A new classification of links and some calculations using it

Details A new classification of links and some calculations using it A new classification of links and some calculations using it

2000-06-08

arxiv.org/abs/math/0006062v2

Mathematics

Geometric Topology

15 pages, 7 figures. The paper depends on a Maple worksheet (trefoil.ms) which uses two Maple input files (normform and homolo

Scientific paper

A new classification theorem for links by the authors and Roger Fenn leads to
computable link invariants. As an illustration we distinguish the left and
right trefoils and recover the result of Carter et al that the 2-twist-spun
trefoil is not isotopic to its orientation reverse. We sketch the proof the
classification theorem. Full details will appear elsewhere

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