Khovanov homology is an unknot-detector

by P. B. Kronheimer , T. S. Mrowka
Citations:4 - 2 self

Active Bibliography

8 Knot homology groups from instantons – P. B. Kronheimer, T. S. Mrowka
3 HEEGAARD DIAGRAMS AND HOLOMORPHIC DISKS – Peter Ozsváth, Zoltán Szabó
5 Knots, sutures and excision – P. B. Kronheimer, T. S. Mrowka
3 Heegaard diagrams and Floer homology – Peter Ozsváth, Zoltán Szabó
HOMOLOGICALLY THIN, NON-QUASI-ALTERNATING LINKS – Joshua Greene - 906
Monopole Floer Homology, Link Surgery, and Odd – Khovanov Homology, Jonathan Michael Bloom, Khovanov Homology, Jonathan Michael Bloom
7 Heegaard Floer homology and genus one, one boundary component open books. arXiv:0804.3624 – John A. Baldwin - 2008
Gauge theory and Rasmussen’s invariant – P. B. Kronheimer, T. S. Mrowka
9 Khovanov homology, open books, and tight contact structures – John A. Baldwin, Olga Plamenevskaya
Link homology and categorification – Mikhail Khovanov - 2006
9 Knot polynomials and knot homologies – Jacob Rasmussen
7 A link surgeries spectral sequence for monopole Floer homology – Jonathan M. Bloom
3 Instanton Floer homology and the Alexander polynomial – P. B. Kronheimer, T. S. Mrowka
7 Dehn surgery, the fundamental group and SU.2 – P. B. Kronheimer, T. S. Mrowka
RESEARCH SUMMARY – Nathan M. Dunfield
35 Monopoles and lens space surgeries – Peter Kronheimer, Tomasz Mrowka, Peter Ozsváth, Zoltán Szabó - 2003
A CATEGORIFICATION OF THE QUANTUM sl(N)-LINK POLYNOMIALS USING FOAMS – Pedro Miguel dos Santos Santana Forte Vaz - 2008
unknown title – Liam Watson - 910
1 CASSON–TYPE INVARIANTS IN DIMENSION FOUR – Daniel Ruberman, Nikolai Saveliev - 2005