  In this short survey article we collect the current state of the art in the
nascent field of \textit{quantum enhancements}, a type of knot invariant
defined by collecting values of quantum invariants of knots with colorings by
various algebraic objects over the set of such colorings. This class of
invariants includes classical skein invariants and quandle and biquandle
cocycle invariants as well as new invariants.
