On Invariants of Virtual Links
By V. Manturov. 2002
62 citations recorded by the source corpus.
Subfields: Discrete Mathematics and Combinatorics, Geometry and Topology, Mathematical Physics
View Paper: https://www.semanticscholar.org/paper/666a84ab9bc447670dc084fdcc6a299a468ca865
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In Discrete Mathematics and Combinatorics
- Andrew J. Nicas
- Robin Gaudreau
- Hans U Boden
- Lindsay White
- Eric Harper
- Louis H. Kauffman
- Zhiyun Cheng
- Hongzhu Gao
In Geometry and Topology
- Andrew J. Nicas
- Robin Gaudreau
- Hans U Boden
- Lindsay White
- Eric Harper
- Louis H. Kauffman
- Zhiyun Cheng
- Hongzhu Gao
In Mathematical Physics
- Andrew J. Nicas
- Robin Gaudreau
- Louis H. Kauffman
- Hans U Boden
- Lindsay White
- Eric Harper
- Zhiyun Cheng
- Hongzhu Gao
Citations in the corpus
- Virtual knot groups and almost classical knots (2015, methodology): “Using Manturov’s notion of parity [24], we show how to regard mod p almost classical knots in terms of an ascending filtration on the set of all virtual knots, and we prove that any minimal crossing diagram of a mod p almost classical knot is mod p Alexander numberable.”
- Knot Diagrammatics (2004, background): “1 Virtual quandles There is another generalization of quandle [99] by means of which one can obtain the same polynomial as in [130, 127] from the other point of view [103, 104].”