A Minus Sign That Used to Annoy Me But Now I Know Why It Is There (Two Constructions of the Jones Polynomial)
@inproceedings{Tingley2010AMS, title={A Minus Sign That Used to Annoy Me But Now I Know Why It Is There (Two Constructions of the Jones Polynomial)}, author={Peter Tingley}, year={2010} }
There are (at least) two well known constructions of link invariants. One uses skein theory: you resolve each crossing of the link as a linear combination of things that don’t cross, until you eventually get a linear combination of links with no crossings, which you turn into a polynomial. The other uses quantum groups: you construct a functor from a topological category to some category of representations, in such a way that (oriented framed) links get sent to endomorphisms of the trivial… CONTINUE READING
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