Virtual Khovanov homology using cobordisms
D Tubbenhauer - Journal of Knot Theory and Its Ramifications, 2014 - World Scientific
We extend Bar-Natan's cobordism-based categorification of the Jones polynomial to virtual
links. Our topological complex allows a direct extension of the classical Khovanov complex …
links. Our topological complex allows a direct extension of the classical Khovanov complex …
Virtual Khovanov homology using cobordisms.
D Tubbenhauer - Journal of Knot Theory & Its Ramifications, 2014 - search.ebscohost.com
Abstract We extend Bar-Natan's cobordism-based categorification of the Jones polynomial
to virtual links. Our topological complex allows a direct extension of the classical Khovanov …
to virtual links. Our topological complex allows a direct extension of the classical Khovanov …
Virtual Khovanov homology using cobordisms
D Tubbenhauer - arXiv, 2011 - dml.mathdoc.fr
We extend Bar-Natan's cobordism based categorification of the Jones polynomial to virtual
links. Our topological complex allows a direct extension of the classical Khovanov complex …
links. Our topological complex allows a direct extension of the classical Khovanov complex …
Virtual Khovanov homology using cobordisms
D Tubbenhauer - arXiv e-prints, 2011 - ui.adsabs.harvard.edu
Abstract We extend Bar-Natan's cobordism based categorification of the Jones polynomial to
virtual links. Our topological complex allows a direct extension of the classical Khovanov …
virtual links. Our topological complex allows a direct extension of the classical Khovanov …
[PDF][PDF] VIRTUAL KHOVANOV HOMOLOGY USING COBORDISMS
D TUBBENHAUER - arXiv preprint arXiv:1111.0609, 2011 - researchgate.net
We extend Bar-Natan's cobordism based categorification of the Jones polynomial to virtual
links. Our topological complex allows a direct extension of the classical Khovanov complex …
links. Our topological complex allows a direct extension of the classical Khovanov complex …
Virtual Khovanov homology using cobordisms
D Tubbenhauer - arXiv preprint arXiv:1111.0609, 2011 - arxiv.org
We extend Bar-Natan's cobordism based categorification of the Jones polynomial to virtual
links. Our topological complex allows a direct extension of the classical Khovanov complex …
links. Our topological complex allows a direct extension of the classical Khovanov complex …
Virtual Khovanov homology using cobordisms
D Tubbenhauer - Journal of Knot Theory and Its Ramifications, 2014 - pure.au.dk
We give a geometric interpretation of the Khovanov complex for virtual links. Geometric
interpretation means that we use a cobordism structure like D. Bar-Natan, but we allow non …
interpretation means that we use a cobordism structure like D. Bar-Natan, but we allow non …
[引用][C] Virtual Khovanov homology using cobordisms
D Tubbenhauer - pure.au.dk
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[PDF][PDF] VIRTUAL KHOVANOV HOMOLOGY USING COBORDISMS
D TUBBENHAUER - arXiv preprint arXiv:1111.0609, 2011 - researchgate.net
We extend Bar-Natan's cobordism based categorification of the Jones polynomial to virtual
links. Our topological complex allows a direct extension of the classical Khovanov complex …
links. Our topological complex allows a direct extension of the classical Khovanov complex …