Publication | Open Access
Algebraic Markov equivalence for links in three-manifolds
34
Citations
10
References
2006
Year
Schubert CalculusSkein ModulesControlled RangeKnot TheoryManifold ModelingIsotopy MovesLie TheoryAlgebraic Markov EquivalenceTopological Invariant
Let up to isotopy, and potentially leads to powerful new link invariants, which have been explored in special cases by the first author. It also provides a controlled range of isotopy moves, useful for studying skein modules of three-manifolds.
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