (1) detects unlink, (2) closure trivial braid, (3) distinguishes braid closures from other links; also Thurston norm meridional surfaces.
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