  We give precise conditions under which irreducible representations associated
to stability groups induce to irreducible representations for Fell bundle
C*-algebras. This result generalizes an earlier result of Echterhoff and the
second author. Because the Fell bundle construction subsumes most other
examples of C*-algebras constructed from dynamical systems, our result
percolates down to many different constructions including the many flavors of
groupoid crossed products.
