  The generalized Effros-Hahn conjecture for groupoid C*-algebras says that, if
G is amenable, then every primitive ideal of the groupoid C*-algebra C*(G) is
induced from a stability group. We prove that the conjecture is valid for all
second countable amenable locally compact Hausdorff groupoids. Our results are
a sharpening of previous work of Jean Renault and depend significantly on his
results.
