For amenable etale groupoids with isotropy groups of local polynomial growth, the Jacobson topology on Prim C*(G) is characterized by closure in the Fell topology on subgroup-representation pairs.
Theory 19 (2016), no
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The ideal structure of C*-algebras of etale groupoids with isotropy groups of local polynomial growth
For amenable etale groupoids with isotropy groups of local polynomial growth, the Jacobson topology on Prim C*(G) is characterized by closure in the Fell topology on subgroup-representation pairs.