Nicholas Jackson

  1. Approximations to the volume of hyperbolic knots.

    Authors: Stefan Friedl, Nicholas Jackson
    Subjects: Geometric Topology
    Abstract

    We present computational data and heuristic arguments which suggest that
    given a hyperbolic knot the volume correlates with its determinant, the Mahler
    measure of its Alexander polynomial and the Mahler measure of the twisted
    Alexander polynomial corresponding to the discrete and faithful
    SL(2,C)-representation.

Syndicate content