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Colored HOMFLY polynomials that distinguish mutant knots
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Colored HOMFLY polynomials that distinguish mutant knots
classification
math.GT
hep-thmath-phmath.MP
keywords
coloredhomflypolynomialsdistinguishmutantblocksbraidingconformal
read the original abstract
We illustrate from the viewpoint of braiding operations on WZNW conformal blocks how colored HOMFLY polynomials with multiplicity structure can detect mutations. As an example, we explicitly evaluate the (2,1)-colored HOMFLY polynomials that distinguish a famous mutant pair, Kinoshita-Terasaka and Conway knot.
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