Kashaev's invariant and the volume of a hyperbolic knot after Y. Yokota

Details Kashaev's invariant and the volume of a hyperbolic knot after Y. Yokota Kashaev's invariant and the volume of a hyperbolic knot after Y. Yokota

2000-08-03

arxiv.org/abs/math/0008027v1

Physics and combinatorics 1999 (Nagoya), 244--272, World Sci. Publishing, River Edge, NJ, 2001

Mathematics

Geometric Topology

21 pages, 21 figures, submitted to the Proceedings of "Physics and Combinatorics" Workshop, Nagoya 1999

Scientific paper

I follow Y. Yokota to explain how to obtain a tetrahedron decomposition of
the complement of a hyperbolic knot and compare it with the asymptotic behavior
of Kashaev's link invariant using the figure-eight knot as an example.

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