We publish a table of primitive finite-type invariants of order less than or equal to
six, for knots of ten or fewer crossings. We note certain mod–2 congruences, one of
which leads to a chirality criterion in the Alexander polynomial. We state
a computational result on mod–2 finite-type invariants of 2–strand string
links.
Keywords
Vassiliev invariants, finite-type
invariants, chirality, Alexander polynomial, string links,
2–torsion
