From the Jones Polynomial to the A-Polynomial of Hyperbolic Knots (Special Section for Workshop of Topology in Sendai 2002)

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  • From the Jones Polynomial to the A-Polynomial of Hyperbolic Knots

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We explain that there exists a potential function for the hyperbolic structures of the complement of a hyperbolic knot K which is derived from the Kashaev’s invariant of K and that the A-polynomial of K can be calculated from the function.

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