Notes for AKT-090922/0:00:02

Remark: Fixing the value of Jones polynomial on the unknot (instead of $k$ disjoint unknots, as given in last class) is sufficient. i.e. $J(O^{k})=(q-q^{-1})J(O^{k-1})/(q^{1/2}-q^{-1/2})$ + induction.