  We extend the results of our previous paper from knots to links by using a
formula for the Jones polynomial of a link derived recently by N. Reshetikhin.
We illustrate this formula by an example of a torus link. A relation between
the parameters of Reshetikhin's formula and the multivariable Alexander
polynomial is established. We check that our expression for the Alexander
polynomial satisfies some of its basic properties. Finally we derive a link
surgery formula for the loop corrections to the trivial connection contribution
to Witten's invariant of rational homology spheres.
