  We discuss the existence of Galois relations obeyed by certain link
invariants. Some of these relations have recently been identified and exploited
within the context of CFT and Lie/Kac-Moody representation theory. These
relations should aid in computing knot invariants. They probably have an
interpretation in terms of quasitriangular (quasi-)Hopf algebras. They could
also have a topological interpretation, and may serve as a concrete model for
related ideas of Degiovanni, Drinfeld, Grothendieck, Ihara, and others.
