|
|
> Well, again studiously avoiding doing anything resembling mathematics
> myself, I downloaded a "KnotTheory" Mathematica package (
> http://www.math.toronto.edu/~drorbn/KAtlas/Manual/index.html ), and
> typed in Jones[TorusKnot[3,2]][q], which produced q + q^3 - q^4 (which
> is the same as for one of the Trefoil knots, and the picture the package
> gives for the (3,2) Torus knot looks like a trefoil. See the
> attachment. If I recall correctly (and that's a big ^if^), the
> exponents in the Jones polynomial should always work out to be positive
> or negative integers. I suppose now I'm going to have to sit down and
> think it through again. I'm too old for this ;-)
*You* have Mathematica? :-|
[Is envious]
Post a reply to this message
|
|