The above data is available with the Mathematica
, as shown in the (simulated) Mathematica session below. Your input (in red
) is realistic; all else should have the same content as in a real mathematica session, but with different formatting. This Mathematica session is also available (albeit only for the knot 5_2
) as the notebook PolynomialInvariantsSession.nb
(The path below may be different on your system, and possibly also the KnotTheory` date)
K = Knot["10 148"];
KnotTheory::loading: Loading precomputed data in PD4Knots`.
| t3−3t2 + 7t−9 + 7t−1−3t−2 + t−3
| z6 + 3z4 + 4z2 + 1
KnotTheory::credits: The program Alexander[K, r] to compute Alexander ideals was written by Jana Archibald at the University of Toronto in the summer of 2005.
KnotTheory::loading: Loading precomputed data in Jones4Knots`.
| −1 + 3q−1−4q−2 + 6q−3−5q−4 + 5q−5−4q−6 + 2q−7−q−8
KnotTheory::credits: The HOMFLYPT program was written by Scott Morrison.
| −z4a6−3z2a6−3a6 + z6a4 + 5z4a4 + 9z2a4 + 5a4−z4a2−2z2a2−a2
KnotTheory::loading: Loading precomputed data in Kauffman4Knots`.
| z5a9−3z3a9 + 2za9 + 2z6a8−5z4a8 + 2z2a8 + 2z7a7−4z5a7 + z3a7−za7 + z8a6−z6a6 + 2z4a6−6z2a6 + 3a6 + 3z7a5−7z5a5 + 9z3a5−5za5 + z8a4−3z6a4 + 10z4a4−11z2a4 + 5a4 + z7a3−2z5a3 + 6z3a3−3za3 + 3z4a2−3z2a2 + a2 + z3a−za