  We give a complete derived equivalence classification of all symmetric
algebras of domestic representation type over an algebraically closed field.
This completes previous work by R. Bocian and the authors, where in this paper
we solve the crucial problem of distinguishing standard and nonstandard
algebras up to derived equivalence. Our main tool are generalized Reynolds
ideals, introduced by B. K"ulshammer for symmetric algebras in positive
characteristic, and recently shown by A. Zimmermann (math.RA/0509580) to be
invariants under derived equivalences.
