6533b7cffe1ef96bd1258c78
RESEARCH PRODUCT
A cubic defining algebra for the Links–Gould polynomial
Emmanuel WagnerIvan Marinsubject
Essentially uniqueAlgebraMarkov chainGeneral MathematicsBraid groupGroup algebraBraid theoryInvariant (mathematics)Mathematics::Geometric TopologyQuotientMathematicsdescription
Abstract We define a finite-dimensional cubic quotient of the group algebra of the braid group, endowed with a (essentially unique) Markov trace which affords the Links–Gould invariant of knots and links. We investigate several of its properties, and state several conjectures about its structure.
| year | journal | country | edition | language |
|---|---|---|---|---|
| 2013-11-01 | Advances in Mathematics |